tag:blogger.com,1999:blog-44716530208171766312024-03-12T19:27:52.717-06:00CHESS COACH , ajedrez a la ordenBitácora de un ajedrecista
Riflexiones.
Comentarios a vuela pluma.
Fomentando el estudio del ajedrez con apoyo de las computadoras y via Internet
email: chesscom@hotmail.comUnknownnoreply@blogger.comBlogger2123125tag:blogger.com,1999:blog-4471653020817176631.post-83253026981123709142023-03-21T11:49:00.000-06:002023-03-21T11:49:03.587-06:00<p> <!--[if gte mso 9]><xml>
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</p><p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 107%;">COLECCIÓN
DE ANTOLOGIAS, 25 LIBROS QUE SE DEBEN CONOCER</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 107%;">.</span></p>
<p class="MsoNormal"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 107%;">Las antologías es un medio de dar a conocer las
producciones de grandes autores cuyos libros a veces están difíciles de
conseguir o en idiomas diferentes a los de los estudiosos que podrían ser
beneficiados de tener contacto con ellos, <span style="mso-spacerun: yes;"> </span>y <span style="mso-spacerun: yes;"> </span>son
realizadas a base de extractos de libros reconocidos y aparecidos en varios
idiomas. Durante décadas he traducido partes de artículos y libros de ahí y de
allá para aprovechar sus ideas y consejos para integrarlos en clases para mis alumnos
en la Universidad Nacional Autónoma de México, en el Instituto Politécnico
Nacional y en diversos centros de Alto desempeño de ajedrez en que he
colaborado en los más de 50 años en que me he dedicado a ser co-aprendiz de
veintenas de jugadores. En total he traducido unos 400 artículos y he hecho
traducciones de unos 150 libros. Pero aquí citaré 25 libros, en que en casi
2000 archivos en PGN, hice una antología que podría ser útil a jugadores de los
más diversos niveles y particularmente útiles a entrenadores que no tienen
acceso a una gran cantidad de libros para extraer el material adecuado para
ilustrar los temas de las clases que quieren exponer a sus estudiosos.</span></p>
<p class="MsoNormal"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 107%;">Aquí presento la primera serie basada en 25 libros. El
trabajo es enorme, pues si lo pasase de pgn a cuartillas normales, serían
fácilmente más de 2500 páginas. Mi plan es vender algunas colecciones de antologías,
donar un equivalente a instructores a escuelas públicas pequeñas y poco a poco
reunir para su difusión unos 150 libros extraídos y reseñados, para que todo
jugador pudiera tener una pequeña biblioteca. El costo que pongo, hasta el dia
30 de marzo de 2023 es de 30 dólares, o 500 pesos mexicanos. Informes y ventas
en <a href="mailto:chesscom@hotmail.com">chesscom@hotmail.com</a></span></p>
<p class="MsoNormal"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 107%;">Incluye el paquete, además de casi 2000 archivos en pgn,
reseñas de cada uno de los 25 libros en PDF y algunos extras.</span></p>
<p class="MsoNormal"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 107%;">Veamos la lista de libros y la reseña de uno de los
libros como ejemplo de las reseñas que se colocan en el paquete. La oferta es
hasta el dia 30 de marzo de 2023.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Libro 1.-.</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;"> Secrets of the
Russian Chess Masters (Volume 2, Beyond the Basics) GM Lev Alburt and Larry
Parr</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">"Secretos
de los Maestros de Ajedrez Rusos", (Volumen 2, Más allá de lo básico) por
el GM Lev Alburt y Larry Parr.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Edición
1997 de W.W. Norton & Company, Inc., 500 Fifth Avenue, New York , NY
10110-0017. USA. </span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Libro 2</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">.- Dynamic Chess
Strategy GM Mihai Suba</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Ficha
técnica: ISBN 0-08-037141 8</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">"Estrategia
Dinámica de Ajedrez" por el GM Mihai Suba.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Edición
1991 de Pergamon Press Inc, Maxwell House, Fairview Park, Elmsford New York ,
10523. USA. </span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Libro 3</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">.- Chess Middlegame,
Planning GM Peter Romanovsky</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Ficha
técnica: ISBN 0-939298-80-5</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">"Medio
Juego en Ajedrez, Planeación" por el GM Peter Romanovsky.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Edición
1990 de American Chess Promotions. 3055 General Lee Road. Macon, Georgia
31204.USA.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Libro 4</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">.- New Ideas in Chess
GM Larry Evans</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Ficha
técnica: ISBN 0-486-28305-4</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">"Nuevas
Ideas en Ajedrez" por el GM Larry Evans. Edición 1994 de Dover. Publicado
en el Reino Unido por Constable and Company, Ltd., 3 The Lanchesters, 162-164
Fulham Palace Road, London W6 9 ER. Inglaterra. La edición de Dover, publicada
primero en 1994, es una republicación del trabajo primeramente publicado por
Pitman Publishing Corp., New York en 1958.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Libro 5</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">.- Study Chess with
Tal MI Alexander Koblenz & ex-campeón mundial Miguel Tal</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Ficha
técnica: ISBN 0-7134-3606-9</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">"Estudie
ajedrez con Tal" por el MI Alexander Koblenz y el GM Miguel Tal.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Edición
1981 de B.T. Batsford Ltd. 4 Fitzharding Street, London W1H 0AH. </span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Libro 6</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">.- Tratado de Ajedrez
Superior Recopilación de Y.B. Estrin (GM postal)</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Ficha
técnica: ISBN 84-270-0893-7</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">"Tratado
de Ajedrez Superior" recopilación del GM por correspondencia Yacov B.
Estrin</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Edición
1984 de Ediciones Martínez Roca, S.A. Gran Vía, 774, 7o. , 08013-Barcelona,
España.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Libro 7</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">.- Positional Chess
Handbook MI Israel Gelfer</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Ficha
técnica: ISBN 0-02-028831-X</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">"Manual
de Ajedrez Posicional" por el MI Israel Gelfer</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Edición
1991 por Collier Books. Macmillan Publishing Company. 866 Third Avenue, New
York, Ny 10022</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Libro 8</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">.- The Method in
Chess GM Iossif Dorfman</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Ficha
técnica: ISBN 2-957-2890-2-4</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">"El
Método en ajedrez " por el GMI Iossif Dorfman</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Edición
2001 de SARL GAME MIND. 51 A L'espérou, 193 le Grand Mail 34080 Montpellier-France
Tel: (33) 467.45.17.58. </span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Libro 9.-</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;"> Chess Endgame
Lessons GM Pal Benko</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Ficha
técnica: Catálogo de la Librería del Congreso de EUA No.89-64215</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">"Lecciones
de Finales de Ajedrez " por el GMI Pal Benko</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Edición
en dos tomos por Pal Benko.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Libro 10.-</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;"> Zurich International
Chess Tournament 1953 GM David Bronstein</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Ficha
técnica: ISBN 0-486-23800-8. Edición de la Dover, 1979.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">"Torneo
Internacional de Ajedrez Zurich 1953" por el GMI David Bronstein</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Traducción
del ruso al inglés por Jim Marfia de la segunda edición de Fizkultura I sport
1960.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Editado
por Dover Publications, Inc. 180 Varick Street New York , NY 10014. USA.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Libro 11</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">.- Test your Tactica
Ability Yakov Neishtadt</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Ficha
técnica: ISBN 0-7134 4013-9. Edición de la Batsford</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">"Pruebe
su habilidad táctica" por Yakov Neishtadt</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Traducción
del ruso al inglés abreviada del libro "Praktikum" de la edición de
Fizkultura I sport </span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Libro 12</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">.- Catástrofe en la
Apertura, Yakov Neishtadt</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Ficha
técnica: N 60904-12 B3 10-12-1978. Edición de Fizkultura I sport 1979</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">"Po
sledam debiutnij Katastrof" por Yakov Neishtadt</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Traducción
del ruso al español muy liberalmente en el extracto por MI Raúl Ocampo, de la
edición de Fizkultura I sport de 1979</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Libro 13</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">.- The Road to Chess
Improvement GM Alex Yermolinsky</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Ficha
técnica: ISBN 1-901983-24-2. Edición de Gambit Publications.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;"><span style="mso-spacerun: yes;"> </span>"El camino a la superación
ajedrecística" por el GM Alex Yermolinsky. Editado por Gambit Publications
Ltd. 65 Masbro Road, Kensington, London W14 OLS, Inglaterra. </span><a href="http://www.gambitchess.co.uk"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">www.gambitchess.co.uk</span></a><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;"></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Libro 14</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">.- Pirc Alert! GM Lev
Alburt y GM Alex Chernin</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Ficha
técnica: ISBN 1-889323-07-1</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">"Pirc
Alerta!" por los Grandes Maestros Lev Alburt y Alexander Chernin</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Editado
por Chess Information and Research Center. P.O. Box 534, Gracie Station, New
York, NY 10028. </span><a href="http://www.gambitchess.co.uk"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">www.gambitchess.co.uk</span></a><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;"></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Libro 15</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">.- 50 partidas
selectas GM Bent Larsen</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Ficha
técnica: Editado por Fizkultura I Sport 1970, traducción al ruso por Murajbery
de la versión danesa original "50 Udvalgte Partier 1948-69" de
Samlerens Forlag KoBENHAVN. "50 partidas selectas" por el GM Bent
Larsen: Se editó en España, por Editorial Brugera una edición, con adiciones,
con el título "Yo juego para ganar" y por Bell en inglés como
"Selected Games". Existen ediciones en varios idiomas.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Libro 16</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">.- The Most
Instructive Games of Chess Ever Played (62 Masterpieces of Chess </span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Ficha
técnica: ISBN 0-486-27302-4.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">"Las
Partidas más instructivas jamás jugadas" por Irving Chernev </span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Edición
de Dover Publications, Inc. New York. 1992, 31 East 2nd Street , Mineola NY.
11501, USA. reedición de un Fireside Book publicado por Simon & Schuster,
New York 1965. 146 ilustraciones. Rústica.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Libro 17</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">.- Shajmatnaya Skola
(Escuela de Ajedrez) Averbach, Kotov y Yudovich</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Ficha
técnica: B3 89-50-1975 </span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">"Shajmatnaya
Skola" editado en ruso en 1976.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Edición
de Fizkultura I Sport de la URSS. 255 páginas. Curso de lecciones para
ajedrecistas de diversas categorías. Dividido en tres secciones: Aperturas por
Yudovich, Mediojuego por Kotov y Finales por Averbach. Encuadernado.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Libro 18</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">.- Chess Training
Pocket Book (300 Most Important Positions & Ideas) GM Lev Alburt</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Ficha
técnica: ISBN 1-889323-14-4.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Libro
de Bolsillo de entrenamiento de Ajedrez por el GM Lev Alburt Edición de Chess
Information and Research Center. P.O. Box 534 Gracie Station New York, NY 10028
USA. Rústica.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Libro 19</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">.- Ultimas Lecciones
José Raúl Capablanca, Campeón mundial 1921-27</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Edición
del Instituto Nacional de Deportes, Educación Física y Recreación de Cuba
(INDER) 1962. La Habana, Cuba. Rústica.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Libro 20</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">.- Die Kunst des
Endspiels Vassily Smyslov, Campeón mundial 1957-58</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Ficha
técnica: ISBN 3-86155-076-8</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">"El
arte del Final" por Vasily Smyslov. Edición de Verlag Bock & Kübler.
Dr.-Wilhelm-Külz - Str.60, 15517 Fürstenwalde, Tel. Und Fax 03361/57621, Alemania.
Encuadernado.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Libro<span style="mso-spacerun: yes;"> </span>21.-</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;"> Mitrofano's Deflection Victor Charusin, ICCF
maestro internacional</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Ficha
técnica: ISBN 1-886846-12-X</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">"La
Desviación Mitrofanov" por Victor Charusin Edición de Pickard & Son ,
Publishers. Rustica.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Libro 22</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">.- Tigran Petrosjan
(Die Karriere eines Schachgenies) GM Alexej Suetin</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Ficha
técnica: ISBN 3-86155-056-3</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">"Tigran
Petrosian (La Carrera de un genio del ajedrez)", por el GM Alexei Suetin</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Edición
de Verlag Bock & Kübler. Dr.-Wilhelm-Külz - Str.60, 15517 Fürstenwalde,
Tel. Und Fax 03361/57621, Alemania . Encuadernado.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Libro 23</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">.-GM-RAM (Essential
Grandmaster Chess Knowledge) IM Rashid Ziyatdinov</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Ficha
técnica: ISBN 0-938650-72-6</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">"GM-RAM
(Conocimiento Esencial de ajedrez del Gran Maestro)", por el MI Rashid
Ziyatdinov.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Edición
de Thinkers' Press, Inc. P-O- Box 8 Davenport, IA 52805-008 USA e-mail :
blong@chessco.com Rústica.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Libro 24</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">.- Legado de
Petrosian (Ajedrez en la Cumbre) Tigran Vartanovich Petrosian, Campeón Mundial
1963-1969</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Ficha
técnica: ISBN 84-87301-03-7</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">"Ajedrez
en la Cumbre" por el GM Tigrán Petrosian. Apareció en ruso como
"Legado de Petrosian" y como "Lecciones de Petrosian" en
Fizkultura I Sport. Colección Internacional de Ajedrez.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Edición
1989 de Ediciones Eseuve, S.A. Sebastián Elcano 30-28012 Madrid, España.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Libro 25.-</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;"> The King in Jeopardy
(The Best Techniques for Attack and Defense) GM Sam Palatnik & GM Lev
Alburt</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Ficha
técnica: ISBN 1-889323-03-9</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">"El
Rey en riesgo" (Las Mejores técnicas para Ataque y Defensa) por los GM Sam
Palatnik y Lev Alburt.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Edición
1996 de Chess Information and Research Center P.O.Box 534, Gracie Station, New
York, NY 10028. USA. </span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"> </p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Ejemplo de las Reseñas
de libros.</span></b></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;"> </span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">"Secretos de los
Maestros de Ajedrez Rusos",</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;"> (Volumen 2, Más allá de lo básico) por el GM
Lev Alburt y Larry Parr.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Edición
1997 de W.W. Norton & Company, Inc., 500 Fifth Avenue, New York , NY
10110-0017. USA. </span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;"> </span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Este
libro es un extra a los de la notable colección desarrollada por Lev Alburt, ya
que no pertenece a la serie, sino fue desarrollado aparte. Aunque está dedicado
a jugadores entre 1400 y 1900 de rating, puede ser de utilidad para jugadores
más fuertes. Especialmente puede ser de empleo para entrenadores.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Bellamente
editado, es un poco costoso, sobre 25 dólares. Utiliza tipos muy grandes y
también grandes diagramas, por lo que en sus 230 páginas se despliega un
contenido que pudo caber en unas 150. A pesar de estas desventajas, es
recomendable. </span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">La
presentación es muy buena y emplea formato muy moderno y que pretende, como
todos los libros de Alburt, utilizar recursos de la pedagogía más moderna para
resaltar material y facilitar el aprendizaje. Particularmente lo encontré muy
interesante para realizar conferencias y desarrollar cuadernos de trabajo.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Alburt
utiliza el "gancho" de que sus libros rescatan los mejores elementos
de la didáctica soviética del ajedrez y hay que admitir que hay gran parte de
ello. </span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Es
difícil encontrar algo en la literatura actual mejor que los libros de Alburt
para enseñar ajedrez. T</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">al
vez sólo los textos originales de la escuela soviética, pero estos tienen la
desventaja de encontrarse en ruso y en presentaciones muy austeras; por lo que
los libros de Alburt en inglés son mucho más accesibles para nuestro medio. </span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Hay
libros soviéticos excelentes, pero su calidad de papel y encuadernación no
están a la altura de su contenido y en esto desmerecen de las ediciones de los
libros actuales de Alburt, muy comerciales y atractivos y seguramente de mayor
posibilidad de resistir el paso del tiempo. Hay que tomar en cuenta que los
libros de Alburt rondan siempre entre los 20 y 30 dólares y los libros
soviéticos eran de entre 4 y 5 dólares. Una buena razón para intentar aprender
algo de ruso.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Para
los ajedrecistas de habla hispana la limitación que tienen si no aprenden
inglés está marcada por el hecho de que pierden la oportunidad de leer el 80%
de la literatura mas importante del Ajedrez. </span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Es
difícil acceder a los grandes planos del ajedrez sin un conocimiento de
idiomas. Lo ideal es saber algo de inglés, ruso y alemán y así tener acceso al
95% de la literatura. Incluso el francés no es tan necesario, ya que los
mejores títulos escritos en ese idioma tarde o temprano se traducen al inglés. </span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Hay
un libro, "Métodos de Ajedrez" de Dorfman que fue escrito
originalmente en francés, a pesar de mi interés por él, no lo adquirí
inmediatamente, confiado en que pronto, por su importancia, aparecería en
inglés, y así sucedió, actualmente ya se le puede comprar en inglés o alemán.
No se puede decir lo mismo del español, pues quizás pase mucho tiempo en que lo
veamos editado en castellano. La mercadotecnia manda. He constatado que libros
importantes en alemán, no se han traducido al inglés. Uno de ellos, que aún no
he podido conseguir, "El camino al éxito" en dos tomos editado por la
entonces República Democrática Alemana y escrito por Tahl y Koblenz hace más de
15 años, aun no se consigue más que en alemán. Por eso, a veces es necesario
batallar con más idiomas que el español y el inglés.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Los
libros de Alburt aprovechan la circunstancia de que una gran masa de
ajedrecistas no tiene acceso al ruso y logran un gran éxito acercando "Los
secretos" de la escuela soviética. Para los bibliómanos como yo, el
internacionalismo es necesario y en la práctica da una gran ventaja el
conocimiento de idiomas, una condición sumamente importante en el complejo
ajedrez competitivo. Además para la cultura en general, tener facilidad para
los idiomas pone al ser humano en otro plano. En suma, el libro reseñado,
realmente me agradó y no puedo sino incluirlo en nuestra colección, con un
extracto generoso.</span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"></p><p></p><p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><!--[if gte mso 9]><xml>
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</p><p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 107%;">COLECCIÓN
DE ANTOLOGIAS, 25 LIBROS QUE SE DEBEN CONOCER</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 107%;">.</span></p>
<p class="MsoNormal"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 107%;">Las antologías es un medio de dar a conocer las
producciones de grandes autores cuyos libros a veces están difíciles de
conseguir o en idiomas diferentes a los de los estudiosos que podrían ser
beneficiados de tener contacto con ellos, <span style="mso-spacerun: yes;"> </span>y <span style="mso-spacerun: yes;"> </span>son
realizadas a base de extractos de libros reconocidos y aparecidos en varios
idiomas. Durante décadas he traducido partes de artículos y libros de ahí y de
allá para aprovechar sus ideas y consejos para integrarlos en clases para mis alumnos
en la Universidad Nacional Autónoma de México, en el Instituto Politécnico
Nacional y en diversos centros de Alto desempeño de ajedrez en que he
colaborado en los más de 50 años en que me he dedicado a ser co-aprendiz de
veintenas de jugadores. En total he traducido unos 400 artículos y he hecho
traducciones de unos 150 libros. Pero aquí citaré 25 libros, en que en casi
2000 archivos en PGN, hice una antología que podría ser útil a jugadores de los
más diversos niveles y particularmente útiles a entrenadores que no tienen
acceso a una gran cantidad de libros para extraer el material adecuado para
ilustrar los temas de las clases que quieren exponer a sus estudiosos.</span></p>
<p class="MsoNormal"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 107%;">Aquí presento la primera serie basada en 25 libros. El
trabajo es enorme, pues si lo pasase de pgn a cuartillas normales, serían
fácilmente más de 2500 páginas. Mi plan es vender algunas colecciones de antologías,
donar un equivalente a instructores a escuelas públicas pequeñas y poco a poco
reunir para su difusión unos 150 libros extraídos y reseñados, para que todo
jugador pudiera tener una pequeña biblioteca. El costo que pongo, hasta el dia
30 de marzo de 2023 es de 30 dólares, o 500 pesos mexicanos. Informes y ventas
en <a href="mailto:chesscom@hotmail.com">chesscom@hotmail.com</a></span></p>
<p class="MsoNormal"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 107%;">Incluye el paquete, además de casi 2000 archivos en pgn,
reseñas de cada uno de los 25 libros en PDF y algunos extras.</span></p>
<p class="MsoNormal"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 107%;">Veamos la lista de libros y la reseña de uno de los
libros como ejemplo de las reseñas que se colocan en el paquete. La oferta es
hasta el dia 30 de marzo de 2023.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Libro 1.-.</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;"> Secrets of the
Russian Chess Masters (Volume 2, Beyond the Basics) GM Lev Alburt and Larry
Parr</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">"Secretos
de los Maestros de Ajedrez Rusos", (Volumen 2, Más allá de lo básico) por
el GM Lev Alburt y Larry Parr.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Edición
1997 de W.W. Norton & Company, Inc., 500 Fifth Avenue, New York , NY
10110-0017. USA. </span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Libro 2</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">.- Dynamic Chess
Strategy GM Mihai Suba</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Ficha
técnica: ISBN 0-08-037141 8</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">"Estrategia
Dinámica de Ajedrez" por el GM Mihai Suba.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Edición
1991 de Pergamon Press Inc, Maxwell House, Fairview Park, Elmsford New York ,
10523. USA. </span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Libro 3</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">.- Chess Middlegame,
Planning GM Peter Romanovsky</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Ficha
técnica: ISBN 0-939298-80-5</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">"Medio
Juego en Ajedrez, Planeación" por el GM Peter Romanovsky.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Edición
1990 de American Chess Promotions. 3055 General Lee Road. Macon, Georgia
31204.USA.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Libro 4</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">.- New Ideas in Chess
GM Larry Evans</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Ficha
técnica: ISBN 0-486-28305-4</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">"Nuevas
Ideas en Ajedrez" por el GM Larry Evans. Edición 1994 de Dover. Publicado
en el Reino Unido por Constable and Company, Ltd., 3 The Lanchesters, 162-164
Fulham Palace Road, London W6 9 ER. Inglaterra. La edición de Dover, publicada
primero en 1994, es una republicación del trabajo primeramente publicado por
Pitman Publishing Corp., New York en 1958.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Libro 5</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">.- Study Chess with
Tal MI Alexander Koblenz & ex-campeón mundial Miguel Tal</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Ficha
técnica: ISBN 0-7134-3606-9</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">"Estudie
ajedrez con Tal" por el MI Alexander Koblenz y el GM Miguel Tal.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Edición
1981 de B.T. Batsford Ltd. 4 Fitzharding Street, London W1H 0AH. </span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Libro 6</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">.- Tratado de Ajedrez
Superior Recopilación de Y.B. Estrin (GM postal)</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Ficha
técnica: ISBN 84-270-0893-7</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">"Tratado
de Ajedrez Superior" recopilación del GM por correspondencia Yacov B.
Estrin</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Edición
1984 de Ediciones Martínez Roca, S.A. Gran Vía, 774, 7o. , 08013-Barcelona,
España.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Libro 7</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">.- Positional Chess
Handbook MI Israel Gelfer</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Ficha
técnica: ISBN 0-02-028831-X</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">"Manual
de Ajedrez Posicional" por el MI Israel Gelfer</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Edición
1991 por Collier Books. Macmillan Publishing Company. 866 Third Avenue, New
York, Ny 10022</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Libro 8</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">.- The Method in
Chess GM Iossif Dorfman</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Ficha
técnica: ISBN 2-957-2890-2-4</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">"El
Método en ajedrez " por el GMI Iossif Dorfman</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Edición
2001 de SARL GAME MIND. 51 A L'espérou, 193 le Grand Mail 34080 Montpellier-France
Tel: (33) 467.45.17.58. </span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Libro 9.-</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;"> Chess Endgame
Lessons GM Pal Benko</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Ficha
técnica: Catálogo de la Librería del Congreso de EUA No.89-64215</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">"Lecciones
de Finales de Ajedrez " por el GMI Pal Benko</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Edición
en dos tomos por Pal Benko.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Libro 10.-</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;"> Zurich International
Chess Tournament 1953 GM David Bronstein</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Ficha
técnica: ISBN 0-486-23800-8. Edición de la Dover, 1979.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">"Torneo
Internacional de Ajedrez Zurich 1953" por el GMI David Bronstein</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Traducción
del ruso al inglés por Jim Marfia de la segunda edición de Fizkultura I sport
1960.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Editado
por Dover Publications, Inc. 180 Varick Street New York , NY 10014. USA.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Libro 11</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">.- Test your Tactica
Ability Yakov Neishtadt</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Ficha
técnica: ISBN 0-7134 4013-9. Edición de la Batsford</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">"Pruebe
su habilidad táctica" por Yakov Neishtadt</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Traducción
del ruso al inglés abreviada del libro "Praktikum" de la edición de
Fizkultura I sport </span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Libro 12</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">.- Catástrofe en la
Apertura, Yakov Neishtadt</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Ficha
técnica: N 60904-12 B3 10-12-1978. Edición de Fizkultura I sport 1979</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">"Po
sledam debiutnij Katastrof" por Yakov Neishtadt</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Traducción
del ruso al español muy liberalmente en el extracto por MI Raúl Ocampo, de la
edición de Fizkultura I sport de 1979</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Libro 13</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">.- The Road to Chess
Improvement GM Alex Yermolinsky</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Ficha
técnica: ISBN 1-901983-24-2. Edición de Gambit Publications.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;"><span style="mso-spacerun: yes;"> </span>"El camino a la superación
ajedrecística" por el GM Alex Yermolinsky. Editado por Gambit Publications
Ltd. 65 Masbro Road, Kensington, London W14 OLS, Inglaterra. </span><a href="http://www.gambitchess.co.uk"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">www.gambitchess.co.uk</span></a><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;"></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Libro 14</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">.- Pirc Alert! GM Lev
Alburt y GM Alex Chernin</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Ficha
técnica: ISBN 1-889323-07-1</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">"Pirc
Alerta!" por los Grandes Maestros Lev Alburt y Alexander Chernin</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Editado
por Chess Information and Research Center. P.O. Box 534, Gracie Station, New
York, NY 10028. </span><a href="http://www.gambitchess.co.uk"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">www.gambitchess.co.uk</span></a><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;"></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Libro 15</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">.- 50 partidas
selectas GM Bent Larsen</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Ficha
técnica: Editado por Fizkultura I Sport 1970, traducción al ruso por Murajbery
de la versión danesa original "50 Udvalgte Partier 1948-69" de
Samlerens Forlag KoBENHAVN. "50 partidas selectas" por el GM Bent
Larsen: Se editó en España, por Editorial Brugera una edición, con adiciones,
con el título "Yo juego para ganar" y por Bell en inglés como
"Selected Games". Existen ediciones en varios idiomas.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Libro 16</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">.- The Most
Instructive Games of Chess Ever Played (62 Masterpieces of Chess </span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Ficha
técnica: ISBN 0-486-27302-4.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">"Las
Partidas más instructivas jamás jugadas" por Irving Chernev </span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Edición
de Dover Publications, Inc. New York. 1992, 31 East 2nd Street , Mineola NY.
11501, USA. reedición de un Fireside Book publicado por Simon & Schuster,
New York 1965. 146 ilustraciones. Rústica.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Libro 17</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">.- Shajmatnaya Skola
(Escuela de Ajedrez) Averbach, Kotov y Yudovich</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Ficha
técnica: B3 89-50-1975 </span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">"Shajmatnaya
Skola" editado en ruso en 1976.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Edición
de Fizkultura I Sport de la URSS. 255 páginas. Curso de lecciones para
ajedrecistas de diversas categorías. Dividido en tres secciones: Aperturas por
Yudovich, Mediojuego por Kotov y Finales por Averbach. Encuadernado.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Libro 18</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">.- Chess Training
Pocket Book (300 Most Important Positions & Ideas) GM Lev Alburt</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Ficha
técnica: ISBN 1-889323-14-4.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Libro
de Bolsillo de entrenamiento de Ajedrez por el GM Lev Alburt Edición de Chess
Information and Research Center. P.O. Box 534 Gracie Station New York, NY 10028
USA. Rústica.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Libro 19</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">.- Ultimas Lecciones
José Raúl Capablanca, Campeón mundial 1921-27</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Edición
del Instituto Nacional de Deportes, Educación Física y Recreación de Cuba
(INDER) 1962. La Habana, Cuba. Rústica.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Libro 20</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">.- Die Kunst des
Endspiels Vassily Smyslov, Campeón mundial 1957-58</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Ficha
técnica: ISBN 3-86155-076-8</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">"El
arte del Final" por Vasily Smyslov. Edición de Verlag Bock & Kübler.
Dr.-Wilhelm-Külz - Str.60, 15517 Fürstenwalde, Tel. Und Fax 03361/57621, Alemania.
Encuadernado.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Libro<span style="mso-spacerun: yes;"> </span>21.-</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;"> Mitrofano's Deflection Victor Charusin, ICCF
maestro internacional</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Ficha
técnica: ISBN 1-886846-12-X</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">"La
Desviación Mitrofanov" por Victor Charusin Edición de Pickard & Son ,
Publishers. Rustica.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Libro 22</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">.- Tigran Petrosjan
(Die Karriere eines Schachgenies) GM Alexej Suetin</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Ficha
técnica: ISBN 3-86155-056-3</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">"Tigran
Petrosian (La Carrera de un genio del ajedrez)", por el GM Alexei Suetin</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Edición
de Verlag Bock & Kübler. Dr.-Wilhelm-Külz - Str.60, 15517 Fürstenwalde,
Tel. Und Fax 03361/57621, Alemania . Encuadernado.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Libro 23</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">.-GM-RAM (Essential
Grandmaster Chess Knowledge) IM Rashid Ziyatdinov</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Ficha
técnica: ISBN 0-938650-72-6</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">"GM-RAM
(Conocimiento Esencial de ajedrez del Gran Maestro)", por el MI Rashid
Ziyatdinov.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Edición
de Thinkers' Press, Inc. P-O- Box 8 Davenport, IA 52805-008 USA e-mail :
blong@chessco.com Rústica.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Libro 24</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">.- Legado de
Petrosian (Ajedrez en la Cumbre) Tigran Vartanovich Petrosian, Campeón Mundial
1963-1969</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Ficha
técnica: ISBN 84-87301-03-7</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">"Ajedrez
en la Cumbre" por el GM Tigrán Petrosian. Apareció en ruso como
"Legado de Petrosian" y como "Lecciones de Petrosian" en
Fizkultura I Sport. Colección Internacional de Ajedrez.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Edición
1989 de Ediciones Eseuve, S.A. Sebastián Elcano 30-28012 Madrid, España.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Libro 25.-</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;"> The King in Jeopardy
(The Best Techniques for Attack and Defense) GM Sam Palatnik & GM Lev
Alburt</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Ficha
técnica: ISBN 1-889323-03-9</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">"El
Rey en riesgo" (Las Mejores técnicas para Ataque y Defensa) por los GM Sam
Palatnik y Lev Alburt.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Edición
1996 de Chess Information and Research Center P.O.Box 534, Gracie Station, New
York, NY 10028. USA. </span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"> </p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Ejemplo de las Reseñas
de libros.</span></b></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;"> </span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">"Secretos de los
Maestros de Ajedrez Rusos",</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;"> (Volumen 2, Más allá de lo básico) por el GM
Lev Alburt y Larry Parr.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Edición
1997 de W.W. Norton & Company, Inc., 500 Fifth Avenue, New York , NY
10110-0017. USA. </span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;"> </span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Este
libro es un extra a los de la notable colección desarrollada por Lev Alburt, ya
que no pertenece a la serie, sino fue desarrollado aparte. Aunque está dedicado
a jugadores entre 1400 y 1900 de rating, puede ser de utilidad para jugadores
más fuertes. Especialmente puede ser de empleo para entrenadores.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Bellamente
editado, es un poco costoso, sobre 25 dólares. Utiliza tipos muy grandes y
también grandes diagramas, por lo que en sus 230 páginas se despliega un
contenido que pudo caber en unas 150. A pesar de estas desventajas, es
recomendable. </span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">La
presentación es muy buena y emplea formato muy moderno y que pretende, como
todos los libros de Alburt, utilizar recursos de la pedagogía más moderna para
resaltar material y facilitar el aprendizaje. Particularmente lo encontré muy
interesante para realizar conferencias y desarrollar cuadernos de trabajo.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Alburt
utiliza el "gancho" de que sus libros rescatan los mejores elementos
de la didáctica soviética del ajedrez y hay que admitir que hay gran parte de
ello. </span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Es
difícil encontrar algo en la literatura actual mejor que los libros de Alburt
para enseñar ajedrez. T</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">al
vez sólo los textos originales de la escuela soviética, pero estos tienen la
desventaja de encontrarse en ruso y en presentaciones muy austeras; por lo que
los libros de Alburt en inglés son mucho más accesibles para nuestro medio. </span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Hay
libros soviéticos excelentes, pero su calidad de papel y encuadernación no
están a la altura de su contenido y en esto desmerecen de las ediciones de los
libros actuales de Alburt, muy comerciales y atractivos y seguramente de mayor
posibilidad de resistir el paso del tiempo. Hay que tomar en cuenta que los
libros de Alburt rondan siempre entre los 20 y 30 dólares y los libros
soviéticos eran de entre 4 y 5 dólares. Una buena razón para intentar aprender
algo de ruso.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Para
los ajedrecistas de habla hispana la limitación que tienen si no aprenden
inglés está marcada por el hecho de que pierden la oportunidad de leer el 80%
de la literatura mas importante del Ajedrez. </span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Es
difícil acceder a los grandes planos del ajedrez sin un conocimiento de
idiomas. Lo ideal es saber algo de inglés, ruso y alemán y así tener acceso al
95% de la literatura. Incluso el francés no es tan necesario, ya que los
mejores títulos escritos en ese idioma tarde o temprano se traducen al inglés. </span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Hay
un libro, "Métodos de Ajedrez" de Dorfman que fue escrito
originalmente en francés, a pesar de mi interés por él, no lo adquirí
inmediatamente, confiado en que pronto, por su importancia, aparecería en
inglés, y así sucedió, actualmente ya se le puede comprar en inglés o alemán.
No se puede decir lo mismo del español, pues quizás pase mucho tiempo en que lo
veamos editado en castellano. La mercadotecnia manda. He constatado que libros
importantes en alemán, no se han traducido al inglés. Uno de ellos, que aún no
he podido conseguir, "El camino al éxito" en dos tomos editado por la
entonces República Democrática Alemana y escrito por Tahl y Koblenz hace más de
15 años, aun no se consigue más que en alemán. Por eso, a veces es necesario
batallar con más idiomas que el español y el inglés.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Los
libros de Alburt aprovechan la circunstancia de que una gran masa de
ajedrecistas no tiene acceso al ruso y logran un gran éxito acercando "Los
secretos" de la escuela soviética. Para los bibliómanos como yo, el
internacionalismo es necesario y en la práctica da una gran ventaja el
conocimiento de idiomas, una condición sumamente importante en el complejo
ajedrez competitivo. Además para la cultura en general, tener facilidad para
los idiomas pone al ser humano en otro plano. En suma, el libro reseñado,
realmente me agradó y no puedo sino incluirlo en nuestra colección, con un
extracto generoso.</span></p> <span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;"><img alt="" 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Name="table of authorities"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="macro"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Signature"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
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<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
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<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
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<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
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<w:LsdException Locked="false" Priority="21" QFormat="true"
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<w:LsdException Locked="false" Priority="31" QFormat="true"
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<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
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<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
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</p><p class="MsoNormal" style="text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span lang="ES-MX">Las Respuestas de un Gran Maestro.</span></b></p>
<p class="MsoNormal" style="text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span lang="ES-MX">Por MI Raúl Ocampo Vargas.</span></b></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX"> </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">Cuando se habla
de que ventajas da estudiar con un entrenador a estudiar puramente con libros,
una contestación general es: “Un libro no contesta preguntas”. </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">Bueno, esto es
parcialmente cierto, porque los libros también “hablan” si uno sabe
interpretarlos. </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">Pero no es mi
idea escribir aquí un ensayo sobre hermenéutica o referirme a la importancia de
saber interpretar los mensajes; aunque el tema del movimiento de los filósofos
alemanes sobre el tema me parece apasionante, sobre todo el libro “Verdad y
Método” , gran tratado sobre ello. </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">Permítanme
referirme aquí sólo a un libro de ajedrez <b style="mso-bidi-font-weight: normal;">“Chess
Questions Answered”</b> (“Preguntas de ajedrez respondidas”) escrito por el
Gran Maestro Internacional Larry Evans. </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">Este magnífico
libro fue publicado en 1971 en Inglaterra y luego reeditado en 1974, aunque
Evans lo escribiera en 1969. </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">Se puede decir
que no es fácil conseguirlo, por lo que me pareció importante elegirlo para
seguir la tradición de estas series de “bibliotecas digitales” cuyo objetivo es
acercar libros un poco raros a los estudiosos del ajedrez de habla hispana. </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">El Gran Maestro
Larry Evans (1932-2010),, además de que fue uno de los jugadores más
importantes durante varias décadas de los Estados Unidos, y uno de los pocos que
han ganado más de tres veces el título de Campeón nacional del Coloso del
Norte; además del mérito involuntario de ser nativo de ese país que se ha
nutrido de la emigración; si en ello debiera anotarse mérito alguno; Evans es
un escritor prolífico y generoso. </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">Su columna en
que respondía preguntas continuó publicándose más de 40 años en Chess Life cada
mes ininterrumpidamente y fue la base, al menos de los años entre 1965 a 1969,
del libro que hoy recomiendo y comentó ante ustedes, y del que, pasados al
español en pdf, compartí con mis alumnos y en los que se tratan selectos temas
del libro.</span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">Las columnas del
Gran Maestro Larry Evans eran de las mejores del ajedrez del siglo XX, y entre las
que tratan de contestar preguntas de los lectores se hallan entre las mejores
de las mejores. </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">También Evans
durante varias décadas publicó una columna sindicada para su publicación en
diarios de su país, y si bien son de buena calidad, las que publica en Chess
Life son mucho mejores. </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">Entre los
cientos de preguntas que contestaba, trataba prácticamente todos los temas
relacionados al ajedrez. </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">Se puede hacer
un tratado amplio si juntásemos todas las que tratan temas instructivos, tal
vez unas 100 columnas. </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">Pero desde los
años 70, del siglo XX, por supuesto, no hay editor que haga tal recopilación y
nos tenemos que conformar con el tomo que hoy nos ocupa, que es la reunión de
una selección de sólo unos 7 años de columnas. </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">En total son 28
capítulos que dan respuesta a ese mismo número de preguntas. Pero las contesta
muy ampliamente. </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">Hay un capítulo,
el 25, que trata sobre las partidas “suspendidas”. Como ahora ha desaparecido
la regla de “suspender” las partidas tras 5 horas de juego, los lectores muy
jóvenes no conocen de lo que era el arte de analizar partidas suspendidas y lo
importante que era su dominio. </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">El GM Larry
Evans destacó en su papel de “second” o “coach” de grandes jugadores y destacó
en esa tarea de ayudar a su compañero en ese tipo de análisis, donde uno
consumía “el aceite de las lámparas de media noche” como titula a tal capítulo,
el número 25, refiriéndose a las “chismosas”, como antaño se les llamaba en
Cuba a esas lámparas, arma básica de los estudiantes que viajaban a toda la
isla para alfabetizar a campesinos y a habitantes de pequeñas localidades
rurales.. </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">Un capítulo de
50 páginas, casi un libro en si, solo comparable al capítulo del libro “El Arte
del Medio Juego” , llamado “El arte del Análisis” escrito por el otro genial GM
Paul Keres, que trata sobre el mismo tema. </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">A veces lamento
que la presencia de las computadoras haya hecho necesario suprimir esa
“costumbre” de antaño de las partidas suspendidas. </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">Otro tema muy
bueno del libro es el 19 sobre “Los Dos Alfiles” o la pareja de alfiles. </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">Me parece el más
instructivo del libro, por lo que no dude en ponerlo completo en los archivos
para mis alumnos hace dos décadas,, lo mismo que otros cuatro.</span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">Larry Evans fue
second del mismísimo Fischer y uno de los más cercanos amigos que había tenido
el Gran Maestro fallecido como islandés, nacido estadounidense y ahora orgullo
del ajedrez mundial.. </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">Es normal que
muchas de las preguntas que los lectores le dirigen a Evans versan sobre el
genio de Nueva Orleans, hoy residente en Reykjavik. </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">En el libro
también comentó algunas partidas de Fischer. </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">Hay un capítulo
llamado “El Secreto de Fischer” donde se analiza ampliamente una partida. En
ese interesante capítulo con el atrayente nombre de <span style="mso-spacerun: yes;"> </span>“El Secreto de Fischer”. Larry Evans dice: “Después
de esta partida Fischer me confió su secreto: A diferencia de otros maestros,
él busca ganar con las negras desde el inicio. La revelación de que el negro
tiene oportunidades dinámicas y no necesita conformarse con mera igualdad, fue
el momento de cambio (“the turning point”) en su carrera, él dijo. </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">En efecto, esta
actitud agresiva ha sido responsable de gran parte de su éxito”. La partida de
la que habla Evans es la que él jugó con blancas en el Campeonato de los
Estados Unidos en 1963 y que fue tablas en una excitante Defensa Grunfeld. Un
buen ejemplo sobre otro tema que quiero tratar en otro artículo más adelante. </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">Me pareció
adecuado tratar sobre un libro de Evans en esta sección, ya que además de que
en uno de mis primeros artículos de “libros” digitalizados incluí uno de Evans
(“New Ideas in Chess”), y de que todos los de este autor son magníficos; el
Maestro Báez era un gran admirador del maestro norteamericano y alguna vez lo
trató, además de que él fue el que me recomendó este libro hace más de 50 años.
</span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">El volumen
mencionado aquí, está repleto de enseñanzas y algunos de sus ejemplos me han sido
muy útiles en mis cursos en la UNAM y en centros de máximo desempeño, donde
tuve la oportunidad de colaborar con jóvenes jugadores, ilustrando temas
importantes en la formación de mis pupilos.</span></p>
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 5"/>
<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Closing"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Signature"/>
<w:LsdException Locked="false" Priority="0" SemiHidden="true"
UnhideWhenUsed="true" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" Priority="0" SemiHidden="true"
UnhideWhenUsed="true" Name="Body Text"/>
<w:LsdException Locked="false" Priority="0" SemiHidden="true"
UnhideWhenUsed="true" Name="Body Text Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Message Header"/>
<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Salutation"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Date"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Theme"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 2"/>
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</p><p class="MsoNormal" style="text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span lang="ES-MX">Imposiciones de Entrenadores o los libros del MI
Jeremy Silman, Reassess your Chess y The Reassess your Chess Workbook.</span></b></p>
<p class="MsoNormal" style="text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span lang="ES-MX"> </span></b></p>
<p class="MsoNormal" style="text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span lang="ES-MX">Por MI Raúl Ocampo Vargas.</span></b></p>
<p class="MsoNormal" style="text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span lang="ES-MX"> </span></b></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">A pesar de que
cada día el material que aparece en la super red de la Internet mejora; los
libros mantienen su atractivo, por lo que se hace inevitable comentar sobre
libros y hacer breves extractos que estimulen a conocerlos. Así a pesar de
planes iniciales, no puedo abstenerme de escribir sobre libros que recomiendo
para integrar una buena biblioteca. </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">Desde 1999 he
realizado varias series sobre libros y ya tengo una pequeña biblioteca de
libros digitalizados. </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">Pero me cuesta
trabajo ceder a la tentación de ser una “medida compensatoria”.</span></p>
<p class="MsoBodyText"><span lang="ES-MX">Después del deslumbre de la Olimpíada de
Ajedrez en Ciudad de La Habana en 1966; estaba más que motivado para decidirme
jugar un torneo de ajedrez y el 14 de diciembre de 1966 en un Torneo denominado
“de Navidad”, organizado por el Maestro Báez, participe en mi primer torneo
formal válido para la Federación Mexicana de Ajedrez. </span></p>
<p class="MsoBodyText"><span lang="ES-MX">Si bien ya había participado en algunos
torneos estudiantiles, estos distaban de ser formales. </span></p>
<p class="MsoBodyText"><span lang="ES-MX">Báez adecuadamente canalizo mis ansias de
jugar y, con el gran aprecio que tenía por mi abuelo, el General y Doctor Francisco
Raúl Vargas Basurto que a su vez fuera organizador de uno de los primeros
torneos en que Báez jugara, me dio todas las facilidades para que pudiera
participar en un torneo de adultos a pesar de ser yo aún un niño. </span></p>
<p class="MsoBodyText"><span lang="ES-MX">Además Báez, sabedor de que mi información
bibliográfica se basaba solo en libros de la década de los años 1930s, me
regaló una buena colección de revistas cubanas “Jaque Mate” recientes. </span></p>
<p class="MsoBodyText"><span lang="ES-MX">No solo así alimentaba mi nostálgico amor
por la estampa de las calles y parques de la amada Ciudad de La Habana que
ilustraban frecuentemente las páginas de aquella revista de ajedrez, sino que
además me hizo tener contacto con la teoría en boga en esos días. De ahí a
pasar ser amigo de conversaciones con aquel maestro bohemio del que me
separaban 42 años de diferencia, fue inmediato tránsito. </span></p>
<p class="MsoBodyText"><span lang="ES-MX">De acuerdo a cronistas de la época en que
Baez jugó su mejor ajedrez, los primeros años de la década de 1950 (fue campeón
del D.F. en 1953), Don Alejandro no se destacó por ser un<span style="mso-spacerun: yes;"> </span>teórico y se le achacaban grandes lagunas
técnicas; pero poseía un gran talento y una memoria prodigiosa, elogiada
incluso por uno de sus más cercanos amigos, el GM Miguel Najdorf, que en 1974
me relatara algunas de las andanzas que juntos hicieran en los años del match
del “Grande Miguel” con Samuel Reshevsky en Ciudad de México y en San Salvador.
</span></p>
<p class="MsoBodyText"><span lang="ES-MX">Báez conocía muy bien Ciudad de La Habana
y sus pláticas muchas veces transportaban a aquellos parajes entre jaques y
enroques con que pasamos muchas horas. </span></p>
<p class="MsoBodyText"><span lang="ES-MX">A pesar de que Báez no era muy afecto a los
libros, los pocos que estudio los conocía de memoria y recomendaba capítulos
que debiera yo estudiar. No siempre seguí su recomendación, es cierto, pero de
alguna forma fue siempre la buena referencia útil para la elección definitiva. </span></p>
<p class="MsoBodyText"><span lang="ES-MX">¿Hasta que grado puede influir en el
desarrollo de un joven ajedrecista la opinión de un amigo experimentado? </span></p>
<p class="MsoBodyText"><span lang="ES-MX">No se puede decir que me dio clase
alguna. De hecho el único guía en ese sentido que tuve en esos años fue el
Maestro Alejandro Meylán, que camino del exilio proveniente de Ciudad de La
Habana pasase una amplia temporada en la Ciudad de México. </span></p>
<p class="MsoBodyText"><span lang="ES-MX">El Maestro Meylán era lo contrario de
Báez, un técnico meticuloso y estudioso obsesivo de los libros, aunque le
faltase aquella “chispa” de Báez. </span></p>
<p class="MsoBodyText"><span lang="ES-MX">De ambos Alejandros recibía yo una
influencia contrastante que acabo dejándome un respeto por la técnica y una
tendencia por el juego agresivo táctico. </span></p>
<p class="MsoBodyText"><span lang="ES-MX">A veces jugaba yo en el “algoritmo”
técnico y a veces me dejaba llevar por el “algoritmo” táctico. </span></p>
<p class="MsoBodyText"><span lang="ES-MX">Uno, Meylán, prefería estudiar partidas
del GM Oscar Panno y del excampeón mundial Smyslov, con una obsesión por el
manejo de los finales igualados y complejos; el otro, Báez, gustaba ver
partidas de Alekhine de sus años mozos, de Anderssen y el Greco. </span></p>
<p class="MsoBodyText"><span lang="ES-MX">Uno me hizo estudiar finales con peón de
menos y como entablarlos, el otro quería que yo estudiase partidas de Morphy
llenos de sacrificios. </span></p>
<p class="MsoBodyText"><span lang="ES-MX">Al final hacía yo un poco de todo. Era
común que me embarcase en sacrificios de peón en la apertura y cuando no
obtenía una rápida victoria en la apertura, me volvía un técnico que hizo
muchas tablas con material de menos. </span></p>
<p class="MsoNormal" style="text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span lang="ES-MX"> </span></b></p>
<p class="MsoNormal" style="text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span lang="ES-MX">Sakaev y los entrenadores.</span></b></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">Sostengo que el
papel de un entrenador es vital, pero también que es necesario que un
entrenador sepa no imponer sus gustos personales a su pupilo.</span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">Interesante es
la opinión que un gran maestro, joven prodigio ruso, externa sobre los
entrenadores.</span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">El GM Sakaev
menciona en reciente entrevista que él sólo tuvo contacto con dos entrenadores
profesionales: </span><span lang="EN-US" style="mso-ansi-language: EN-US;">Shishmariov
y Lukin; y </span><span lang="ES-MX">sobre eso habla en ella. (las palabras de
Sakaev están en el diálogo como KS y las del entrevistador como MS).</span></p>
<p class="MsoNormal" style="text-align: justify;"><i style="mso-bidi-font-style: normal;"><span lang="ES-MX">“<b style="mso-bidi-font-weight: normal;">MS:</b> ¿Cómo
ellos lo ayudaban?<span style="mso-spacerun: yes;"> </span></span></i></p>
<p class="MsoNormal" style="text-align: justify;"><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-MX">KS:</span></i></b><i style="mso-bidi-font-style: normal;"><span lang="ES-MX"> La más valiosa ayuda era
el apoyo moral. Claro, nosotros teníamos algunas lecciones de apertura y del
ajedrez en general. </span></i></p>
<p class="MsoNormal" style="text-align: justify;"><i style="mso-bidi-font-style: normal;"><span lang="ES-MX">Pero la ayuda psicológica era el más importante -
cuando usted es un adolescente, es importante tener alguien que se preocupa de
usted durante el torneo. </span></i></p>
<p class="MsoNormal" style="text-align: justify;"><i style="mso-bidi-font-style: normal;"><span lang="ES-MX">Uno no necesita mucha ayuda de ajedrez si usted ama el
ajedrez y tiene una capacidad de trabajo; de otra forma ni siquiera los
maestros más inteligentes pueden ayudar.<span style="mso-spacerun: yes;">
</span></span></i></p>
<p class="MsoNormal" style="text-align: justify;"><i style="mso-bidi-font-style: normal;"><span lang="ES-MX">Yo agradezco a mis entrenadores por no estropearme,
sobre todo Shishmariov. Quizá esto limitó su contribución a mi ajedrez, pero
todo lo que él me dio fue muy útil. Esto es muy importante. </span></i></p>
<p class="MsoNormal" style="text-align: justify;"><i style="mso-bidi-font-style: normal;"><span lang="ES-MX">Lo mismo podría decirse sobre Lukin. Desgraciadamente,
los entrenadores obligan a menudo a sus estudiantes a que estudien aperturas
particulares, resuelvan posiciones de su opción, y lean libros de su opción. </span></i></p>
<p class="MsoNormal" style="text-align: justify;"><i style="mso-bidi-font-style: normal;"><span lang="ES-MX">Yo pienso que la mayoría de los estudiantes apreciaría
tener más libertad. Si no me gustaba un libro, yo inmediatamente lo hacía a un
lado.<span style="mso-spacerun: yes;"> </span></span></i></p>
<p class="MsoNormal" style="text-align: justify;"><i style="mso-bidi-font-style: normal;"><span lang="ES-MX">Cuando yo estudié en el Palacio del Pionero, Alejandro
Shashin que también enseñó allí, (se refiere al Club de San Petersburgo,
Rusia), estaba muy orgulloso de que uno de sus alumnos había memorizado 600
posiciones del Final. ¡Sin embargo, cuando mi entrenador puso una de esas
posiciones en una forma de espejo, con colores cambiados, el niño no logró
resolverla! </span></i></p>
<p class="MsoNormal" style="text-align: justify;"><i style="mso-bidi-font-style: normal;"><span lang="ES-MX">Así que yo no pienso que la tal memorización es el
método universal. Funciona muy bien para algunos jugadores, pero no para
otros.<span style="mso-spacerun: yes;"> </span></span></i></p>
<p class="MsoNormal" style="text-align: justify;"><i style="mso-bidi-font-style: normal;"><span lang="ES-MX">Lo mismo podría decirse sobre Dvoretsky que está
enseñando los métodos. Él es un entrenador muy especial, pero sus resultados
dependen totalmente de la actitud de sus estudiantes. </span></i></p>
<p class="MsoNormal" style="text-align: justify;"><i style="mso-bidi-font-style: normal;"><span lang="ES-MX">Para Yusupov, él era probablemente el mejor entrenador
en el mundo; pero para Dreev, él era absolutamente insufrible. </span></i></p>
<p class="MsoNormal" style="text-align: justify;"><i style="mso-bidi-font-style: normal;"><span lang="ES-MX">A Dreev le gusta su libertad y puede ser más perezoso;
mientras Yusupov se prepara a ser más controlado más, él no se molestaba por
que Dvoretsky escoja las posiciones para resolver o el área para mejorar. </span></i></p>
<p class="MsoNormal" style="text-align: justify;"><i style="mso-bidi-font-style: normal;"><span lang="ES-MX">Hay algunos entrenadores muy buenos, pero es muy
difícil de encontrar el correcto para uno.<span style="mso-spacerun: yes;">
</span></span></i></p>
<p class="MsoNormal" style="text-align: justify;"><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-MX">MS:</span></i></b><i style="mso-bidi-font-style: normal;"><span lang="ES-MX"> ¿Por consiguiente quizá es
bueno no tomar el riesgo y estudiar solo?<span style="mso-spacerun: yes;">
</span></span></i></p>
<p class="MsoNormal" style="text-align: justify;"><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-MX">KS:</span></i></b><i style="mso-bidi-font-style: normal;"><span lang="ES-MX"> En cualquier caso, incluso
el mejor entrenador no sustituirá a su propio cerebro. Usted tiene que tomar
cualquier información críticamente; ¡Así venga de su entrenador o incluso de
las anotaciones de Kasparov a sus partidas! Usted siempre debe tener su propia
opinión y debe prepararse para defenderla. Sólo entonces tendrá éxito.”</span></i><span lang="ES-MX"></span></p>
<p class="MsoNormal" style="text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span lang="ES-MX"> </span></b></p>
<p class="MsoNormal" style="text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span lang="ES-MX">De Sakaev a Iberoamérica.</span></b></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">Había que
agregar que el entorno juega un papel muy importante. En un ambiente con tanta
riqueza ajedrecistica en que se tiene la oportunidad de “ver en vivo” a los
mejores ajedrecistas del mundo, el entorno es ¡Como vivir en medio de libros de
ajedrez vivos! </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">Cada partida que
uno observa en un torneo son de jugadores de nivel de grandes maestros. Son
clases “vivas” constantes. </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">Los jugadores
iberoamericanos crecen viendo partidas de torneos de maestros malones y por eso
requieren de los libros para conocer el juego de los grandes maestros, en San
Petersburgo basta observar cualquier torneo para ver ejemplos de la práctica
magistral de la mejor categoría. </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">Aún así es
interesante la opinión de Sakaev. </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">¿Qué tiene que
ver todo esto con los libros, tema principal de este artículo? Muchísimo, pues
estamos hablando de dos libros en que el autor preconiza un sistema de razonar
en ajedrez, con ciertas reglas demasiado inflexibles para muchos pensadores
“libres”. </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">¿Es aceptable
tal enfoque de enseñanza? ¿Tan dogmático?</span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">La contribución
de Silman es notable y de gran ayuda para aquellos que no pueden darse el lujo,
por no crecer en un entorno favorable para el desarrollo técnico, como el de la
Ciudad de San Petersburgo.</span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">Si bien es
cierto que puede fomentar cierta forma de pensar que pudiese más adelante
perjudicar el desarrollo de un jugador destinado a ser de la élite mundial,
brinda un apoyo inestimable al ajedrecista común. </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">Si uno aspira
algún día a alcanzar los 2700 de Elo, puede dañar su buen desarrollo, pero para
aquellos que serían felices de jugar en un nivel de 2200 de Elo, seguramente
los libros de Silman les muestra un camino que es efectivo realmente. </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">En pocas
palabras, pueden perjudicar los libros de Silman a uno de cada diez mil
jugadores, pero para 9,999 seguramente son un tesoro. </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">Para Sakaev el
que tratará alguien de “influir” en sobre medida pudiera ser peligroso, pero
para el ajedrecista común brindan una luz fenomenal. </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">Lo mismo podría
decir del MI Alexander Shasin y sus estudios, pero ese es ya otra historia que
tendré que tocar más tarde, algún día.</span></p>
<p class="MsoNormal" style="text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span lang="ES-MX"> </span></b></p>
<p class="MsoNormal" style="text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span lang="ES-MX">Los libros de Silman.</span></b></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">En el archivo
adjunto, el lector podrá apreciar la manera precisa en que Silman brinda un
sistema de razonamiento que para la gran mayoría podría ser un parteaguas en su
desarrollo como jugador de ajedrez. Podría yo decir que es un método
prohibitivo para ajedrecistas de super clase. Pero esos son tan pocos…</span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">En uno de los
capítulos iniciales de “The Reassess your Chess Workbook” da Silman una breve
exposición, en unas veinte páginas, de lo que explica en su primer libro “The
Reassess your Chess” ampliamente durante un par de centenas de páginas. </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">Después Silman
propone una serie de ejercicios y problemas a los que da amplias respuestas. Un
par de libros ampliamente aleccionadores para el ajedrecista común. Muchos
críticos lo atacan por ser muy dogmático, pero esa es una apreciación demasiado
rigurosa. </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">Es como decir
que Newton estaba en el error, pero eso lo entenderían los que son capaces de
ver los puntos finos de un Einstein. Es cuestión de niveles de aprendizaje y de
aspiraciones y posibilidades de entender las “verdades” reales universales. </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">A Newton se le
refuta con teorías como la del Caos, ¿pero a cuantos les es dado adentrarse en
las finezas? </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">Gran parte de la
tecnología se desarrolló gracias a los “elementales” Aristóteles y Newton, con
todas las fallas que puedan señalar los doctos que tienen los alcances de
refutar sus puntos de vista.</span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">Me imagino que
para una centena de grandes maestros los métodos de razonamiento de Silman les
parecerán “elementales”, pero ¿al resto de los mortales?</span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">Todo depende del
lector y como se ubique. Silman ha demostrado ser un interesante pensador y un
excelente transmisor de conocimientos. </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">Sus libros, al
menos los dos citados, me parecen de una contribución más valiosa de la que los
críticos quisieran concederle. No es un Gran Maestro (incluso la única vez que
yo jugué con él lo derroté un poco bruscamente, en el lejano año de 1975), pero
aporta más de lo que muchos GMs han aportado en la gran mar de la bibliografía
del ajedrez.</span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">Sakaev, por su
talento y el rico entorno en que se desarrolló puede decir que agradece que los
entrenadores no le perjudicasen, pero a nuestros jóvenes jugadores iberoamericanos
el tener al más malo de los entrenadores del Club de San Petersburgo les
beneficiaría y sería realmente como un sueño para ellos. </span></p>
<p class="MsoNormal" style="text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span lang="ES-MX">Sistemas para elegir la jugada.</span></b></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">El problema de
la elección de la jugada en la partida viva y los sistemas para realizar tal
elección es el tema más importante del ajedrez, y tal vez no nada más del
ajedrez. La toma de decisiones y los métodos para llegar a ella es fundamental.</span></p>
<p class="MsoNormal"><span lang="ES-MX">Silman en estos libros habla sobre las
propuestas de varios autores, para luego presentar la suya, con una adaptación
del de Purdy, el que fuese primer campeón mundial por correspondencia: Purdy
modificado por Silman.</span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">Veamos:</span></p>
<p class="MsoNormal"><span lang="ES-MX">Nunn en “Secrets of Practical Chess”.</span></p>
<p class="MsoNormal"><span lang="ES-MX">En algunas posiciones, por ejemplo,
aquellas con un centro bloqueado, puede parecer apropiado construir un plan a
largo plazo que pueda requerir diez o veinte jugadas para ejecutarlos. Más
frecuentemente su plan será de mucho más corto alcance, durando tal vez cinco
jugadas. Esto se aplica particularmente en posiciones relativamente abiertas.</span></p>
<p class="MsoNormal"><span lang="ES-MX"> </span></p>
<p class="MsoNormal"><span lang="ES-MX">Nunn ofrece al estudiante los siguientes
tres pasos:</span></p>
<p class="MsoNormal" style="margin-left: 18.0pt; mso-list: l2 level1 lfo1; tab-stops: list 18.0pt; text-indent: -18.0pt;"><span lang="ES-MX" style="mso-bidi-font-family: Arial; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><b style="mso-bidi-font-weight: normal;"><span lang="ES-MX">Asegurese que su plan sea
benéfico.</span></b><span lang="ES-MX"> No hay caso en ponerse una meta que no
mejore su posición. Planes mal guiados típicos son: atacar en el flanco
incorrecto del tablero, buscar cambiar la pieza equivocada; comprometerse uno
mismo con avances debilitadores de peones.</span></p>
<p class="MsoNormal" style="margin-left: 18.0pt; mso-list: l2 level1 lfo1; tab-stops: list 18.0pt; text-indent: -18.0pt;"><span lang="ES-MX" style="mso-bidi-font-family: Arial; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><b style="mso-bidi-font-weight: normal;"><span lang="ES-MX">Asegures que su plan es
realista</span></b><span lang="ES-MX">. No tiene caso embarcarse en un plan de
cinco jugadas si su oponente puede aguardar las primeras cuatro jugadas, y
luego parar el plan de uno haciendo una sola jugada.</span></p>
<p class="MsoNormal" style="margin-left: 18.0pt; mso-list: l2 level1 lfo1; tab-stops: list 18.0pt; text-indent: -18.0pt;"><span lang="ES-MX" style="mso-bidi-font-family: Arial; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><b style="mso-bidi-font-weight: normal;"><span lang="ES-MX">Asegurese que su plan no
tenga errores tácticos</span></b><span lang="ES-MX"> Incluso cuando lo que
pretenda valga la pena, no servirá si su oponente lo puede matar mientras usted
está ejecutando su plan.</span></p>
<p class="MsoNormal"><span lang="ES-MX"> </span></p>
<p class="MsoNormal"><span lang="ES-MX">Nunn después añade que uno debe estar listo
a cambiar el plan propio o, por lo menos hacerle ajustes:</span></p>
<p class="MsoNormal"><span lang="ES-MX">“si su oponente ha bloqueado el Plan A,
pero a costa de crear una debilidad en otro lugar del tablero, sería tonto
apegarse a la intención original, ignorando la nueva situación.</span></p>
<p class="MsoNormal"><span lang="ES-MX">La mayoría de las partidas son, mas o
menos, así: <b style="mso-bidi-font-weight: normal;">los jugadores formulan una
serie de mini planes </b>y tratan de balancear entre seguir sus propio planes y
el interferir con los del oponente.”</span></p>
<p class="MsoNormal"><span lang="ES-MX"> </span></p>
<p class="MsoNormal"><span lang="ES-MX">Jonathan Tisdall en el libro “Improve Your
Chess Now”:</span></p>
<p class="MsoNormal"><span lang="ES-MX"> </span></p>
<p class="MsoNormal" style="margin-left: 18.0pt; mso-list: l0 level1 lfo2; tab-stops: list 18.0pt; text-indent: -18.0pt;"><span lang="ES-MX" style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><b style="mso-bidi-font-weight: normal;"><span lang="ES-MX">Hable con si mismo</span></b><span lang="ES-MX">, (no en voz alta por supuesto, ya que es contra las reglas y los
jugadores de ajedrez ya tienen una mala reputación).</span></p>
<p class="MsoNormal" style="margin-left: 18.0pt; mso-list: l0 level1 lfo2; tab-stops: list 18.0pt; text-indent: -18.0pt;"><span lang="ES-MX" style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><b style="mso-bidi-font-weight: normal;"><span lang="ES-MX">Trate de determinar su
próxima jugada examinando una variante principal</span></b><span lang="ES-MX">.
(Esta variante puede ser la que parezca más fuerte, o la que nos llame más la
atención, o la que sentimos se ajusta a las demandas de la posición.)</span></p>
<p class="MsoNormal" style="margin-left: 18.0pt; mso-list: l0 level1 lfo2; tab-stops: list 18.0pt; text-indent: -18.0pt;"><span lang="ES-MX" style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><b style="mso-bidi-font-weight: normal;"><span lang="ES-MX">Procese las variantes
concretas calculadas</span></b><span lang="ES-MX"> (Dentro de los temas y
factores posicionales y usarlos para determinar que jugadas son las que
posiblemente sean relevantes. Utilice la información acumulada en su cálculo, y
trate de pasarla en forma verbal que la haga útil para posteriores búsquedas.
Describa sus hallazgos.).</span></p>
<p class="MsoNormal" style="margin-left: 18.0pt; mso-list: l0 level1 lfo2; tab-stops: list 18.0pt; text-indent: -18.0pt;"><span lang="ES-MX" style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><b style="mso-bidi-font-weight: normal;"><span lang="ES-MX">Si su variante primaria es
insatisfactoria</span></b><span lang="ES-MX"> (calmese, retroceda, y haga una
lista abarcadora de las posibles jugadas candidato con ojos frescos.)</span></p>
<p class="MsoNormal" style="margin-left: 18.0pt; mso-list: l0 level1 lfo2; tab-stops: list 18.0pt; text-indent: -18.0pt;"><span lang="ES-MX" style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><b style="mso-bidi-font-weight: normal;"><span lang="ES-MX">Los momentos para hacer
una lista concienzuda de jugadas candidato son muy lógicos </span></b><span lang="ES-MX">(cuando uno hace una pausa naturalmente debido a una obvia riqueza
de alternativas, o cuando los cálculos preliminares de uno no han logrado los
resultados deseados. En posiciones agudas, tácticas, es extremadamente
importante hacer una lista abarcadora en todos esos momentos.)</span></p>
<p class="MsoNormal" style="margin-left: 18.0pt; mso-list: l0 level1 lfo2; tab-stops: list 18.0pt; text-indent: -18.0pt;"><span lang="ES-MX" style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><b style="mso-bidi-font-weight: normal;"><span lang="ES-MX">Tenga fe en sus cálculos.</span></b><span lang="ES-MX"> (Uno puede estar equivocado, pero uno solo se tiene a si mismo para
confiar. Si uno a menudo está equivocado, esto sólo significa que uno necesita
mejorar esta habilidad, pero cuando la use, uno debe confiar en ella.</span></p>
<p class="MsoNormal" style="margin-left: 18.0pt; mso-list: l0 level1 lfo2; tab-stops: list 18.0pt; text-indent: -18.0pt;"><span lang="ES-MX" style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><b style="mso-bidi-font-weight: normal;"><span lang="ES-MX">En partidas
predominantemente estratégicas </span></b><span lang="ES-MX">(el proceso de
búsqueda es similar, pero el cálculo de variantes concretas será menos
importante que la discusión interna de los elementos posicionales.</span></p>
<p class="MsoNormal"><span lang="ES-MX"> </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">Y ahora Purdy,
con modificaciones de Silman.</span></p>
<p class="MsoNormal"><span lang="ES-MX"> </span></p>
<p class="MsoNormal"><u><span lang="ES-MX">A. En mi turno a jugar.</span></u></p>
<p class="MsoNormal"><span lang="ES-MX">1. ¿Cuales son todas las jugadas que yo
tengo que considerar?</span></p>
<p class="MsoBodyTextIndent"><span lang="ES-MX">Purdy señala que esta pregunta
puede ser incontestable en esta etapa, pero que se volverá clara tras la
pregunta cinco. ¿Así que porqué preguntarse tan rápido? Debido a que, en
algunos casos, puede haber solo una o dos posibilidades obvias, y uno puede
ahorrar tiempo ignorando el resto del sistema.</span></p>
<p class="MsoNormal"><span lang="ES-MX">2. ¿Cómo ha cambiado la última jugada la
posición? ¿Cuáles son sus amenazas? ¿Cuáles son sus objetivos?</span></p>
<p class="MsoNormal" style="margin-left: 36.0pt;"><b style="mso-bidi-font-weight: normal;"><span lang="ES-MX">Siempre mantenga la posición “al día” demandandose el
saber como, y en que grado o extensión, la jugada del oponente ha cambiado las
cosas.</span></b></p>
<p class="MsoNormal" style="margin-left: 36.0pt;"><span lang="ES-MX">¡Es vital estar
atento a cualquier amenaza!</span></p>
<p class="MsoNormal" style="margin-left: 36.0pt;"><span lang="ES-MX">Cuando uno ve
una amenaza, la primera reacción debe ser no buscar una defensa, sino mejor
buscar una manera de ignorarla.</span></p>
<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span lang="ES-MX">3.
Complete su investigación si no ya lo haya hecho.</span></b></p>
<p class="MsoNormal" style="margin-left: 18.0pt; mso-list: l5 level1 lfo3; tab-stops: list 18.0pt; text-indent: -18.0pt;"><span lang="ES-MX" style="mso-bidi-font-family: Arial; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">a)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="ES-MX">Material, <b style="mso-bidi-font-weight: normal;">Note cosas tales
como pareja de alfiles, alfiles de diferente color, mayoría de peones, etc</b>.;</span></p>
<p class="MsoNormal" style="margin-left: 18.0pt; mso-list: l5 level1 lfo3; tab-stops: list 18.0pt; text-indent: -18.0pt;"><span lang="ES-MX" style="mso-bidi-font-family: Arial; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">b)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="ES-MX">Posiciones del rey. <b style="mso-bidi-font-weight: normal;">¿Está uno
de los reyes expuesto? Siempre note si hay una falta de casillas de escape;</b>
</span></p>
<p class="MsoNormal" style="margin-left: 18.0pt; mso-list: l5 level1 lfo3; tab-stops: list 18.0pt; text-indent: -18.0pt;"><b style="mso-bidi-font-weight: normal;"><span lang="ES-MX" style="mso-bidi-font-family: Arial; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">c)<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><span lang="ES-MX">Debilidades y fortalezas. <b style="mso-bidi-font-weight: normal;">Peones débiles, casillas débiles, piezas
confinadas, falta de espacio;</b></span></p>
<p class="MsoNormal" style="margin-left: 18.0pt; mso-list: l5 level1 lfo3; tab-stops: list 18.0pt; text-indent: -18.0pt;"><span lang="ES-MX" style="mso-bidi-font-family: Arial; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">d)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="ES-MX">Desarrollo. <b style="mso-bidi-font-weight: normal;">Purdy considera
el valor de un tiempo equivalente a un cuarto o una tercia de un peón central,
y la mitad de un peón de flanco;</b> </span></p>
<p class="MsoNormal" style="margin-left: 18.0pt; mso-list: l5 level1 lfo3; tab-stops: list 18.0pt; text-indent: -18.0pt;"><span lang="ES-MX" style="mso-bidi-font-family: Arial; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">e)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="ES-MX">¿Donde puede cada bando hacer un rompimiento o irrupción? Tras 1.e4
e6 2.d4 d5 3.e5, el punto de rompimiento del blanco es f5, mientras los del negro
son en c5 y f6.</span></p>
<p class="MsoNormal"><span lang="ES-MX">4.¿Tengo yo una buena combinación? Para
ayudar en esto, busque posibles motivos combinacionales.</span></p>
<p class="MsoNormal" style="margin-left: 36.0pt; mso-list: l4 level1 lfo4; tab-stops: list 36.0pt; text-indent: -18.0pt;"><span lang="ES-MX" style="mso-bidi-font-family: Arial; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">a)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="ES-MX">Geométricos.</span></p>
<p class="MsoNormal" style="margin-left: 36.0pt; mso-list: l4 level1 lfo4; tab-stops: list 36.0pt; text-indent: -18.0pt;"><span lang="ES-MX" style="mso-bidi-font-family: Arial; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">b)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="ES-MX">Redes.</span></p>
<p class="MsoNormal" style="margin-left: 36.0pt; mso-list: l4 level1 lfo4; tab-stops: list 36.0pt; text-indent: -18.0pt;"><span lang="ES-MX" style="mso-bidi-font-family: Arial; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">c)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="ES-MX">Jugadas saltando.</span></p>
<p class="MsoNormal" style="margin-left: 36.0pt; mso-list: l4 level1 lfo4; tab-stops: list 36.0pt; text-indent: -18.0pt;"><span lang="ES-MX" style="mso-bidi-font-family: Arial; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">d)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="ES-MX">Zugzwang (se aplica sólo a un Final).</span></p>
<p class="MsoNormal" style="margin-left: 36.0pt; mso-list: l4 level1 lfo4; tab-stops: list 36.0pt; text-indent: -18.0pt;"><span lang="ES-MX" style="mso-bidi-font-family: Arial; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">e)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="ES-MX">Ahogados ( se aplica sólo a un Final).</span></p>
<p class="MsoNormal"><span lang="ES-MX">5. Si no está satisfecho que la respuesta a
4 es si, ¿cuál es mi mejor plan? (para esto, use el reconocimiento).</span></p>
<p class="MsoNormal" style="margin-left: 36.0pt;"><span lang="ES-MX">¿Cómo yo puedo
mejor explotar su debilidad, establecer mis fortalezas, eliminar mis
debilidades y reducir sus fortalezas?. <b style="mso-bidi-font-weight: normal;">Ahora,
cuando yo considero la primera pregunta, ¿Cuáles son todas las jugadas que yo
tengo que considerar? de nuevo, la respuesta puede estar muy lejos de ser fácil
de descubrir.</b></span></p>
<p class="MsoNormal"><span lang="ES-MX"> </span></p>
<p class="MsoNormal"><u><span lang="ES-MX">B. Estoy considerando cierta jugada.</span></u></p>
<p class="MsoNormal" style="margin-left: 36.0pt; mso-list: l3 level1 lfo5; tab-stops: list 36.0pt; text-indent: -18.0pt;"><span lang="ES-MX" style="mso-bidi-font-family: Arial; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="ES-MX">Visualice esta jugada como ya hecha, firmemente.</span></p>
<p class="MsoNormal" style="margin-left: 36.0pt; mso-list: l3 level1 lfo5; tab-stops: list 36.0pt; text-indent: -18.0pt;"><span lang="ES-MX" style="mso-bidi-font-family: Arial; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="ES-MX">¿Me hace vulnerable a cualquier combinación?</span></p>
<p class="MsoNormal"><u><span lang="ES-MX">C. Es su turno de jugar.</span></u></p>
<p class="MsoNormal" style="margin-left: 36.0pt; mso-list: l6 level1 lfo6; tab-stops: list 36.0pt; text-indent: -18.0pt;"><span lang="ES-MX" style="mso-bidi-font-family: Arial; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="ES-MX">Hacer un reconocimiento, como descrito en A, para ser completado
cuando él haya hecho su jugada.</span></p>
<p class="MsoNormal" style="margin-left: 36.0pt; mso-list: l6 level1 lfo6; tab-stops: list 36.0pt; text-indent: -18.0pt;"><span lang="ES-MX" style="mso-bidi-font-family: Arial; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="ES-MX">Visualice la posición tras esta o aquella jugada posible, y proceda
como en A.</span></p>
<p class="MsoNormal"><span lang="ES-MX"> </span></p>
<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span lang="ES-MX">Ahora
el método de Silman y los desbalances:</span></b></p>
<p class="MsoNormal"><span lang="ES-MX"> </span></p>
<p class="MsoNormal" style="margin-left: 18.0pt; mso-list: l1 level1 lfo7; tab-stops: list 18.0pt; text-indent: -18.0pt;"><span lang="ES-MX" style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="ES-MX">Tome nota de las diferencias en la posición. (por ejemplo todos los
desbalances que existen, no siendo parcial a un bando o al otro).</span></p>
<p class="MsoNormal" style="margin-left: 18.0pt; mso-list: l1 level1 lfo7; tab-stops: list 18.0pt; text-indent: -18.0pt;"><span lang="ES-MX" style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="ES-MX">Determine el bando del tablero donde desea jugar (flanco dama,
centro o flanco de rey). Uno puede jugar solo donde un desbalance favorable o
la posibilidad de crear un desbalance favorable existe,</span></p>
<p class="MsoNormal" style="margin-left: 18.0pt; mso-list: l1 level1 lfo7; tab-stops: list 18.0pt; text-indent: -18.0pt;"><span lang="ES-MX" style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="ES-MX">Encuentre todas las jugadas candidato (de vuelta a Kotov) que
permita a su bando hacer uso de un desbalance mayor, o una serie de
desbalances. Esto mejora sobre Kotov, quien no nos dice como encontrar jugadas
candidato Una jugada candidato debe siempre ser dirigida a los desbalances
positivos de uno, a menos que uno esté forzado a jugar jugadas puramente
defensivas.</span></p>
<p class="MsoNormal" style="margin-left: 18.0pt; mso-list: l1 level1 lfo7; tab-stops: list 18.0pt; text-indent: -18.0pt;"><span lang="ES-MX" style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="ES-MX">Finalmente, calcule las jugadas candidato que haya escogido.</span></p>
<p class="MsoNormal"><span lang="ES-MX"> </span></p>
<p class="MsoNormal"><span lang="ES-MX">Espero que esta amplia reseña y el archivo
adjunto permitan al lector el tener una idea completa de lo que es el sistema
de Silman y la importancia de que los jugadores “comunes” cuenten con esta
herramienta básica. </span></p>
<p class="MsoNormal"><span lang="ES-MX">Los libros de Silman reseñados aquí me
parecen muy recomendables, sobre todo para jugadores de menos de 2000 de
rating. </span></p>
<p class="MsoNormal"><span lang="ES-MX">Seguramente su lectura les ayudará a
acceder rápidamente a los 2200. </span></p>
<p class="MsoNormal"><span lang="ES-MX">Es posible que, posteriormente, entre los
2400 y los 2550 tuviesen que hacer una revisión completa de sus métodos de
razonamiento para continuar su camino a los 2700, pero creo que para el lector
no le es de mucha preocupación lo que harán en esos momentos. </span></p>
<p class="MsoNormal"><span lang="ES-MX">Y además, si balancean a Slman con las
ideas de Shasin, Dorfman y algunas recomendaciones de Dvoretsky, podrán
compensar el “daño” que Silman les haga. Si tuviesen ese “problema” cuando
tengan 2500, ahora que solo llegan a menos de 2000, les recomiendo que ni se
preocupen ¡estarán felices de tener ese tipo de problemas!.</span></p>
<p class="MsoNormal"><span lang="ES-MX">Este artículo es mucho más amplio de lo
normal, pero aún con eso recomendaría lo revisaran con cuidado y luego lo
volvieran a leer, pues creo que las referencias sobre Nunn, Tisdall y Silman
pudieran serles muy útiles.</span></p>
<p class="MsoNormal"><span lang="ES-MX">Pronto habrá que hablar de Nikitin y
Vasiukov. Y sobre todo el primer extranjero que formó a Maestros mexicanos como
Araíza, Francisco Javer Vazquez, Asiain y otros notables: el gran maestro Boris
Kostich, “el mago de Vrbas”.</span></p><p class="MsoNormal"></p><p></p><p class="MsoNormal"><!--[if gte mso 9]><xml>
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</p><p class="MsoNormal" style="text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span lang="ES-MX">Imposiciones de Entrenadores o los libros del MI
Jeremy Silman, Reassess your Chess y The Reassess your Chess Workbook.</span></b></p>
<p class="MsoNormal" style="text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span lang="ES-MX"> </span></b></p>
<p class="MsoNormal" style="text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span lang="ES-MX">Por MI Raúl Ocampo Vargas.</span></b></p>
<p class="MsoNormal" style="text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span lang="ES-MX"> </span></b></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">A pesar de que
cada día el material que aparece en la super red de la Internet mejora; los
libros mantienen su atractivo, por lo que se hace inevitable comentar sobre
libros y hacer breves extractos que estimulen a conocerlos. Así a pesar de
planes iniciales, no puedo abstenerme de escribir sobre libros que recomiendo
para integrar una buena biblioteca. </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">Desde 1999 he
realizado varias series sobre libros y ya tengo una pequeña biblioteca de
libros digitalizados. </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">Pero me cuesta
trabajo ceder a la tentación de ser una “medida compensatoria”.</span></p>
<p class="MsoBodyText"><span lang="ES-MX">Después del deslumbre de la Olimpíada de
Ajedrez en Ciudad de La Habana en 1966; estaba más que motivado para decidirme
jugar un torneo de ajedrez y el 14 de diciembre de 1966 en un Torneo denominado
“de Navidad”, organizado por el Maestro Báez, participe en mi primer torneo
formal válido para la Federación Mexicana de Ajedrez. </span></p>
<p class="MsoBodyText"><span lang="ES-MX">Si bien ya había participado en algunos
torneos estudiantiles, estos distaban de ser formales. </span></p>
<p class="MsoBodyText"><span lang="ES-MX">Báez adecuadamente canalizo mis ansias de
jugar y, con el gran aprecio que tenía por mi abuelo, el General y Doctor Francisco
Raúl Vargas Basurto que a su vez fuera organizador de uno de los primeros
torneos en que Báez jugara, me dio todas las facilidades para que pudiera
participar en un torneo de adultos a pesar de ser yo aún un niño. </span></p>
<p class="MsoBodyText"><span lang="ES-MX">Además Báez, sabedor de que mi información
bibliográfica se basaba solo en libros de la década de los años 1930s, me
regaló una buena colección de revistas cubanas “Jaque Mate” recientes. </span></p>
<p class="MsoBodyText"><span lang="ES-MX">No solo así alimentaba mi nostálgico amor
por la estampa de las calles y parques de la amada Ciudad de La Habana que
ilustraban frecuentemente las páginas de aquella revista de ajedrez, sino que
además me hizo tener contacto con la teoría en boga en esos días. De ahí a
pasar ser amigo de conversaciones con aquel maestro bohemio del que me
separaban 42 años de diferencia, fue inmediato tránsito. </span></p>
<p class="MsoBodyText"><span lang="ES-MX">De acuerdo a cronistas de la época en que
Baez jugó su mejor ajedrez, los primeros años de la década de 1950 (fue campeón
del D.F. en 1953), Don Alejandro no se destacó por ser un<span style="mso-spacerun: yes;"> </span>teórico y se le achacaban grandes lagunas
técnicas; pero poseía un gran talento y una memoria prodigiosa, elogiada
incluso por uno de sus más cercanos amigos, el GM Miguel Najdorf, que en 1974
me relatara algunas de las andanzas que juntos hicieran en los años del match
del “Grande Miguel” con Samuel Reshevsky en Ciudad de México y en San Salvador.
</span></p>
<p class="MsoBodyText"><span lang="ES-MX">Báez conocía muy bien Ciudad de La Habana
y sus pláticas muchas veces transportaban a aquellos parajes entre jaques y
enroques con que pasamos muchas horas. </span></p>
<p class="MsoBodyText"><span lang="ES-MX">A pesar de que Báez no era muy afecto a los
libros, los pocos que estudio los conocía de memoria y recomendaba capítulos
que debiera yo estudiar. No siempre seguí su recomendación, es cierto, pero de
alguna forma fue siempre la buena referencia útil para la elección definitiva. </span></p>
<p class="MsoBodyText"><span lang="ES-MX">¿Hasta que grado puede influir en el
desarrollo de un joven ajedrecista la opinión de un amigo experimentado? </span></p>
<p class="MsoBodyText"><span lang="ES-MX">No se puede decir que me dio clase
alguna. De hecho el único guía en ese sentido que tuve en esos años fue el
Maestro Alejandro Meylán, que camino del exilio proveniente de Ciudad de La
Habana pasase una amplia temporada en la Ciudad de México. </span></p>
<p class="MsoBodyText"><span lang="ES-MX">El Maestro Meylán era lo contrario de
Báez, un técnico meticuloso y estudioso obsesivo de los libros, aunque le
faltase aquella “chispa” de Báez. </span></p>
<p class="MsoBodyText"><span lang="ES-MX">De ambos Alejandros recibía yo una
influencia contrastante que acabo dejándome un respeto por la técnica y una
tendencia por el juego agresivo táctico. </span></p>
<p class="MsoBodyText"><span lang="ES-MX">A veces jugaba yo en el “algoritmo”
técnico y a veces me dejaba llevar por el “algoritmo” táctico. </span></p>
<p class="MsoBodyText"><span lang="ES-MX">Uno, Meylán, prefería estudiar partidas
del GM Oscar Panno y del excampeón mundial Smyslov, con una obsesión por el
manejo de los finales igualados y complejos; el otro, Báez, gustaba ver
partidas de Alekhine de sus años mozos, de Anderssen y el Greco. </span></p>
<p class="MsoBodyText"><span lang="ES-MX">Uno me hizo estudiar finales con peón de
menos y como entablarlos, el otro quería que yo estudiase partidas de Morphy
llenos de sacrificios. </span></p>
<p class="MsoBodyText"><span lang="ES-MX">Al final hacía yo un poco de todo. Era
común que me embarcase en sacrificios de peón en la apertura y cuando no
obtenía una rápida victoria en la apertura, me volvía un técnico que hizo
muchas tablas con material de menos. </span></p>
<p class="MsoNormal" style="text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span lang="ES-MX"> </span></b></p>
<p class="MsoNormal" style="text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span lang="ES-MX">Sakaev y los entrenadores.</span></b></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">Sostengo que el
papel de un entrenador es vital, pero también que es necesario que un
entrenador sepa no imponer sus gustos personales a su pupilo.</span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">Interesante es
la opinión que un gran maestro, joven prodigio ruso, externa sobre los
entrenadores.</span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">El GM Sakaev
menciona en reciente entrevista que él sólo tuvo contacto con dos entrenadores
profesionales: </span><span lang="EN-US" style="mso-ansi-language: EN-US;">Shishmariov
y Lukin; y </span><span lang="ES-MX">sobre eso habla en ella. (las palabras de
Sakaev están en el diálogo como KS y las del entrevistador como MS).</span></p>
<p class="MsoNormal" style="text-align: justify;"><i style="mso-bidi-font-style: normal;"><span lang="ES-MX">“<b style="mso-bidi-font-weight: normal;">MS:</b> ¿Cómo
ellos lo ayudaban?<span style="mso-spacerun: yes;"> </span></span></i></p>
<p class="MsoNormal" style="text-align: justify;"><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-MX">KS:</span></i></b><i style="mso-bidi-font-style: normal;"><span lang="ES-MX"> La más valiosa ayuda era
el apoyo moral. Claro, nosotros teníamos algunas lecciones de apertura y del
ajedrez en general. </span></i></p>
<p class="MsoNormal" style="text-align: justify;"><i style="mso-bidi-font-style: normal;"><span lang="ES-MX">Pero la ayuda psicológica era el más importante -
cuando usted es un adolescente, es importante tener alguien que se preocupa de
usted durante el torneo. </span></i></p>
<p class="MsoNormal" style="text-align: justify;"><i style="mso-bidi-font-style: normal;"><span lang="ES-MX">Uno no necesita mucha ayuda de ajedrez si usted ama el
ajedrez y tiene una capacidad de trabajo; de otra forma ni siquiera los
maestros más inteligentes pueden ayudar.<span style="mso-spacerun: yes;">
</span></span></i></p>
<p class="MsoNormal" style="text-align: justify;"><i style="mso-bidi-font-style: normal;"><span lang="ES-MX">Yo agradezco a mis entrenadores por no estropearme,
sobre todo Shishmariov. Quizá esto limitó su contribución a mi ajedrez, pero
todo lo que él me dio fue muy útil. Esto es muy importante. </span></i></p>
<p class="MsoNormal" style="text-align: justify;"><i style="mso-bidi-font-style: normal;"><span lang="ES-MX">Lo mismo podría decirse sobre Lukin. Desgraciadamente,
los entrenadores obligan a menudo a sus estudiantes a que estudien aperturas
particulares, resuelvan posiciones de su opción, y lean libros de su opción. </span></i></p>
<p class="MsoNormal" style="text-align: justify;"><i style="mso-bidi-font-style: normal;"><span lang="ES-MX">Yo pienso que la mayoría de los estudiantes apreciaría
tener más libertad. Si no me gustaba un libro, yo inmediatamente lo hacía a un
lado.<span style="mso-spacerun: yes;"> </span></span></i></p>
<p class="MsoNormal" style="text-align: justify;"><i style="mso-bidi-font-style: normal;"><span lang="ES-MX">Cuando yo estudié en el Palacio del Pionero, Alejandro
Shashin que también enseñó allí, (se refiere al Club de San Petersburgo,
Rusia), estaba muy orgulloso de que uno de sus alumnos había memorizado 600
posiciones del Final. ¡Sin embargo, cuando mi entrenador puso una de esas
posiciones en una forma de espejo, con colores cambiados, el niño no logró
resolverla! </span></i></p>
<p class="MsoNormal" style="text-align: justify;"><i style="mso-bidi-font-style: normal;"><span lang="ES-MX">Así que yo no pienso que la tal memorización es el
método universal. Funciona muy bien para algunos jugadores, pero no para
otros.<span style="mso-spacerun: yes;"> </span></span></i></p>
<p class="MsoNormal" style="text-align: justify;"><i style="mso-bidi-font-style: normal;"><span lang="ES-MX">Lo mismo podría decirse sobre Dvoretsky que está
enseñando los métodos. Él es un entrenador muy especial, pero sus resultados
dependen totalmente de la actitud de sus estudiantes. </span></i></p>
<p class="MsoNormal" style="text-align: justify;"><i style="mso-bidi-font-style: normal;"><span lang="ES-MX">Para Yusupov, él era probablemente el mejor entrenador
en el mundo; pero para Dreev, él era absolutamente insufrible. </span></i></p>
<p class="MsoNormal" style="text-align: justify;"><i style="mso-bidi-font-style: normal;"><span lang="ES-MX">A Dreev le gusta su libertad y puede ser más perezoso;
mientras Yusupov se prepara a ser más controlado más, él no se molestaba por
que Dvoretsky escoja las posiciones para resolver o el área para mejorar. </span></i></p>
<p class="MsoNormal" style="text-align: justify;"><i style="mso-bidi-font-style: normal;"><span lang="ES-MX">Hay algunos entrenadores muy buenos, pero es muy
difícil de encontrar el correcto para uno.<span style="mso-spacerun: yes;">
</span></span></i></p>
<p class="MsoNormal" style="text-align: justify;"><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-MX">MS:</span></i></b><i style="mso-bidi-font-style: normal;"><span lang="ES-MX"> ¿Por consiguiente quizá es
bueno no tomar el riesgo y estudiar solo?<span style="mso-spacerun: yes;">
</span></span></i></p>
<p class="MsoNormal" style="text-align: justify;"><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-MX">KS:</span></i></b><i style="mso-bidi-font-style: normal;"><span lang="ES-MX"> En cualquier caso, incluso
el mejor entrenador no sustituirá a su propio cerebro. Usted tiene que tomar
cualquier información críticamente; ¡Así venga de su entrenador o incluso de
las anotaciones de Kasparov a sus partidas! Usted siempre debe tener su propia
opinión y debe prepararse para defenderla. Sólo entonces tendrá éxito.”</span></i><span lang="ES-MX"></span></p>
<p class="MsoNormal" style="text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span lang="ES-MX"> </span></b></p>
<p class="MsoNormal" style="text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span lang="ES-MX">De Sakaev a Iberoamérica.</span></b></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">Había que
agregar que el entorno juega un papel muy importante. En un ambiente con tanta
riqueza ajedrecistica en que se tiene la oportunidad de “ver en vivo” a los
mejores ajedrecistas del mundo, el entorno es ¡Como vivir en medio de libros de
ajedrez vivos! </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">Cada partida que
uno observa en un torneo son de jugadores de nivel de grandes maestros. Son
clases “vivas” constantes. </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">Los jugadores
iberoamericanos crecen viendo partidas de torneos de maestros malones y por eso
requieren de los libros para conocer el juego de los grandes maestros, en San
Petersburgo basta observar cualquier torneo para ver ejemplos de la práctica
magistral de la mejor categoría. </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">Aún así es
interesante la opinión de Sakaev. </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">¿Qué tiene que
ver todo esto con los libros, tema principal de este artículo? Muchísimo, pues
estamos hablando de dos libros en que el autor preconiza un sistema de razonar
en ajedrez, con ciertas reglas demasiado inflexibles para muchos pensadores
“libres”. </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">¿Es aceptable
tal enfoque de enseñanza? ¿Tan dogmático?</span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">La contribución
de Silman es notable y de gran ayuda para aquellos que no pueden darse el lujo,
por no crecer en un entorno favorable para el desarrollo técnico, como el de la
Ciudad de San Petersburgo.</span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">Si bien es
cierto que puede fomentar cierta forma de pensar que pudiese más adelante
perjudicar el desarrollo de un jugador destinado a ser de la élite mundial,
brinda un apoyo inestimable al ajedrecista común. </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">Si uno aspira
algún día a alcanzar los 2700 de Elo, puede dañar su buen desarrollo, pero para
aquellos que serían felices de jugar en un nivel de 2200 de Elo, seguramente
los libros de Silman les muestra un camino que es efectivo realmente. </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">En pocas
palabras, pueden perjudicar los libros de Silman a uno de cada diez mil
jugadores, pero para 9,999 seguramente son un tesoro. </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">Para Sakaev el
que tratará alguien de “influir” en sobre medida pudiera ser peligroso, pero
para el ajedrecista común brindan una luz fenomenal. </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">Lo mismo podría
decir del MI Alexander Shasin y sus estudios, pero ese es ya otra historia que
tendré que tocar más tarde, algún día.</span></p>
<p class="MsoNormal" style="text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span lang="ES-MX"> </span></b></p>
<p class="MsoNormal" style="text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span lang="ES-MX">Los libros de Silman.</span></b></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">En el archivo
adjunto, el lector podrá apreciar la manera precisa en que Silman brinda un
sistema de razonamiento que para la gran mayoría podría ser un parteaguas en su
desarrollo como jugador de ajedrez. Podría yo decir que es un método
prohibitivo para ajedrecistas de super clase. Pero esos son tan pocos…</span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">En uno de los
capítulos iniciales de “The Reassess your Chess Workbook” da Silman una breve
exposición, en unas veinte páginas, de lo que explica en su primer libro “The
Reassess your Chess” ampliamente durante un par de centenas de páginas. </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">Después Silman
propone una serie de ejercicios y problemas a los que da amplias respuestas. Un
par de libros ampliamente aleccionadores para el ajedrecista común. Muchos
críticos lo atacan por ser muy dogmático, pero esa es una apreciación demasiado
rigurosa. </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">Es como decir
que Newton estaba en el error, pero eso lo entenderían los que son capaces de
ver los puntos finos de un Einstein. Es cuestión de niveles de aprendizaje y de
aspiraciones y posibilidades de entender las “verdades” reales universales. </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">A Newton se le
refuta con teorías como la del Caos, ¿pero a cuantos les es dado adentrarse en
las finezas? </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">Gran parte de la
tecnología se desarrolló gracias a los “elementales” Aristóteles y Newton, con
todas las fallas que puedan señalar los doctos que tienen los alcances de
refutar sus puntos de vista.</span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">Me imagino que
para una centena de grandes maestros los métodos de razonamiento de Silman les
parecerán “elementales”, pero ¿al resto de los mortales?</span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">Todo depende del
lector y como se ubique. Silman ha demostrado ser un interesante pensador y un
excelente transmisor de conocimientos. </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">Sus libros, al
menos los dos citados, me parecen de una contribución más valiosa de la que los
críticos quisieran concederle. No es un Gran Maestro (incluso la única vez que
yo jugué con él lo derroté un poco bruscamente, en el lejano año de 1975), pero
aporta más de lo que muchos GMs han aportado en la gran mar de la bibliografía
del ajedrez.</span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">Sakaev, por su
talento y el rico entorno en que se desarrolló puede decir que agradece que los
entrenadores no le perjudicasen, pero a nuestros jóvenes jugadores iberoamericanos
el tener al más malo de los entrenadores del Club de San Petersburgo les
beneficiaría y sería realmente como un sueño para ellos. </span></p>
<p class="MsoNormal" style="text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span lang="ES-MX">Sistemas para elegir la jugada.</span></b></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">El problema de
la elección de la jugada en la partida viva y los sistemas para realizar tal
elección es el tema más importante del ajedrez, y tal vez no nada más del
ajedrez. La toma de decisiones y los métodos para llegar a ella es fundamental.</span></p>
<p class="MsoNormal"><span lang="ES-MX">Silman en estos libros habla sobre las
propuestas de varios autores, para luego presentar la suya, con una adaptación
del de Purdy, el que fuese primer campeón mundial por correspondencia: Purdy
modificado por Silman.</span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">Veamos:</span></p>
<p class="MsoNormal"><span lang="ES-MX">Nunn en “Secrets of Practical Chess”.</span></p>
<p class="MsoNormal"><span lang="ES-MX">En algunas posiciones, por ejemplo,
aquellas con un centro bloqueado, puede parecer apropiado construir un plan a
largo plazo que pueda requerir diez o veinte jugadas para ejecutarlos. Más
frecuentemente su plan será de mucho más corto alcance, durando tal vez cinco
jugadas. Esto se aplica particularmente en posiciones relativamente abiertas.</span></p>
<p class="MsoNormal"><span lang="ES-MX"> </span></p>
<p class="MsoNormal"><span lang="ES-MX">Nunn ofrece al estudiante los siguientes
tres pasos:</span></p>
<p class="MsoNormal" style="margin-left: 18.0pt; mso-list: l2 level1 lfo1; tab-stops: list 18.0pt; text-indent: -18.0pt;"><span lang="ES-MX" style="mso-bidi-font-family: Arial; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><b style="mso-bidi-font-weight: normal;"><span lang="ES-MX">Asegurese que su plan sea
benéfico.</span></b><span lang="ES-MX"> No hay caso en ponerse una meta que no
mejore su posición. Planes mal guiados típicos son: atacar en el flanco
incorrecto del tablero, buscar cambiar la pieza equivocada; comprometerse uno
mismo con avances debilitadores de peones.</span></p>
<p class="MsoNormal" style="margin-left: 18.0pt; mso-list: l2 level1 lfo1; tab-stops: list 18.0pt; text-indent: -18.0pt;"><span lang="ES-MX" style="mso-bidi-font-family: Arial; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><b style="mso-bidi-font-weight: normal;"><span lang="ES-MX">Asegures que su plan es
realista</span></b><span lang="ES-MX">. No tiene caso embarcarse en un plan de
cinco jugadas si su oponente puede aguardar las primeras cuatro jugadas, y
luego parar el plan de uno haciendo una sola jugada.</span></p>
<p class="MsoNormal" style="margin-left: 18.0pt; mso-list: l2 level1 lfo1; tab-stops: list 18.0pt; text-indent: -18.0pt;"><span lang="ES-MX" style="mso-bidi-font-family: Arial; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><b style="mso-bidi-font-weight: normal;"><span lang="ES-MX">Asegurese que su plan no
tenga errores tácticos</span></b><span lang="ES-MX"> Incluso cuando lo que
pretenda valga la pena, no servirá si su oponente lo puede matar mientras usted
está ejecutando su plan.</span></p>
<p class="MsoNormal"><span lang="ES-MX"> </span></p>
<p class="MsoNormal"><span lang="ES-MX">Nunn después añade que uno debe estar listo
a cambiar el plan propio o, por lo menos hacerle ajustes:</span></p>
<p class="MsoNormal"><span lang="ES-MX">“si su oponente ha bloqueado el Plan A,
pero a costa de crear una debilidad en otro lugar del tablero, sería tonto
apegarse a la intención original, ignorando la nueva situación.</span></p>
<p class="MsoNormal"><span lang="ES-MX">La mayoría de las partidas son, mas o
menos, así: <b style="mso-bidi-font-weight: normal;">los jugadores formulan una
serie de mini planes </b>y tratan de balancear entre seguir sus propio planes y
el interferir con los del oponente.”</span></p>
<p class="MsoNormal"><span lang="ES-MX"> </span></p>
<p class="MsoNormal"><span lang="ES-MX">Jonathan Tisdall en el libro “Improve Your
Chess Now”:</span></p>
<p class="MsoNormal"><span lang="ES-MX"> </span></p>
<p class="MsoNormal" style="margin-left: 18.0pt; mso-list: l0 level1 lfo2; tab-stops: list 18.0pt; text-indent: -18.0pt;"><span lang="ES-MX" style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><b style="mso-bidi-font-weight: normal;"><span lang="ES-MX">Hable con si mismo</span></b><span lang="ES-MX">, (no en voz alta por supuesto, ya que es contra las reglas y los
jugadores de ajedrez ya tienen una mala reputación).</span></p>
<p class="MsoNormal" style="margin-left: 18.0pt; mso-list: l0 level1 lfo2; tab-stops: list 18.0pt; text-indent: -18.0pt;"><span lang="ES-MX" style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><b style="mso-bidi-font-weight: normal;"><span lang="ES-MX">Trate de determinar su
próxima jugada examinando una variante principal</span></b><span lang="ES-MX">.
(Esta variante puede ser la que parezca más fuerte, o la que nos llame más la
atención, o la que sentimos se ajusta a las demandas de la posición.)</span></p>
<p class="MsoNormal" style="margin-left: 18.0pt; mso-list: l0 level1 lfo2; tab-stops: list 18.0pt; text-indent: -18.0pt;"><span lang="ES-MX" style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><b style="mso-bidi-font-weight: normal;"><span lang="ES-MX">Procese las variantes
concretas calculadas</span></b><span lang="ES-MX"> (Dentro de los temas y
factores posicionales y usarlos para determinar que jugadas son las que
posiblemente sean relevantes. Utilice la información acumulada en su cálculo, y
trate de pasarla en forma verbal que la haga útil para posteriores búsquedas.
Describa sus hallazgos.).</span></p>
<p class="MsoNormal" style="margin-left: 18.0pt; mso-list: l0 level1 lfo2; tab-stops: list 18.0pt; text-indent: -18.0pt;"><span lang="ES-MX" style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><b style="mso-bidi-font-weight: normal;"><span lang="ES-MX">Si su variante primaria es
insatisfactoria</span></b><span lang="ES-MX"> (calmese, retroceda, y haga una
lista abarcadora de las posibles jugadas candidato con ojos frescos.)</span></p>
<p class="MsoNormal" style="margin-left: 18.0pt; mso-list: l0 level1 lfo2; tab-stops: list 18.0pt; text-indent: -18.0pt;"><span lang="ES-MX" style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><b style="mso-bidi-font-weight: normal;"><span lang="ES-MX">Los momentos para hacer
una lista concienzuda de jugadas candidato son muy lógicos </span></b><span lang="ES-MX">(cuando uno hace una pausa naturalmente debido a una obvia riqueza
de alternativas, o cuando los cálculos preliminares de uno no han logrado los
resultados deseados. En posiciones agudas, tácticas, es extremadamente
importante hacer una lista abarcadora en todos esos momentos.)</span></p>
<p class="MsoNormal" style="margin-left: 18.0pt; mso-list: l0 level1 lfo2; tab-stops: list 18.0pt; text-indent: -18.0pt;"><span lang="ES-MX" style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><b style="mso-bidi-font-weight: normal;"><span lang="ES-MX">Tenga fe en sus cálculos.</span></b><span lang="ES-MX"> (Uno puede estar equivocado, pero uno solo se tiene a si mismo para
confiar. Si uno a menudo está equivocado, esto sólo significa que uno necesita
mejorar esta habilidad, pero cuando la use, uno debe confiar en ella.</span></p>
<p class="MsoNormal" style="margin-left: 18.0pt; mso-list: l0 level1 lfo2; tab-stops: list 18.0pt; text-indent: -18.0pt;"><span lang="ES-MX" style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><b style="mso-bidi-font-weight: normal;"><span lang="ES-MX">En partidas
predominantemente estratégicas </span></b><span lang="ES-MX">(el proceso de
búsqueda es similar, pero el cálculo de variantes concretas será menos
importante que la discusión interna de los elementos posicionales.</span></p>
<p class="MsoNormal"><span lang="ES-MX"> </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">Y ahora Purdy,
con modificaciones de Silman.</span></p>
<p class="MsoNormal"><span lang="ES-MX"> </span></p>
<p class="MsoNormal"><u><span lang="ES-MX">A. En mi turno a jugar.</span></u></p>
<p class="MsoNormal"><span lang="ES-MX">1. ¿Cuales son todas las jugadas que yo
tengo que considerar?</span></p>
<p class="MsoBodyTextIndent"><span lang="ES-MX">Purdy señala que esta pregunta
puede ser incontestable en esta etapa, pero que se volverá clara tras la
pregunta cinco. ¿Así que porqué preguntarse tan rápido? Debido a que, en
algunos casos, puede haber solo una o dos posibilidades obvias, y uno puede
ahorrar tiempo ignorando el resto del sistema.</span></p>
<p class="MsoNormal"><span lang="ES-MX">2. ¿Cómo ha cambiado la última jugada la
posición? ¿Cuáles son sus amenazas? ¿Cuáles son sus objetivos?</span></p>
<p class="MsoNormal" style="margin-left: 36.0pt;"><b style="mso-bidi-font-weight: normal;"><span lang="ES-MX">Siempre mantenga la posición “al día” demandandose el
saber como, y en que grado o extensión, la jugada del oponente ha cambiado las
cosas.</span></b></p>
<p class="MsoNormal" style="margin-left: 36.0pt;"><span lang="ES-MX">¡Es vital estar
atento a cualquier amenaza!</span></p>
<p class="MsoNormal" style="margin-left: 36.0pt;"><span lang="ES-MX">Cuando uno ve
una amenaza, la primera reacción debe ser no buscar una defensa, sino mejor
buscar una manera de ignorarla.</span></p>
<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span lang="ES-MX">3.
Complete su investigación si no ya lo haya hecho.</span></b></p>
<p class="MsoNormal" style="margin-left: 18.0pt; mso-list: l5 level1 lfo3; tab-stops: list 18.0pt; text-indent: -18.0pt;"><span lang="ES-MX" style="mso-bidi-font-family: Arial; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">a)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="ES-MX">Material, <b style="mso-bidi-font-weight: normal;">Note cosas tales
como pareja de alfiles, alfiles de diferente color, mayoría de peones, etc</b>.;</span></p>
<p class="MsoNormal" style="margin-left: 18.0pt; mso-list: l5 level1 lfo3; tab-stops: list 18.0pt; text-indent: -18.0pt;"><span lang="ES-MX" style="mso-bidi-font-family: Arial; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">b)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="ES-MX">Posiciones del rey. <b style="mso-bidi-font-weight: normal;">¿Está uno
de los reyes expuesto? Siempre note si hay una falta de casillas de escape;</b>
</span></p>
<p class="MsoNormal" style="margin-left: 18.0pt; mso-list: l5 level1 lfo3; tab-stops: list 18.0pt; text-indent: -18.0pt;"><b style="mso-bidi-font-weight: normal;"><span lang="ES-MX" style="mso-bidi-font-family: Arial; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">c)<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><span lang="ES-MX">Debilidades y fortalezas. <b style="mso-bidi-font-weight: normal;">Peones débiles, casillas débiles, piezas
confinadas, falta de espacio;</b></span></p>
<p class="MsoNormal" style="margin-left: 18.0pt; mso-list: l5 level1 lfo3; tab-stops: list 18.0pt; text-indent: -18.0pt;"><span lang="ES-MX" style="mso-bidi-font-family: Arial; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">d)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="ES-MX">Desarrollo. <b style="mso-bidi-font-weight: normal;">Purdy considera
el valor de un tiempo equivalente a un cuarto o una tercia de un peón central,
y la mitad de un peón de flanco;</b> </span></p>
<p class="MsoNormal" style="margin-left: 18.0pt; mso-list: l5 level1 lfo3; tab-stops: list 18.0pt; text-indent: -18.0pt;"><span lang="ES-MX" style="mso-bidi-font-family: Arial; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">e)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="ES-MX">¿Donde puede cada bando hacer un rompimiento o irrupción? Tras 1.e4
e6 2.d4 d5 3.e5, el punto de rompimiento del blanco es f5, mientras los del negro
son en c5 y f6.</span></p>
<p class="MsoNormal"><span lang="ES-MX">4.¿Tengo yo una buena combinación? Para
ayudar en esto, busque posibles motivos combinacionales.</span></p>
<p class="MsoNormal" style="margin-left: 36.0pt; mso-list: l4 level1 lfo4; tab-stops: list 36.0pt; text-indent: -18.0pt;"><span lang="ES-MX" style="mso-bidi-font-family: Arial; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">a)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="ES-MX">Geométricos.</span></p>
<p class="MsoNormal" style="margin-left: 36.0pt; mso-list: l4 level1 lfo4; tab-stops: list 36.0pt; text-indent: -18.0pt;"><span lang="ES-MX" style="mso-bidi-font-family: Arial; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">b)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="ES-MX">Redes.</span></p>
<p class="MsoNormal" style="margin-left: 36.0pt; mso-list: l4 level1 lfo4; tab-stops: list 36.0pt; text-indent: -18.0pt;"><span lang="ES-MX" style="mso-bidi-font-family: Arial; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">c)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="ES-MX">Jugadas saltando.</span></p>
<p class="MsoNormal" style="margin-left: 36.0pt; mso-list: l4 level1 lfo4; tab-stops: list 36.0pt; text-indent: -18.0pt;"><span lang="ES-MX" style="mso-bidi-font-family: Arial; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">d)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="ES-MX">Zugzwang (se aplica sólo a un Final).</span></p>
<p class="MsoNormal" style="margin-left: 36.0pt; mso-list: l4 level1 lfo4; tab-stops: list 36.0pt; text-indent: -18.0pt;"><span lang="ES-MX" style="mso-bidi-font-family: Arial; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">e)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="ES-MX">Ahogados ( se aplica sólo a un Final).</span></p>
<p class="MsoNormal"><span lang="ES-MX">5. Si no está satisfecho que la respuesta a
4 es si, ¿cuál es mi mejor plan? (para esto, use el reconocimiento).</span></p>
<p class="MsoNormal" style="margin-left: 36.0pt;"><span lang="ES-MX">¿Cómo yo puedo
mejor explotar su debilidad, establecer mis fortalezas, eliminar mis
debilidades y reducir sus fortalezas?. <b style="mso-bidi-font-weight: normal;">Ahora,
cuando yo considero la primera pregunta, ¿Cuáles son todas las jugadas que yo
tengo que considerar? de nuevo, la respuesta puede estar muy lejos de ser fácil
de descubrir.</b></span></p>
<p class="MsoNormal"><span lang="ES-MX"> </span></p>
<p class="MsoNormal"><u><span lang="ES-MX">B. Estoy considerando cierta jugada.</span></u></p>
<p class="MsoNormal" style="margin-left: 36.0pt; mso-list: l3 level1 lfo5; tab-stops: list 36.0pt; text-indent: -18.0pt;"><span lang="ES-MX" style="mso-bidi-font-family: Arial; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="ES-MX">Visualice esta jugada como ya hecha, firmemente.</span></p>
<p class="MsoNormal" style="margin-left: 36.0pt; mso-list: l3 level1 lfo5; tab-stops: list 36.0pt; text-indent: -18.0pt;"><span lang="ES-MX" style="mso-bidi-font-family: Arial; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="ES-MX">¿Me hace vulnerable a cualquier combinación?</span></p>
<p class="MsoNormal"><u><span lang="ES-MX">C. Es su turno de jugar.</span></u></p>
<p class="MsoNormal" style="margin-left: 36.0pt; mso-list: l6 level1 lfo6; tab-stops: list 36.0pt; text-indent: -18.0pt;"><span lang="ES-MX" style="mso-bidi-font-family: Arial; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="ES-MX">Hacer un reconocimiento, como descrito en A, para ser completado
cuando él haya hecho su jugada.</span></p>
<p class="MsoNormal" style="margin-left: 36.0pt; mso-list: l6 level1 lfo6; tab-stops: list 36.0pt; text-indent: -18.0pt;"><span lang="ES-MX" style="mso-bidi-font-family: Arial; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="ES-MX">Visualice la posición tras esta o aquella jugada posible, y proceda
como en A.</span></p>
<p class="MsoNormal"><span lang="ES-MX"> </span></p>
<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span lang="ES-MX">Ahora
el método de Silman y los desbalances:</span></b></p>
<p class="MsoNormal"><span lang="ES-MX"> </span></p>
<p class="MsoNormal" style="margin-left: 18.0pt; mso-list: l1 level1 lfo7; tab-stops: list 18.0pt; text-indent: -18.0pt;"><span lang="ES-MX" style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="ES-MX">Tome nota de las diferencias en la posición. (por ejemplo todos los
desbalances que existen, no siendo parcial a un bando o al otro).</span></p>
<p class="MsoNormal" style="margin-left: 18.0pt; mso-list: l1 level1 lfo7; tab-stops: list 18.0pt; text-indent: -18.0pt;"><span lang="ES-MX" style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="ES-MX">Determine el bando del tablero donde desea jugar (flanco dama,
centro o flanco de rey). Uno puede jugar solo donde un desbalance favorable o
la posibilidad de crear un desbalance favorable existe,</span></p>
<p class="MsoNormal" style="margin-left: 18.0pt; mso-list: l1 level1 lfo7; tab-stops: list 18.0pt; text-indent: -18.0pt;"><span lang="ES-MX" style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="ES-MX">Encuentre todas las jugadas candidato (de vuelta a Kotov) que
permita a su bando hacer uso de un desbalance mayor, o una serie de
desbalances. Esto mejora sobre Kotov, quien no nos dice como encontrar jugadas
candidato Una jugada candidato debe siempre ser dirigida a los desbalances
positivos de uno, a menos que uno esté forzado a jugar jugadas puramente
defensivas.</span></p>
<p class="MsoNormal" style="margin-left: 18.0pt; mso-list: l1 level1 lfo7; tab-stops: list 18.0pt; text-indent: -18.0pt;"><span lang="ES-MX" style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="ES-MX">Finalmente, calcule las jugadas candidato que haya escogido.</span></p>
<p class="MsoNormal"><span lang="ES-MX"> </span></p>
<p class="MsoNormal"><span lang="ES-MX">Espero que esta amplia reseña y el archivo
adjunto permitan al lector el tener una idea completa de lo que es el sistema
de Silman y la importancia de que los jugadores “comunes” cuenten con esta
herramienta básica. </span></p>
<p class="MsoNormal"><span lang="ES-MX">Los libros de Silman reseñados aquí me
parecen muy recomendables, sobre todo para jugadores de menos de 2000 de
rating. </span></p>
<p class="MsoNormal"><span lang="ES-MX">Seguramente su lectura les ayudará a
acceder rápidamente a los 2200. </span></p>
<p class="MsoNormal"><span lang="ES-MX">Es posible que, posteriormente, entre los
2400 y los 2550 tuviesen que hacer una revisión completa de sus métodos de
razonamiento para continuar su camino a los 2700, pero creo que para el lector
no le es de mucha preocupación lo que harán en esos momentos. </span></p>
<p class="MsoNormal"><span lang="ES-MX">Y además, si balancean a Slman con las
ideas de Shasin, Dorfman y algunas recomendaciones de Dvoretsky, podrán
compensar el “daño” que Silman les haga. Si tuviesen ese “problema” cuando
tengan 2500, ahora que solo llegan a menos de 2000, les recomiendo que ni se
preocupen ¡estarán felices de tener ese tipo de problemas!.</span></p>
<p class="MsoNormal"><span lang="ES-MX">Este artículo es mucho más amplio de lo
normal, pero aún con eso recomendaría lo revisaran con cuidado y luego lo
volvieran a leer, pues creo que las referencias sobre Nunn, Tisdall y Silman
pudieran serles muy útiles.</span></p>
<p class="MsoNormal"><span lang="ES-MX">Pronto habrá que hablar de Nikitin y
Vasiukov. Y sobre todo el primer extranjero que formó a Maestros mexicanos como
Araíza, Francisco Javer Vazquez, Asiain y otros notables: el gran maestro Boris
Kostich, “el mago de Vrbas”.</span></p> <span lang="ES-MX"></span><p></p><p><img alt="" 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" 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Name="envelope address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="envelope return"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="endnote reference"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="0" SemiHidden="true"
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<w:LsdException Locked="false" Priority="0" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
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<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
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<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
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<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
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<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
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<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
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<w:LsdException Locked="false" Priority="21" QFormat="true"
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<w:LsdException Locked="false" Priority="31" QFormat="true"
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<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
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</p><p class="MsoNormal" style="text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD;">LOS LIBROS Y EL
AJEDREZ. (primera parte de una larga serie)</span></b></p>
<p class="MsoNormal" style="text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD;">Por MI Raúl Ocampo
Vargas.</span></b></p>
<p class="MsoNormal" style="text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD;"> </span></b></p>
<p class="MsoNormal"><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD;"> </span></p>
<p class="MsoBodyText"><span lang="ES-TRAD">En lugares donde se habla uno de tu con
los ratones, la amada biblioteca familiar, transcurrieron las mejores de mis
tardes entre 1962 y 1967. </span></p>
<p class="MsoBodyText"><span lang="ES-TRAD">Cuando afuera la lluvia impedía que
tomara mi bicicleta y calmará un poco mis inquietudes trashumantes, el viaje a
través de los libros era el único que me podía permitir sin que me costara el
boleto. </span></p>
<p class="MsoBodyText"><span lang="ES-TRAD">Me vi beneficiado de la bibliomanía de
mi abuelo materno que compraba libros a kilo, y que aunque carentes de lujosas
portadas, entre sus rústicas cubiertas se hallaban hojas de barato papel pero
con un contenido de lujo. </span></p>
<p class="MsoBodyText"><span lang="ES-TRAD">Me la pasaba endemoniadamente felíz, en
ese auténtico cementerio de libros, explorando aquí y allá, navegando a mi
manera, como cuarenta años después lo hiciera gracias a INTERNET.</span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD;">Si hubiera tenido yo que comprar los libros,
me hubiese quedado en analfabeta funcional, pues mi bolsillo siempre estaba
vacío. </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD;">Cuando dí con los libros de ajedrez, me vi
preso por los genes de una bibliomanía heredada y un fanatismo por el ajedrez,
fronterizo con la estupidez de la absorción del “opio de madera” en que se
puede convertir el “deporte ciencia”. </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD;">Gracias a sus enseñanzas pude mejorar mi
situación económica, apostando en partidas de ping pong (blitz) entre tahures y
los asistentes habituales del salón de ajedrez de un céntrico billar. </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD;">Aunque casí cada centavo regresaba al ajedrez
al comprar un libro nuevo. Afortunadamente coincidí con algunos maestros que me
aconsejaron dejar el ajedrez de apuesta y tomar por la senda del ajedrez de
torneos. </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD;">Mi vida de tahur (sin acento, porque no era
poker) comenzó a los doce años de edad y prácticamente terminó recién cumplí
los catorce años.</span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD;">Hoy día, los libros de ajedrez son abundantes
y costosos. </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD;">A veces veo con tristeza que los jóvenes
pueden adquirir muy pocos libros y algunos muy talentosos se ven detenidos en
su desarrollo por problemas económicos. </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD;">Pero más tristeza me da ver que a menudo no
eligen con cuidado su inversión y compran libros, que sin ser malos, no son
esenciales. </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD;">Es necesario optimizar los recursos, por lo
que siempre me parecieron útiles las guías de libros que aparecían muy de vez
en cuando en las revistas de ajedrez.</span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD;">Es por ello que inicio esta serie, donde daré
mi opinión, que siempre tengo en las mangas y ¡miren que tengo opinión de casí
cada<span style="mso-spacerun: yes;"> </span>cosa bajo el sol! y la expreso con
jacobina inclemencia. Si ahorro al lector unos pesos, me sentiré satisfecho. </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD;">Algunos me dirán que poner en INTERNET esto
supone otros posibles gastos de computadora, etc. </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD;">Pero en descargo, doy el argumento que he
tratado de editar material ajedrecístico a muy bajo precio, con el afán más de
divulgar la obra que de recuperar la inversión. </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD;">Hoy no hay nada mejor para disminuir el costo
monetario del conocimiento que la red de INTERNET.</span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD;">Además, con el pretexto de que estoy dando
una opinión de los libros, pondre extractos de ellos, creando una <b style="mso-bidi-font-weight: normal;">autentica antología</b> totalmente
gratuita, escodiendo una embozada piratería<span style="mso-spacerun: yes;">
</span>con el disfraz de hacer una “review”.</span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD;">Empezaré por recomendar algunos en español:</span></p>
<p class="MsoNormal" style="text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD;">“Mis Finales
Favoritos y estudios de grandes maestros”</span></b><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD;"> por Anatoli Karpov y Evgeni Gik.(I.S.B.N. :
84-88155-03-04) 1992 de Zugarto Ediciones S.A. Madrid España.</span></p>
<p class="MsoBodyText"><span lang="ES-TRAD">Un libro que vale cada peso que cuesta..
Capablanca recomendaba estudiar los finales antes que cualquier otra cosa y los
grandes maestros actuales le dan la razón. Zugarto Ediciones se ha destacado
por la excelente elección de sus títulos y con su presentación en rústica
siempre tienen un precio accesible.</span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD;">La mejor manera de leer este libro es
tratando primero de resolver las posiciones, con un esfuerzo serio. Más vale
una página muy bien leída que cien revisadas a velocidad. Un libro para leerse
lentamente.</span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD;"> </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD;">Veamos algunos libros <b style="mso-bidi-font-weight: normal;">en inglés</b>, ya que para el ajedrecista no debe haber barreras por
los idiomas.. </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD;"> </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD;">Un clásico, pero poco reconocido, es <b style="mso-bidi-font-weight: normal;">“Solitaire Chess”</b> por I.A. Horowitz.
(ISBN 0-88365-061-4) Galahad Books de Nueva York 1973, reproducción de la
edición de Chess Review 1962. </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD;">Otro libro para leerse en muchas horas.
Integrado por partidas en “troyka·, el mejor método de estudio para todas
categorías. Una admirable colección de partidas clásicas de ataque. Horowitz es
uno de los autores algo olvidados por las nuevas generaciones, lo que es muy
lamentable. </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD;">Este pequeño libro, por lo general barato, a
veces es difícil de conseguir. Vaya como paliativo que se han subido en la red
muchas versiones en PDF. No se lo pierdan.</span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD;">Para jugadores más ambiciosos, lo mejor es <b style="mso-bidi-font-weight: normal;">“Study Chess With Tal”</b> por Miguel Tal y
Alexander Koblenz. (ISBN 0 7134 3606 9 ) Editado por Batsford en 1978,
traducido del original en alemán de la edición de Walter Rau Verlag de
Dusseldorf, que tiene la mejor colección en Europa junto con la desaparecida
Sport Verlag de la entonces República Democrática Alemana. </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD;">Este libro es muy especial. Hay de libros a
libros, pero este apenas puede comentarse, pertenece a la mitología; así
simplemente. </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD;">El extracto que hice y envío a mis alumnos, esta
en español, con una traducción más o menos liberal que he preparado para que
gocen los hispano lectores y deseen hacer el esfuerzo de acercarse al idioma
inglés. </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD;">Un libro que es interactivo con el lector y
lleno de preguntas que obligan a hacer el esfuerzo que rendirá los mejores
frutos.</span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD;">Para concluir la inauguración de la serie,
elegí <b style="mso-bidi-font-weight: normal;">“El Medio Juego en Ajedrez”</b>
sección <b style="mso-bidi-font-weight: normal;">“Planeación”</b> de Piotr
Romanovsky. El clásico de clásicos en ruso<b style="mso-bidi-font-weight: normal;">.
El extracto que hice para mis alumnos es en español,</b> traducido del ruso
también muy liberalmente. Romanovsky es el pilar de la enseñanza del ajedrez
soviético. Afortunadamente hay una edición en inglés fácil de conseguir: “Chess
Middlegame Planning” Editada en 1990 por American Chess Promotions de Macon,
Georgia, EUA (ISBN 0-939298-80-5). Aunque a ratos no me gusta la traducción
realizada por Jimmy Adams (el extracto en español fue traducida directamente
del ruso), el libro es sencillamente <b style="mso-bidi-font-weight: normal;">imprescindible</b>.
</span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD;">Un libro para leerse varias veces. El que no
lo consiga, es que no es un verdadero bibliómano del ajedrez. Si yo pudiera
hacer una crónica de la historia del ajedrez soviético, el capítulo principal
estaría dedicado a Romanovsky. Afortunadamente en español tenemos la sección de
<b style="mso-bidi-font-weight: normal;">“Combinaciones en el Medio Juego”</b>, (el
extracto que hice para mis alumnos ha sido muy popular), de la valiosa
colección de Martínez Roca, que también es un volúmen que no debe faltar en la
biblioteca del buen ajedrecista.</span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD;">Para los ajedrecistas de la nueva ola,
Romanovsky, Blumenfeld, Rabinovich, Simagin, Ragozin y Levenfish son autores
casí desconocidos, pero ellos son los creadores de la escuela soviética de
ajedrez y sus trabajos son tesoros de la cultura ajedrecística. Con libros de
ellos y un buen habano H.Upmann, el estudiar ajedrez es un deleite. </span></p>
<p class="MsoNormal" style="text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD;">EL RINCON DEL
ESTUDIANTE</span></b></p>
<p class="MsoNormal" style="text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD;"> </span></b></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD;">Ahora revisaremos algunos textos que
pertenecen a la literatura internacional. </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD;">He seleccionado algunos libros que son
clásicos, mezclados con otros menos conocidos, pero muy importantes.</span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD;">Un libro que me recomendó el Maestro Eleazar
Jiménez Zerquera para utilizarlo en la enseñanza, fué el del notable escritor
norteamericano Irving Chernev: <b style="mso-bidi-font-weight: normal;">“The Most
Instructive Games of Chess Ever Played” </b>(62 Masterpieces of Chess
Strategy); ISBN 0-486-27302-4; Editado por Dover en 1992, reproducción de la
edición anterior de Simon & Schuster, de Nueva York 1965.<span style="mso-spacerun: yes;"> </span></span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD;">Dover se ha caracterizado por “revivir” a muy
bajo precio, excelentes clásicos de la literatura ajedrecística en inglés, (el
extracto esta traducido al español); y su selección constituye una colección
invaluable. Por su bajo precio, casí cada libro de la Dover es muy recomendable
de adquirir y en esta sección serán presentados varios títulos de esta
editorial. Irving Chernev (1900-1981) fue. </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD;">Junto a Fred Reinfeld, I. A. Horowitz y Ruben
Fine,<span style="mso-spacerun: yes;"> </span>parte de una generación de
escritores norteamericanos que fueron los mentores del ajedrez norteamericano.
Desgraciadamente algunos tratan con cierto menosprecio a escritores como
Reinfeld y Chernev. ¡Grave error!. </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD;">Además de ser prolíficos y de lograr el
difícil arte de explicar con claridad sus ideas, sus libros atrajeron al
estudio del ajedrez a millones de personas. </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD;">Algunos piensan que sobre el tablero no
fueron destacados jugadores. </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD;">Por el contrario, mostraron en su época ser
de los más talentosos y si no continuaron con una actividad mayor en el
tablero, fue porque su vocación de escritores y la difícil vida profesional del
ajedrecista en los años anteriores a la Segunda Guerra Mundial, los conminaron
a desempeñar otro papel, no menos importante, en el mundillo del ajedrez. </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD;">El texto que hoy reseñamos es una excelente
colección de partidas, explicadas ampliamente, en el estilo que hiciera popular
a Chernev con su “Ajedrez Lógico jugada a jugada”, pero esta vez con la mira de
ser instructivo para jugadores intermedios o avanzados. </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD;">Pienso que este libro es una adición
importante a toda coleccion del ajedrecista que se respete.</span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD;">No podía sino mencionar a <b style="mso-bidi-font-weight: normal;">Capablanca</b>. Un libro clásico, pero
excesivamente difícil de conseguir es <b style="mso-bidi-font-weight: normal;">“My
Chess Carrer”.</b> El extracto es inglés, como fue escrito originalmente. Este
archivo hay que guardarlo bien, esta realizado hace más de diez años y lo
efectué cuando hacía mis pininos en Chess Base 1. Como todo libro escrito por
José Raúl Capablanca Graupera, es una joya. Cualquier libro escrito por él que
puedan adquirir, será una adición mágnifica y una verdadera buena inversión.
Agregue algunos extractos de “Fundamentos del Ajedrez”, <b style="mso-bidi-font-weight: normal;">“Chess Fundamentals”</b> original. El libro <b style="mso-bidi-font-weight: normal;">My Chess Carrer”</b> lo escribió Capablanca como argumento para hacer
que la opinión pública internacional presionara a Emanuel Lasker a disputar su
campeonato mundial. Fue realizado antes de 1921, y cumplió su objetivo. Lasker
se vió “obligado” a viajar a La Habana y terminó rindiendo su título al genial
cubano.</span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD;">Para terminar este rincón, pasaremos a los
libros de <b style="mso-bidi-font-weight: normal;">Aaron Nimzovich</b>, un gran
pensador que revolucionó el ajedrez en el campo de las ideas<b style="mso-bidi-font-weight: normal;">.”Chess Praxis”</b>, o la <b style="mso-bidi-font-weight: normal;">Práctica de Mi Sistema</b>, ha sido editado
múltiples veces. Algunos comentaristas actuales no dan valor a las enseñanzas
de Nimzovich y lo estiman exagerado en sus conceptos, pero una buena biblioteca
debe tener sus volúmenes. </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD;">Añado a mis cursos via email, extractos de su
libro <b style="mso-bidi-font-weight: normal;">“El Bloqueo</b>” , otrora muy
difícil de conseguir, pero ahora ha sido reeditado en diferentes versiones en
inglés.<span style="mso-spacerun: yes;"> </span>Un libro contemporáneo
analizando la carrera creativa de Nimzovich, fue realizado por Raymond Keene, <b style="mso-bidi-font-weight: normal;">“Nimzovich A Reappraisal</b>”, una piedra
roseta para comprender a Nimzovich y por ello recomendable. A mis alumnos les
agradó el extracto del mismo. </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD;">También recomendado por Jiménez era el libro <b style="mso-bidi-font-weight: normal;">Schach Training</b> de <b style="mso-bidi-font-weight: normal;">Samarian.</b> Con él termino este rincón. El extracto que primero hice
para mis alumnos estaba en su original alemán,<span style="mso-spacerun: yes;">
</span>pero muy bien elaborado como tutorial en Chess Base, gracias a aficionados
alemanes. Pero ya hace años lo pase al castellano. Un buen remate para este
rincón.<span style="mso-spacerun: yes;"> </span></span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD;">En resumen, una antología de antología.
Disfrutenla, y no dejjen de enviar sus comentarios. El GM, Juan Carlos Gonzalez
Zamora, se queja de que estoy muy activo en INTERNET, pero es mi manera de
realizar un servicio a los ajedrecistas ávidos de información y una manera de
seguir siendo entrenador, cuando actualmente no puedo dar cauce<span style="mso-spacerun: yes;"> </span>a una vocación que llevo muy adentro.
Recuerden, cuando Dios ve un buen maestro sonríe. Déjenme aspirar a seguir
siendo el profesor de ajedrez que logré una sonrisa del “jefe”<span style="mso-spacerun: yes;"> </span></span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD;">Y ser como lo ejemplificó Antonio Machado: </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD;">“ Y al fin al cabo nada os debo, me debéis
cuanto he escrito, con mi dinero pago la mansión que habito y el lecho donde
yago.”</span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD;"> <img alt="" 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" 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</p><p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">UN SISTEMA DE ENTRENAMIENTO CON RAICES SOVIETICAS INSPIRADO
EN BOBBY FICHER Y BASADO EN VASIUKOV Y GIPSLIS, CON INFLUENCIA DEL GM TORRE
REPETTO.</span></b></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"> </span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">En
celebración del aniversario de Bobby Fischer ofertó un curso muy especial y con
bases en notas publicadas en Rusia sobre Fischer recientemente y las que se hicieron
en 1972 en la URSS en un grupo especial ruso de estudio sobre el ajedrez de
Fischer para ver como vencerlo y en donde el papel mas interesante, a mi ver lo
tuvo el excelente entrenador GM Vasiukov.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">El GM
Evgueni Andreyevich Vasiukov aprendió a jugar ajedrez a los 15 años, a una edad
en que algunos jugadores de la India ya esperan ser grandes maestros y hay casi
una docena de jugadores que lograron a esa edad el máximo título. </span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Otro famoso
gran jugador ruso, Mikhail Chigorin comenzó también a jugar a esa edad y logró
ser retador al campeonato mundial.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Vasiukov era
un niño durante la segunda guerra mundial y de su natal Moscú fue evacuado a
Tula. </span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Andrey
Vasiukov, su padre combatió y falleció en la gran batalla de Kursk, donde
prácticamente los soviéticos acabaron con la principal fuerza bélica de la
Alemania nazi.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Poco después
de aprender a jugar, en poco más de seis años, Vasiukov ganó el Campeonato de
la ciudad más fuerte en ajedrez del mundo, Moscú. </span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Vasiukov
tuvo influencia de grandes entrenadores residentes en Moscú como Levenfish en
una época, y de algunos conferencistas de otras ciudades, sobre todo de
Romanovsky e Ilia Kahn y del entrenador en jefe de la ciudad de Kiev,
Konstantinopolsky.<b style="mso-bidi-font-weight: normal;"><span style="mso-no-proof: yes;"> </span></b></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Vasiukov decía
que entre Levenfish, Yudovich, Botvinnik y Kotov habría que buscar su principal
mentor.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Vasiukov
ganó más de cincuenta torneos, pero como second de Viktor Korchnoi, Anatoli
Karpov, Mikhail Tal, Efim Geller, además de que entreno más de diez equipos nacionales
de la URSS y Rusia en las olimpiadas mundiales de ajedrez, logró reconocida
fama como entrenador. </span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">En 1995 se
convirtió en Campeón Mundial Senior. </span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Gran jugador
de blitz, desarrolló un sistema especial de entrenamiento, pero aunque escribió
muchos artículos, publicó sólo un libro de tiraje significativo sobre el
Campeonato Mundial en 1996, aunque si unas dos docenas de cuadernos para
entrenamiento que se usaron mucho por sus pupilos en eventos internacionales y
que traduje al castellano hace 20 años..</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Su trabajo
con el futuro gran maestro Marcel Sisniega en 1976 y 1977, fue muy importante,
con sus notas, para mi labor de dos décadas en la UNAM. </span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Tuve la
fortuna de ser el traductor y prácticamente recibí clases de como entrenar,
aunque el objetivo de Vasiukov era preparar a Marcel para los mundiales
juveniles, eventos en que Marcel se colocó entre los diez primeros del mundo. </span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Los
resultados de Marcel y del equipo mexicano en el Campeonato Mundial Estudiantil
de 1977, en que fui capitán y entrenador demostraron que “el Método Vasiukov”
era muy práctico y exitoso, aunque quizás mi interpretación de ese método tenía
algunas deficiencias, como en 1980 me lo mostrase el GM Gipslis, pero ya en
1987 tuve la oportunidad que el propio Vasiukov me hiciera algunas acotaciones.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Vasiukov
influyó para que en el Boletín Central de la URSS apareciera un trabajo en que
se reconoce la influencia del GM Carlos Torre Repetto en el sistema de
enseñanza de ajedrez en la URSS, e incluso en la portada se recordó al GM
Torre.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">El “Método
Vasiukov” influyó en el de Dvoretsky y en general, a través de Razuvayev y
otros, en el sistema seguido por la Escuela de Botvinnik de Moscú.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Básicamente
es a base de resolución de posiciones y troykas, visualización del tablero,
visión de colocación ideal de piezas y aplicación y habitos de usar algoritmos.
</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Ejercicios,
ejercicios y más ejercicios. </span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Reducción a seis esquemas de aperturas:</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">, </span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Uno básico, </span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Otro hiper
agresivo, </span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Uno de
contención, </span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Otro de
agresión “limitada” y </span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Dos de
“exploración” y “sorpresas”. </span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">El blitz lo
recomienda Vaisukov para entrenar líneas de aperturas, así como familiarización
de esquemas.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"><span style="mso-spacerun: yes;"> </span>“No es otra cosa que los lineamientos de
Levenfish y Kahn” decía Vasiukov.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Vasiukov
colaboró una vez con el equipo nacional de Perú, así como con el de Turquía y
sería muy interesante saber que tanto influyó en la evolución técnica de esos
países.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">La aparición
en febrero de 2020 del libro “Mi amigo Vasiukov” por Alexandr Nikitin, famoso
entrenador de Kasparov, me dio oportunidad de aclarar algunas dudas, confirmar
notas y revisar algunas cosas.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Hice, con
otras traducciones de ideas de Shereshevsky sobre finales, otro libro que
apareció en 2020, un paquete para entrenar en poco más de un mes, cinco
semanas, que ofrezco a jugadores en dos niveles, más de 1500 y más de 2000. Lo
ofertaré solo a cinco jugadores por nivel y para comenzar el 16 de marzo. </span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Como extra
se suma mucho material del “Paquete Fischer actualizado” una antología de lo
publicado en Rusia de 2021 a febrero de 2023 muy ESPECIAL.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Se cierran
pedidos el 13 de marzo. Costo 800 pesos, o 45 dólares, informes en
chesscom@hotmail.com</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Temario:</span></b></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Visualización
y Cálculo de Variantes.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Finales
“radioactivos” de aprendizaje. (Los finales claves mas igual).</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Algoritmos,
uso y hábitos.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">6 Esquemas
de apertura.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Repertorio
agudo.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Repertorio
clásico</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">50 pryomes.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Programación
de entrenamientos y uso de cuadernos.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Recordar que solo son 5 jugadores por nivel y se
cierran pedidos el 13 de marzo.</span></b><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"> </span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Comenzamos
16 de marzo, cinco semanas por email.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Inscripciones:
</span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">chesscom@hotmail.com</span></b></p><p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"><img alt="" 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" 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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 5"/>
<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Closing"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Signature"/>
<w:LsdException Locked="false" Priority="0" SemiHidden="true"
UnhideWhenUsed="true" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Message Header"/>
<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Salutation"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Date"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Theme"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 1"/>
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</p><p class="MsoNormal" style="text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span lang="ES-MX">Comentando Libros de Ajedrez, GM Lev Alburt autor de
lujo.</span></b></p>
<p class="MsoNormal" style="text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span lang="ES-MX">(En homenaje al Maestro Alejandro Baez Graybelt).</span></b></p>
<p class="MsoNormal" style="text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span lang="ES-MX">Por MI Raúl Ocampo Vargas</span></b></p>
<p class="MsoNormal" style="text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span lang="ES-MX"> </span></b></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">La serie de
libros del GM Lev Alburt ya ha obtenido una bien ganada fama de calidad y de
utilidad. Prácticamente cada uno de ellos me ha motivado a hacer una reseña y
recomendación a adquirirlo.</span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">Cuando en la
Internet leía la noticia de un nuevo volumen editado dentro de la serie, apenas
podía reprimir la ansiedad de conseguirlo y revisarlo, sin calma en la “caput”.
Gracias a algunos amigos que viajan fuera del país, y a la red de escaneadores
de librismobtengo sin dilación los libros tan pronto aparecen, cuando
encargarlos por correo antes se me dificultaba debido a mis trashumantes
costumbres recién adquiridas, a las grebeleures, La Poste, y a un cierto
problema con los apartados postales del sistema de correos de mi país…Pero
ahora, en pdf,o pgn, uno va juntando miles de libros.</span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">El caso es que <span style="mso-spacerun: yes;"> </span>cuando apareció el libro: <b style="mso-bidi-font-weight: normal;">“Chess Openings for Black, Explained”</b> (Aperturas de Ajedrez para
las negras, explicadas) teniendo como coautores a los Grandes Maestros Lev
Alburt, Roman Dzindzichashvili y al Maestro Internacional Eugene Perelshteyn,
sabía que sería la fuente de muchas clases y muchas sugerencias para todos los
niveles de jugadores.</span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">No cabe duda que
estos maestros, con la colaboración de Al Lawrence han creado una obra
magnífica, clara, editada y diseñada con cuidado, que, como siempre, satisface
la expectativa de quienes la adquieren.</span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">Es la
decimosegunda producción del “Chess Information and Research Center, que
mantiene la calidad de sus antecesores y que mejora, en algunos aspectos, como
con cada tomo nuevo, su presentación pedagógica.</span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">El equipo
editorial encabezado por el GM Alburt, va siguiendo un plan para dotar a sus
lectores de una biblioteca que cubra todas las necesidades del jugador práctico
que ambiciona superarse en ajedrez.</span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">Si bien la
elección de sistemas que deben integrar un repertorio responde a gustos y
necesidades personales, las proposiciones de Alburt son muy satisfactorias,
cuidando el que no se formen lagunas en la preparación de las aperturas que se
sugieren.</span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">Es difícil
encontrar algún pero en la gran mayoría de las variantes presentadas, pues su
elección es honesta y bien medida. El formato del libro facilita la comprensión
de todos los planteos propuestos y en algunos casos va más allá de lo
estrictamente necesario, sin escatimar diagramas ni espacio. Si bien está
enfocado a la gran masa de jugadores que participan en torneos, no deja
insatisfechos a jugadores de los niveles superiores.</span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">El precio del
libro era más que adecuado, teniendo en cuenta su tamaño, 550 páginas, y la
calidad de encuadernación e impresión es superior al promedio de libros de
costos similares.</span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">Los libros sobre
repertorios de aperturas tienen gran éxito por su valor práctico para jugadores
que son asiduos a torneos pero que cuentan con poco tiempo aparte del dedicado
a la participación en eventos. </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX"> </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">Algunos
entrenadores discuten sobre estudiar variantes “tan digeridas”, pero nadie
niega las ventajas que tiene este enfoque pragmático para “ahorrar” tiempo del
estudio de aperturas para dedicarlo al estudio del medio juego.</span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">Desde este punto
de vista, yo en lo personal recomiendo este estudio por repertorio, siempre que
el estudiante dedique más tiempo al estudio de sus propias partidas y al medio
juego; pues considero que en la etapa formativa de un jugador es imprescindible
dedicar el grueso del tiempo a disposición en estudiar posiciones de medio
juego y dedicar a las aperturas el menor tiempo que uno pueda sin caer en un
“analfabetismo en planteos” que perjudique los resultados prácticos en torneos.</span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">Los libros de
repertorios como los de Marovic y Keene me parecían que eran la punta del
estado del arte en ese sentido, pero este de Alburt realmente los superó, tanto
por su extensión, como por su presentación, que hace realmente asequibles al
lector promedio el dotarse de un repertorio confiable con las negras sin
grandes complicaciones. </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">Enfoca bien los
tres principios de la apertura, Estrategia, Estructura de peones y Espacio, con
una buena cantidad de explicaciones que justifica el título del libro.</span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">Después de más
de seis décadas de haber aparecido el libro del Gran Maestro Ruben Fine, “Ideas
Behind of the Chess Openings”, los lectores de habla inglesa contaban, por fin,
con un libro digno de ser nominado como sucesor de aquel gran clásico.</span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">Entre tantos
cientos de libros sobre aperturas, donde sólo un par de decenas se salvan de la
mediocridad, resaltan estas producciones de Alburt como oasis en un desierto de
confusiones bibliográficas caissanas, más bien malsanas.</span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">Me gustan mucho
los libros de Alburt….¿Qué más puedo decir?</span></p><p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX"><img alt="" src="data:image/png;base64,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" 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Name="envelope return"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="footnote reference"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation reference"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="line number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="page number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="endnote reference"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="endnote text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="table of authorities"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="macro"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="toa heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 5"/>
<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Closing"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Signature"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="true"
UnhideWhenUsed="true" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Message Header"/>
<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Salutation"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Date"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Theme"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
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</p><p class="MsoNormal"><span lang="ES-MX">RECOMENDACIONES DE JOSE RAUL CAPABLANCA.</span></p>
<p class="MsoNormal"><span lang="ES-MX"> </span></p>
<p class="MsoNormal" style="margin-left: 18.0pt; mso-list: l1 level1 lfo1; tab-stops: list 18.0pt; text-align: justify; text-indent: -18.0pt;"><span lang="ES-MX" style="mso-bidi-font-family: Arial; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="ES-MX">En las aperturas, saque sus
piezas con rapidez y enroque temprano, mejor si lo hace en el flanco del rey.
Por lo regular el enroque, hace más fuerte y segura la posición de su rey.</span></p>
<p class="MsoNormal" style="margin-left: 18.0pt; mso-list: l1 level1 lfo1; tab-stops: list 18.0pt; text-align: justify; text-indent: -18.0pt;"><span lang="ES-MX" style="mso-bidi-font-family: Arial; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="ES-MX">En los finales, cuando se han
cambiado las damas, y<span style="mso-spacerun: yes;"> </span>sólo quedan una o
dos piezas menores con los peones, saque a su rey hacia el centro del tablero.
También avance sus peones rápidamente. Los finales de peones, por regla
general, sólo se ganan coronado uno de ellos. A menudo la victoria se lleva el
más rápido en hacerlo.</span></p>
<p class="MsoNormal" style="margin-left: 18.0pt; mso-list: l1 level1 lfo1; tab-stops: list 18.0pt; text-align: justify; text-indent: -18.0pt;"><span lang="ES-MX" style="mso-bidi-font-family: Arial; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="ES-MX">Coordine la acción de sus
piezas. Las incursiones esporádicas con piezas aisladas, usualmente son fatales
contra un oponente alerta. Por lo general, también es aconsejable, en especial
a comienzo de la partida, mantener unidos sus peones.</span></p>
<p class="MsoNormal" style="margin-left: 18.0pt; mso-list: l1 level1 lfo1; tab-stops: list 18.0pt; text-align: justify; text-indent: -18.0pt;"><span lang="ES-MX" style="mso-bidi-font-family: Arial; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="ES-MX">Adiéstrese en mover rápida y
reflexivamente, nunca con apresuramiento.</span></p>
<p class="MsoNormal" style="margin-left: 18.0pt; mso-list: l1 level1 lfo1; tab-stops: list 18.0pt; text-align: justify; text-indent: -18.0pt;"><span lang="ES-MX" style="mso-bidi-font-family: Arial; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="ES-MX">Haga un juego agresivo, a menos
que la experiencia le enseñe que su temperamento lo hace incapaz de ello. Tome
la iniciativa en cada oportunidad. Tomar la iniciativa es una ventaja.</span></p>
<p class="MsoNormal" style="margin-left: 18.0pt; mso-list: l1 level1 lfo1; tab-stops: list 18.0pt; text-align: justify; text-indent: -18.0pt;"><span lang="ES-MX" style="mso-bidi-font-family: Arial; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">6.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="ES-MX">En las aperturas, saque por lo
menos un caballo antes de sacar los alfiles.</span></p>
<p class="MsoNormal" style="margin-left: 18.0pt; mso-list: l1 level1 lfo1; tab-stops: list 18.0pt; text-align: justify; text-indent: -18.0pt;"><span lang="ES-MX" style="mso-bidi-font-family: Arial; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">7.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="ES-MX">Ponga sus torres en las
columnas abiertas.</span></p>
<p class="MsoNormal" style="margin-left: 18.0pt; mso-list: l1 level1 lfo1; tab-stops: list 18.0pt; text-align: justify; text-indent: -18.0pt;"><span lang="ES-MX" style="mso-bidi-font-family: Arial; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">8.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="ES-MX">Juegue combinaciones en cada
oportunidad para desarrollar su imaginación.</span></p>
<p class="MsoNormal" style="margin-left: 18.0pt; mso-list: l1 level1 lfo1; tab-stops: list 18.0pt; text-align: justify; text-indent: -18.0pt;"><span lang="ES-MX" style="mso-bidi-font-family: Arial; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">9.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="ES-MX">Jamás titubée al hacer una
jugada por miedo de perder. Siempre que usted piense que una jugada es buena,
siga adelante y hágala. La experiencia es el mejor maestro. Tenga en cuenta que
usted puede aprender mucho más de una partida que pierda que de una que gane.
Usted tendrá que perder centenares de partidas antes de convertirse en un buen
jugador.</span></p>
<p class="MsoNormal" style="margin-left: 18.0pt; mso-list: l1 level1 lfo1; tab-stops: list 18.0pt; text-align: justify; text-indent: -18.0pt;"><span lang="ES-MX" style="mso-bidi-font-family: Arial; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">10.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="ES-MX"><span style="mso-spacerun: yes;"> </span>En las aperturas, evite mover
la misma pieza dos veces. Ello retarda su desarrollo. También mueva las piezas
con preferencia a los peones.</span></p>
<p class="MsoNormal" style="margin-left: 18.0pt; mso-list: l1 level1 lfo1; tab-stops: list 18.0pt; text-align: justify; text-indent: -18.0pt;"><span lang="ES-MX" style="mso-bidi-font-family: Arial; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">11.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="ES-MX">Tome todo peón o pieza que se le ofrezca, a menos que vea un peligro
inmediato.</span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX"> </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">En las aperturas
debemos enfatizar:</span></p>
<p class="MsoNormal" style="margin-left: 18.0pt; mso-list: l2 level1 lfo2; tab-stops: list 18.0pt; text-align: justify; text-indent: -18.0pt;"><span lang="ES-MX" style="mso-bidi-font-family: Arial; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="ES-MX">Rápido y sólido desarrollo,
evitando la creación de cualquier debilidad permanente. Entiéndase que si por
medio de su desarrollo usted induce a su oponente a crear cualquier debilidad,
tanto mejor. El desarrollo se debe dirigir al dominio del centro, ya por la
inmediata posesión de él por los peones, ya por la acción de largo alcance de
las piezas.</span></p>
<p class="MsoNormal" style="margin-left: 18.0pt; mso-list: l2 level1 lfo2; tab-stops: list 18.0pt; text-align: justify; text-indent: -18.0pt;"><span lang="ES-MX" style="mso-bidi-font-family: Arial; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="ES-MX">No mueva la misma pieza dos
veces antes de que haya ocurrido el desarrollo completo.</span></p>
<p class="MsoNormal" style="margin-left: 18.0pt; mso-list: l2 level1 lfo2; tab-stops: list 18.0pt; text-align: justify; text-indent: -18.0pt;"><span lang="ES-MX" style="mso-bidi-font-family: Arial; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="ES-MX">Evite la pérdida material sin
plena compensación.</span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX"> </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">En el medio
juego:</span></p>
<p class="MsoNormal" style="margin-left: 18.0pt; mso-list: l3 level1 lfo3; tab-stops: list 18.0pt; text-align: justify; text-indent: -18.0pt;"><span lang="ES-MX" style="mso-bidi-font-family: Arial; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="ES-MX">Coordine la acción de sus
piezas.</span></p>
<p class="MsoNormal" style="margin-left: 18.0pt; mso-list: l3 level1 lfo3; tab-stops: list 18.0pt; text-align: justify; text-indent: -18.0pt;"><span lang="ES-MX" style="mso-bidi-font-family: Arial; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="ES-MX">El dominio del centro es
esencial para materializar un ataque acertado contra el rey.</span></p>
<p class="MsoNormal" style="margin-left: 18.0pt; mso-list: l3 level1 lfo3; tab-stops: list 18.0pt; text-align: justify; text-indent: -18.0pt;"><span lang="ES-MX" style="mso-bidi-font-family: Arial; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="ES-MX">Los ataques directos y
violentos contra el rey deben hacerse en masa, con toda la fuerza, para
asegurar su éxito. La oposición debe vencerse a cualquier costo. El ataque no
se puede dejar sin concluir porque esto significa, generalmente, la derrota.</span></p>
<p class="MsoNormal" style="margin-left: 18.0pt; mso-list: l3 level1 lfo3; tab-stops: list 18.0pt; text-align: justify; text-indent: -18.0pt;"><span lang="ES-MX" style="mso-bidi-font-family: Arial; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="ES-MX">Si las otras cosas son iguales,
cualquier ganancia de material, por pequeña que sea, significa la victoria.</span></p>
<p class="MsoNormal" style="margin-left: 18.0pt; mso-list: l3 level1 lfo3; tab-stops: list 18.0pt; text-align: justify; text-indent: -18.0pt;"><span lang="ES-MX" style="mso-bidi-font-family: Arial; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="ES-MX">La posición tiene el primer
lugar, el material viene después. El espacio y el tiempo son factores
complementarios de la posición.</span></p>
<p class="MsoNormal" style="margin-left: 18.0pt; mso-list: l3 level1 lfo3; tab-stops: list 18.0pt; text-align: justify; text-indent: -18.0pt;"><span lang="ES-MX" style="mso-bidi-font-family: Arial; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">6.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="ES-MX">Si la partida ha de decidirse
en un final, considere el tipo de final que ha de presentarse antes de cambiar
piezas.</span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX"> </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX">En los finales:</span></p>
<p class="MsoNormal" style="margin-left: 18.0pt; mso-list: l0 level1 lfo4; tab-stops: list 18.0pt; text-align: justify; text-indent: -18.0pt;"><span lang="ES-MX" style="mso-bidi-font-family: Arial; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="ES-MX">El tiempo aumenta su
importancia en los finales.</span></p>
<p class="MsoNormal" style="margin-left: 18.0pt; mso-list: l0 level1 lfo4; tab-stops: list 18.0pt; text-align: justify; text-indent: -18.0pt;"><span lang="ES-MX" style="mso-bidi-font-family: Arial; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="ES-MX">Dos alfiles son mejores que dos
caballos.</span></p>
<p class="MsoNormal" style="margin-left: 18.0pt; mso-list: l0 level1 lfo4; tab-stops: list 18.0pt; text-align: justify; text-indent: -18.0pt;"><span lang="ES-MX" style="mso-bidi-font-family: Arial; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="ES-MX">Un alfil es mejor, por lo
general, que un caballo, pero no siempre.</span></p>
<p class="MsoNormal" style="margin-left: 18.0pt; mso-list: l0 level1 lfo4; tab-stops: list 18.0pt; text-align: justify; text-indent: -18.0pt;"><span lang="ES-MX" style="mso-bidi-font-family: Arial; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="ES-MX">Torre y alfil son mejores, por
lo general, que torre y caballo.</span></p>
<p class="MsoNormal" style="margin-left: 18.0pt; mso-list: l0 level1 lfo4; tab-stops: list 18.0pt; text-align: justify; text-indent: -18.0pt;"><span lang="ES-MX" style="mso-bidi-font-family: Arial; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="ES-MX">Dama y caballo son,
generalmente, mejores que dama y alfil.</span></p>
<p class="MsoNormal" style="margin-left: 18.0pt; mso-list: l0 level1 lfo4; tab-stops: list 18.0pt; text-align: justify; text-indent: -18.0pt;"><span lang="ES-MX" style="mso-bidi-font-family: Arial; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">6.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="ES-MX">Los peones son más fuertes
cuando todos están en la misma línea.</span></p>
<p class="MsoNormal" style="margin-left: 18.0pt; mso-list: l0 level1 lfo4; tab-stops: list 18.0pt; text-align: justify; text-indent: -18.0pt;"><span lang="ES-MX" style="mso-bidi-font-family: Arial; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">7.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="ES-MX">Cuando el oponente posee un
alfil, por lo general es mejor que usted tenga sus peones en casillas del mismo
color que el alfil de su adversario. Cada vez que usted tenga un alfil, téngalo
o no su adversario, mantenga sus peones en casillas de color opuesto al de su
propio alfil.</span></p>
<p class="MsoNormal" style="margin-left: 18.0pt; mso-list: l0 level1 lfo4; tab-stops: list 18.0pt; text-align: justify; text-indent: -18.0pt;"><span lang="ES-MX" style="mso-bidi-font-family: Arial; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">8.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="ES-MX">El rey, una pieza puramente
defensiva durante la apertura y el medio juego, muy a menudo se convierte en
los finales en una pieza ofensiva. En muchos finales el rey es el factor
decisivo.</span></p>
<p class="MsoNormal" style="margin-left: 18.0pt; mso-list: l0 level1 lfo4; tab-stops: list 18.0pt; text-align: justify; text-indent: -18.0pt;"><span lang="ES-MX" style="mso-bidi-font-family: Arial; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">9.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="ES-MX">En los finales de una o dos
piezas menores, generalmente, se debe avanzar el rey hacia el centro del
tablero. En los finales de rey y peones casi invariablemente se debe hacer así.</span></p>
<p></p>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-4471653020817176631.post-38920331254767172292023-03-05T18:30:00.001-06:002023-03-05T18:30:08.800-06:00<p><img src="http://www.ciudadajedrez.com/fotos/galeriageneral/157356_spassky.JPG" /> <!--[if gte mso 9]><xml>
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</p><p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">PSICOLOGIA Y
PROFILAXIS DEL AJEDREZ </span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">MI Raúl
Ocampo Vargas.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Para los que
no son asiduos practicantes del ajedrez, pero si estudiosos de las diversas
características del juego ciencia, se dan supuestos que carecen de fundamentos
reales al 100%.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">En el ajedrez
se da un combate entre dos intelectos. Cada uno trata de hacer caer en el error
a su oponente y vencer sus defensas, victimar al rey contrario y así ganar la
partida.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Dado que en
cada jugada se tiene que tomar una decisión entre varias opciones, se supone
que el jugador compara los escenarios futuros a que conducirá cada opción,
establecerá cual escenario le es más favorable y elegirá la opción que le
conduce a dicho escenario como su jugada a efectuar.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Entonces la
capacidad de ver los escenarios futuros es un requisito fundamental para el
éxito.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Como la
historia de los conflictos humanos en general y la recopilación de la práctica
entre los mejores jugadores de ajedrez del mundo enseña, más que victorias
obtenidas por aciertos, se presentan derrotas causadas por errores. Siendo
entre los principales, el subvalorar desastres que debieran considerarse
predecibles. </span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Es decir,
los jugadores más hábiles de ajedrez han desarrollado métodos y hábitos para
detectar a tiempo desastres provocados por el contrincante y que son
predecibles.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Los
estudiosos de los beneficios que la práctica del ajedrez puede dar a un ser
humano, al advertir que esta habilidad, que se tiene por fuerza que adquirir
por la práctica continúa del ajedrez, es una muy valiosa para desempeñarse en
la vida diaria, laboral, social y política; concuerdan en manifestar que el
ajedrez es una manera de entrenarse mentalmente de manera positiva.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">El error
esta en suponer que todos los ajedrecistas en todas las partidas y en todas las
jugadas pensamos y tomamos decisiones de manera racional y consciente. </span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Los
ajedrecistas prácticos, sabemos que no es así. Nadie piensa en cada jugada y
cada partida. Más o menos medio pensamos. Muchas veces jugamos más por
intuición que por otra cosa. Jugamos a base de hábitos y métodos. Y el valor
del ajedrez puede incluso ser más importante que lo supuesto, pues los hábitos
que adquirimos pueden ser de gran valor.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Lo que esta
claro para todos es que lo más importante es “ver el futuro”, pues sin ello no
se puede seleccionar una jugada. Pero más que “ver”, especulamos.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">En la
predicción de “desastres predecibles” es donde más nos equivocamos.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Es por ello
que este aspecto ha sido de lo más estudiado.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Nos
esforzamos en predecir el daño que se nos quiere infringir. Lo primero entonces
es detectar las amenazas del oponente.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Anticipar y
evitar las amenazas del contrario requiere varios pasos: desde reconocer la
amenaza, hasta hacerla una prioridad y movilizar los recursos para frenarla.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">A esto se le
conoce como “Proceso RPM”, reconocimiento, fijar su prioridad y movilización.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">La falla en
cualquiera de estas tres fases puede ser de gran costo en la partida.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">¿Porqué
realizamos de manera deficiente el proceso? ¿Por qué somos vulnerables?</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">La mente
humana es un instrumento imperfecto y que además no es bien aprovechado por su
propietario.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Las
investigaciones han demostrado que la mayoría de los jugadores al realizar el
proceso “RPM” cometemos un mar de fallas que nos llevan a pasar por alto
amenazas importantes del enemigo. Algunos de los errores mas comunes son los
siguientes:</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">1. Tendemos
a abrigar ilusiones de que las cosas están mejores de lo que son en realidad.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">2. Damos
gran peso a la evidencia que apoya nuestras ideas preconcebidas y minimizamos
la que pone en duda tales ideas.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">3. Prestamos
poca atención a lo que hace el contrincante, por lo que a menudo nos sorprende.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">4. Somos
criaturas del presente. Intentamos mantener el status quo a la vez que
minimizamos la importancia del futuro. Preferiríamos evitar un poco de dolor
hoy que mucho dolor mañana. </span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">La
objetividad es la virtud más valiosa para un ajedrecista y esta requiere
establecer con precisión la intención del oponente. Tenemos que “adivinarlo”.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">La
literatura de ajedrez sobre “métodos” para predecir lo que se vendrá en una partida
de ajedrez es, proporcionalmente, tan abundante como en el tema de las
predicciones de la fortuna del ser humano.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"> </span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Todos
quisiéramos ser unos “Nostradamus” del ajedrez y anticipar las intenciones y
jugadas del oponente, para atajar su camino de manera oportuna. </span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Los grandes
“anticipadores” se convierten en campeones mundiales. Botvinnik, Petrosian y
Karpov, son los clásicos exponentes del arte de la prevención ajedrecística que
bautizara el gran teórico y jugador Aaron Nimzovich con el termino de
“Profilaxis”.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"> </span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Esos
jugadores eran como el personaje de esa serie de televisión que puede ver lo
que pasará en los siguientes cinco minutos y es incapturable pues sabe donde lo
quiere alcanzar o emboscar el enemigo y sabe la trayectoria exacta de una bala
y puede esquivarla moviéndose oportunamente. </span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Si los
ajedrecistas fuéramos expertos en Profilaxis y aplicáramos eso a los temas de
seguridad nacional o a la economía en empresas o instituciones, seríamos
capaces de anticipar los desastres predecibles y nuestros servicios serían muy
demandados y excelentemente retribuidos.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Pero el caso
es que en los torneos las frases más frecuentes después de una partida de
torneo son: “No la vi”, “Se me paso”, No se me ocurrió”, “Me sorprendió”, ”Se
me olvido”, etc.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">El
conocimiento se puede adquirir, hay muchos libros excelentes para informarnos,
pero mas que de conocimiento, el asunto es de Actitud y Acción.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Sólo con
Actitud y Acción se adquieren los hábitos que constituyen una conducta
adecuadamente profiláctica. Y escribo “adecuadamente”, para resaltar el hecho
de que a cada situación, a cada posición corresponde una conducta profiláctica
distinta. </span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Uno tiene
que ser cuidadoso siempre y buscar indicios en la posición, pero es diferente
como hacerlo cuando las piezas propias y las enemigas están a una distancia
fuera de tiro unas de otras a cuando las piezas están trabadas en combate
directo, tienen relaciones y contactos, es decir sus trayectorias y sus radios
de acción se entrecruzan. En el primer caso, no hay mucho de que cuidarse,
aunque siempre hay algo. En el segundo, cada detalle cuenta y el más mínimo
error cuesta una pieza o más. </span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Es sencillo,
como en el beisbol, si no hay hombres en base no hay dobleplay.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Ahora que
estamos en medio de una crisis económica, es imposible dejar de pensar que
algunos economistas hubiera sido bueno que fuesen buenos jugadores de ajedrez.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">A menudo,
las señales de una crisis inminente están a todo nuestro alrededor, pero hay
que aprender a ver el peligro antes de que sea demasiado tarde.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Como le
agradaba decir al Profesor Watkins de la Facultad de Administración de Empresas
de Harvard: “Si eres incapaz de mantenerte delante de un desastre potencial en
desarrollo, te encontrarás atrapado en una modalidad de reacción. Te
convertirás en víctima de las circunstancias más bien que en dueño de tu propio
destino”</span></p>
<p class="MsoNormal"> </p>
<p></p>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-4471653020817176631.post-45599691164206208722023-03-05T18:12:00.001-06:002023-03-05T18:14:15.483-06:00<p> PROXIMAMENTE NUEVOS ARTICULOS EN ESTE BLOG</p><p><br /></p><p>A partir de marzo de 2023 incrementaré la publicación de artículos y materiales de estudio, como las traducciones del material oficial en la URSS para preparar a niños y jovenes, asi como mucha documentación recuperada de los grandes del entrenamiento en ajedrez con los que tuve contacto a lo largo de 50 años de ser entrenador profesional de ajedrez. ESTEN PENDIENtES,<br /></p>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-4471653020817176631.post-38794802443950625512019-08-28T00:56:00.002-05:002019-08-28T00:56:42.452-05:00SECRETOS PARA MEJORAR DE DUGLY A KRAMNIK Y METODO “GENEVA”<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-osiuCOcwNJU/XWYXkF_FxiI/AAAAAAAAG24/x4tz2e8OmnQObZuVvMfvZlagINubZhxKgCLcBGAs/s1600/3658969-mujer-est%25C3%25A1-haciendo-sopa-de-verduras.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1300" data-original-width="986" height="320" src="https://1.bp.blogspot.com/-osiuCOcwNJU/XWYXkF_FxiI/AAAAAAAAG24/x4tz2e8OmnQObZuVvMfvZlagINubZhxKgCLcBGAs/s320/3658969-mujer-est%25C3%25A1-haciendo-sopa-de-verduras.jpg" width="242" /></a></div>
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<br />
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="color: black; mso-ansi-language: ES; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt;">Geneva (Ginebra) es una ciudad suiza de habla francesa, a
orillas del lago Léman, </span><span lang="ES-MX" style="mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt;">situado al norte de los Alpes</span><span lang="ES-MX" style="color: black; mso-ansi-language: ES; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt;"> </span><span style="color: black; mso-ansi-language: ES; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt;">que es
prácticamente la frontera entre Suiza y Europa. Cerca de ahí en </span><span style="mso-ansi-language: ES; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Chens Sur
Leman, Francia; Kramnik se reunió con los seis jugadores jóvenes más talentosos
de la India y algunos entrenadores, en un campamento de 9 días de instrucción
de ajedrez.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="mso-ansi-language: ES; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Inicio
Kramnik con una plática sobre la teoría de la sopa.</span><span style="color: black; mso-ansi-language: ES; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-ansi-language: ES; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">A.- La
teoría de sopa de Kramnik</span></b></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="mso-ansi-language: ES; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">"Todos ustedes tienen que
preparar su propia sopa", Kramnik dijo en el primer día del campamento.
Los jovencitos estaban perplejo. ¿No estamos aquí para aprender sobre el
ajedrez? "La sopa ", Kramnik apunto, “ Es sobre su proceso de razonamiento<span style="mso-spacerun: yes;"> </span>en el ajedrez”</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="mso-ansi-language: ES; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">La idea es que cada jugador de ajedrez
tiene su propia receta para hacer su propia sopa. La clave es ir refinando la
receta constantemente para hacer la mejor sopa posible. Ir registrando cada
cosa que le pone y probar y anotar como le supo, hasta dar con la receta
ideal.<span style="mso-spacerun: yes;"> </span>Y en el proceso uno debe
asegurarse de que se usen los <span style="mso-spacerun: yes;"> </span>ingredientes más finos.</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="mso-ansi-language: ES; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Si se reflexiona en esa teoría se
advierte su profundidad. Probar y mejor la sopa constantemente con el propósito
de que uno logre la mejor versión, el mejor producto final. </span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="mso-ansi-language: ES; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Lo mismo es con el ajedrez. El
proceso para elegir la jugada adecuada, el proceso de reflexionar se hace a
partir de la habilidad táctica la perspicacia de lo que se trata en la
posición, del “Darse Cuenta”, conjuntando todo en lo que denominamos las
destrezas para tomar decisiones. Hay que sumar los conocimientos del final, la
habilidad de controlar sus nervios y muchas cosas más.</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="mso-ansi-language: ES; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Uno tiene que seguir trabajando
en todos esos elementos para crear un producto final de excelencia. </span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="mso-ansi-language: ES; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">En el proceso mientras esté haciendo
su sopa, tiene que asegurarse de que usa buenos ingredientes para hacer <span style="mso-spacerun: yes;"> </span>que su sopa sepa mejor. Los teóricos de la
calidad, dicen que cada elemento debe ser de calidad, tanto en los insumos,
como en el mismo proceso.</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="mso-ansi-language: ES; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"><span style="mso-spacerun: yes;"> </span>Por lo tanto, es crítico que utilice buenos
libros, use buen software y que todo material en general sea de buena calidad. </span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="mso-ansi-language: ES; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Porque si usa ingredientes de
menor calidad, con seguridad su sopa tornará a ser de una calidad inferior. </span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="mso-ansi-language: ES; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">El tener presente la teoría de la
sopa de Kramnik, es que tiene como beneficio adicional es que uno realmente no
se centra sobre el resultado sino que está pensando cómo puede mejorar su
trabajo como un jugador constantemente.</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="mso-ansi-language: ES; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Spassky gustaba de usar la frase
de “Soy responsable de mi trabajo, no de mis resultados”. </span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="mso-ansi-language: ES; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">A veces el resultado de una
partida depende de factores extra ajedrecísticos, incluso del azar, de cosas
que no todas dependen de uno, pero nuestro trabajo depende de nuestro esfuerzo,
nuestra dedicación, de factores bajo nuestro control, no depende de los demás,
sino de nosotros mismos.</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="mso-ansi-language: ES; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Hacer nuestra propia sopa,
es<span style="mso-spacerun: yes;"> </span>importante porque no todos aprendemos
y pensamos de manera igual, tenemos que usar modelos, si, pryomes,
patrones,etc; pero debemos hacer nuestras adaptaciones, porque tenemos nuestra individualidad
y eso influye en todo.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<b style="mso-bidi-font-weight: normal;"><span style="color: #010101; mso-ansi-language: ES; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt;">B: Estudio
versus jugar en torneos.</span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="color: #010101; mso-ansi-language: ES; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt;">Éste es un tema muy interesante y polémico. Debido a que
hay tanta información que tiene que ser aprendida para mejorar en el ajedrez,
aparecería que el estudiar ha sido ponderado más en exceso que jugar partidas
de torneo.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="color: #010101; mso-ansi-language: ES; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt;">Cada uno tiene su medida personal y hay que encontrarla
por prueba y error, registrando lo que hacemos y no hacemos para hallar nuestra
“propia sopa”.. </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="color: #010101; mso-ansi-language: ES; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt;">En la actualidad, usted puede practicar sus aperturas recién
aprendidas, practicar los planes, e ideas fácilmente contra competencia muy
fuerte en línea, sin incluso necesariamente revelar su identidad. </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="color: #010101; mso-ansi-language: ES; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt;">No se ve realista <span style="mso-spacerun: yes;"> </span>sólo estudiar hasta el momento de un torneo
importante y luego pasar a vencer a todo el mundo con una variante de apertura
recientemente inventada y que <span style="mso-spacerun: yes;"> </span>nunca la
hemos podido jugar antes.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="color: #010101; mso-ansi-language: ES; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt;">La perspicacia táctica que nos ayudará a superar nuestros
puntos de elo , requiere un entrenamiento constante.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="color: #010101; mso-ansi-language: ES; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt;">La proporción entre jugar, estudiar y entrenar, no tiene
respuesta general</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="color: #010101; mso-ansi-language: ES; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt;">Mi idea es que esto es simplemente individual.Y es muy
provechoso probar diversas medidas hasta encontrar la nuestra.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="color: #010101; mso-ansi-language: ES; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt;">Algunas personas tienen que jugar para interiorizar sus
conocimientos. Es casi como si una partida del torneo que enfoca todos nuestros
sentidos y habilidades al máximo, es la clave necesaria para acceder realmente
a la información aprendida </span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="mso-ansi-language: ES; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Además de la pasión y la
dedicación, jugar los correctos tipos de partidas, y practicar blitz,
desarrollar el ojo táctico y estratégico es muy importante. Mientras mas pronto
empiece mejor y pienso que la táctica esta conectada a la habilidad de uno de
calcular cifrass rápidamente. Un ejercicio bueno es restar sumar, y multiplicar
cifras mentalmente, asi como leer libros de ajedrez sin usar piezas y
tableros.<span style="mso-spacerun: yes;"> </span>Todo eso mejora el musculo del
cerebro que se usa para calcular variantes tácticas.</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="mso-ansi-language: ES; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Con el surgimiento de las
calculadoras se perdió la necesidad de calcular y eso debilita nuestro cerebro
por falta de ejercicios y retos. Necesitamos entrenar constantemente,
resolviendo posiciones que requieren cálculo de variantes,</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="mso-ansi-language: ES; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Desarrollar el ojo estratégico y
la habilidad para hacer evaluaciones y balances estratégicos, es un factor
esencial para el éxito. Identificar estructuras de peones características,
conocer las opciones de planes y ejercitarse en su implementación, serán
factores esenciales de éxito.</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="mso-ansi-language: ES; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Para desarrollar el ojo
estratégico hay que analizar partidas de grandes maestros, tratando de identificar
características de una posición y observando como los grandes maestros planean
sus acciones y analizando como lo implementan, tratando de hallar cuales son
las demandas de cada posición y ver de que manera las satisficieron.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span lang="ES-MX" style="mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt;">Una
colección de partidas de Botvinnik comentadas por él es muy instructiva para
aprender a identificar patrones y estructurar planes, Botvinnik en muchas
partidas estaba jugando con <span style="mso-spacerun: yes;"> </span>adversarios notablemente
más débiles, los errores que aparecieron fueron castigados de manera
especialmente instructiva, ya que los </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span lang="ES-MX" style="mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt;">Planes de
Botvinnik se cumplían, muchas veces por pasar inadvertidos por sus oponentes. </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span lang="ES-MX" style="mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt;">En
general es más fácil aprender de partidas donde uno de los jugadores es
aproximadamente 200 punto de clasificación más fuerte que su adversario, porque
la partida se<span style="mso-spacerun: yes;"> </span>decide por golpes amplios
y notorios y no por matices aparentemente insignificantes.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span lang="ES-MX" style="mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt;">Lo
mismo puede decirse de las partidas de Capablanca. </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span lang="ES-MX" style="mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt;">En el
siglo XX los grandes maestros jugaban más torneos mixtos, no solo de elite, y
GMs jugaban contra maestros internaciones y maestros nacionales y la diferencia
de fuerza producía partidas decisivas con planes más claros, que en las
partidas entre dos jugadores de élite. Había mas errores y eran más
instructivos los castigos al estudiarlos.</span></div>
Unknownnoreply@blogger.comtag:blogger.com,1999:blog-4471653020817176631.post-75896041498022623262019-08-26T21:54:00.002-05:002019-08-26T21:54:59.637-05:00LOS LIBROS QUE KRAMNIK RECOMENDO A SUS PUPILOS DE LA INDIA EN SU CURSO DE AGOSTO DE 2019,<div class="separator" style="clear: both; text-align: center;">
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
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<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
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<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
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<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
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<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
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<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
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<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
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<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
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<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
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<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
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<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
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<w:LsdException Locked="false" Priority="21" QFormat="true"
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<w:LsdException Locked="false" Priority="31" QFormat="true"
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<w:LsdException Locked="false" Priority="32" QFormat="true"
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<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
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<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="51"
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/>
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Name="List Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 2"/>
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<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 4"/>
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<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 4"/>
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<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 6"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Tabla normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin-top:0cm;
mso-para-margin-right:0cm;
mso-para-margin-bottom:8.0pt;
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<span lang="ES-MX" style="mso-bidi-font-family: Arial;">En el curso que dio Kraminik en </span><span style="line-height: 107%; mso-ansi-language: ES; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Chens Sur
Leman, Francia; cerca del lago Lemán, que </span><span lang="ES-MX" style="mso-bidi-font-family: Arial;">se encuentra situado al norte de los Alpes,
entre Francia y Suiza. Kramnik recomendó a sus pupilos la siguiente lista de
libros:</span></div>
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<br /></div>
<div style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";">1.
Manual de Finales de<span style="mso-spacerun: yes;"> </span>Dvoretsky</span></div>
<div style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";">2.
La Serie Mis grandes predecesores por Kasparov</span></div>
<div style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";">3. Los
libros de Toma de Decisiones, Dinámicas y Posicionales por <span style="mso-spacerun: yes;"> </span>Boris Gelfand</span></div>
<div style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";">4. El
libro sobre<span style="mso-spacerun: yes;"> </span>Rubinstein por Yuri Razuvaev</span></div>
<div style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";">5.
Los libros Fuego sobre el tablero por <span style="mso-spacerun: yes;"> </span>Alexei Shirov</span></div>
<div style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";">6. Los
libros sobre finales de piezas menores por<span style="mso-spacerun: yes;">
</span>John Nunn<span style="mso-spacerun: yes;"> </span>y por <span style="mso-spacerun: yes;"> </span>Karsten Mueller</span></div>
<div style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";">7.
Los Libros de Dvoretsky</span></div>
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<span style="font-family: "Arial","sans-serif";">8.
Finales prácticos de Torre por <span style="mso-spacerun: yes;"> </span>Korchnoi</span></div>
<div style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";">Añadiría
yo los libros de partidas de Kramnik, ya que con varias de ellas, Kramnik
ilustró a sus pupilos algunos procedimientos para evaluar posiciones.</span></div>
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<span lang="ES-MX" style="mso-bidi-font-family: Arial;">Claro que hay que tomar en cuenta que todos
sus jóvenes pupilos eran los seis mejores juveniles de la India y con más de
2400 de Elo, y algunos son ya grandes maestros internacionales.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES-MX" style="mso-bidi-font-family: Arial;">Pero ese conjunto de libros debiera tenerlo
toda biblioteca de ajedrez que se precie, ya sea en original, fotocopias, PDFs,
impresos etc. De ser posible en formato de texto y en pgn o archivos de
chessbase.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES-MX" style="mso-bidi-font-family: Arial;">Notese que tocan muchos el tema de los
finales, que fue parte esencial del trabajo de Kramnik con sus pupilos de la
India.</span></div>
Unknownnoreply@blogger.comtag:blogger.com,1999:blog-4471653020817176631.post-14789878079344312252019-08-26T00:37:00.002-05:002019-08-26T00:37:34.792-05:00PATRONES DE POSICIONES DE AJEDREZ, PROCEDIMIENTOS Y “PRYOMES”<div class="separator" style="clear: both; text-align: center;">
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<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span lang="ES-MX">Alexey Suetin, uno de los decanos de la escuela del ajedrez
soviética, dijo que dominar priyomes era una clave del éxito. </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span lang="ES-MX">Cada aspirante a maestro debe coleccionar su propia "Reserva
personal" de priyomes, y apunta Suetin, estudiarlos y cuando los mismos
patrones aparezcan durante una partida, aplicar los priyomes.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span lang="ES-MX">Priyomes pueden ser muy generales, como apoderarse de una columna
con una torre,. Pueden ser descrito en palabras, no solo con jugadas, como Vladimir
Kramnik mostró durante su curso en un poblado francés muy cercano a Ginebra,
Suiza.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span lang="ES-MX">Aunque muchos de los temas elementales de ajedrez se pueden enseñar
como Pryomes, pues en todos los niveles hay patrones de posiciones a
identificar, recomiendo abordar los pryomes solo cuando se hayan asimilado las
bases orientadores elementales de acción de una partida de ajedrez, como son
los algoritmos tácticos y la identificación de lo que son las ventajas y su
diferencia entre permanentes y temporales; asi como se tengan las bases de los
procesos de razonamiento de ajedrez, la administración del tiempo de reflexión
y cierto desarrollo en las habilidades para calcular variantes y evaluar
posiciones.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span lang="ES-MX">Los pryomes son una guía muy útil para identificar los rumbos en una
posición, interpretar las demandas de la posición y elaborar planes para
satisfacerlas.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span lang="ES-MX">Algunos autores expresan que hay un mínimo de 50 pryomes a estudiar,
aunque el GM Soltis se limita a 25 en sus libros, y Nikitin menciona unos 70, y
algunos articulistas, como los de New in Chess, describen más de 120 patrones y
sus correspondientes pryomes, aunque algunos tan similares que pudieran
agruparse en no más de 90 principales. </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span lang="ES-MX">Por mi parte hice un paquete reducido de 40 pryomes, con otros 20
subpryomes y desarrolle algunos cursos con jugadores de Asia, que lo
solicitaron específicamente. Le denomine método Geneva en recuerdo de una
temporada especialmente grata que tuve en Ginebra, Suiza; y que incluí en el
paquete de instructores que ofrecí sólo para agosto de 2019, </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span lang="ES-MX">Si algún jugador que esté interesado en adquirir solo la parte del
método Geneva, se lo puedo ofertar, pero si también planea dar clases de
ajedrez, francamente recomiendo adquiera todo el paquete de instructor,
Informes y muestras solicitarlas a chesscom@hotmail,com</span></div>
Unknownnoreply@blogger.comtag:blogger.com,1999:blog-4471653020817176631.post-57732833897853664082019-08-23T11:03:00.002-05:002019-08-23T11:03:42.592-05:00¿POR QUÉ A LA UNION SOVIETICA, CON MUCHOS RECURSOS DEL ESTADO, LE TOMO 40 AÑOS INTRODUCIR EL AJEDREZ EN LAS ESCUELAS?<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-EhNkBc9gtts/XWAOV2xeAvI/AAAAAAAAG2U/5TdBHi0-8lMzdNk3D8TxjIw2XaTJcMZuQCLcBGAs/s1600/Portada%2BTorre%2BClub%2Bcentral.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="597" data-original-width="459" height="320" src="https://1.bp.blogspot.com/-EhNkBc9gtts/XWAOV2xeAvI/AAAAAAAAG2U/5TdBHi0-8lMzdNk3D8TxjIw2XaTJcMZuQCLcBGAs/s320/Portada%2BTorre%2BClub%2Bcentral.JPG" width="246" /></a></div>
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="19" QFormat="true"
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<w:LsdException Locked="false" Priority="31" QFormat="true"
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<w:LsdException Locked="false" Priority="32" QFormat="true"
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<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
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<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
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<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
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<span lang="ES-MX">Dicen los de mente empresarial que hay que
seguir los modelos exitosos. En las sociedades en que lo rentable es lo
importante y no lo que beneficia a la mayor parte de la comunidad, se ha
pretendido “vender” servicios al estado, el famoso “outsourcing” en donde hasta
la educación parece ser una mercancía, se ha puesto de modo proponer que el
ajedrez entre a las escuelas, vendiendo ajedreces, relojes de ajedrez y mucho
personal con esquemas estilo “Estafa maestra”, donde por la via outsourcing el
dinero gubernamental se empleaba a través de terceras personas a “apoyar” a la
comunidad. Ahora la ley es que ya no se necesitan intermediarios y el dinero va
directo del estado a la comunidad sin pasar por organizaciones, empresas,
fundaciones, sectas, etc, Ya no hay “filtros” que cobran su intermediación.</span></div>
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<span lang="ES-MX">¿Pero como fue en la Rusia después de la
revolución, tras el establecimiento del país más grande del mundo, la Union
Soviética?</span></div>
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<span lang="ES-MX">Ya por decisión de los máximos dirigentes y
por gestión de diversos intelectuales y científicos cercanos a Lenin y a
Stalin, se decidió que el ajedrez debía enseñarse a los trabajadores y a los
niños. Para los primeros se crearon secciones de ajedrez en sindicatos y las
instituciones del deporte que atendían a los obreros y campesinos, para los
escolares se crearon centros de capacitación de instructores y casas de
Pioneros, círculos infantiles abiertos a todos los niños. Poco a poco en las
escuelas se dieron clases de inducción e introducción al ajedrez en las aulas,
y la canalización a las casas de Pioneros de los niños más interesados.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">En base a los principales jugadores del
país, que tuvieran nivel académico, se hicieron cursos multiplicadores. Los
mejores jugadores de Rusia que tenían estudios universitarios fueron
contratados como profesores capacitadores y se planteo a los sicologos y
pedagogos más importantes del país a que realizarán un estudio de como enseñar
ajedrez de manera que los alumnos pudieran desarrollar al máximo su potencial
competitivo. Se buscaba hacerlos más que competidores, competentes, pero
también era importante no solo que jugasen bien, sino que pudieran llegar al
máximo nivel competitivo mundial para ser muestra de lo que una sociedad
socialista pudiera hacer y vencer al capitalismo siniestro en donde unos tienen
mucho pan porque hicieron harina de los demás.</span></div>
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<span lang="ES-MX">Se decidió invitar a los mejores jugadores
del mundo a un Torneo con grandes premios y aprovechar su visita a Rusia para
hacerles estudios y analizar como jugaban ajedrez para copiar y adaptar los
modelos exitosos y hacer programas de cursos y difundirlos por todas las
Rusias, por toda la Unión Soviética.<span style="mso-spacerun: yes;"> </span></span></div>
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<span lang="ES-MX">El evento se hizo en 1925 y ya que se
diseño el método de estudio, comenzó a emplearse por toda la URSS. Primero
participaron 10 mil niños, ya para 1927 eran 40 mil, para 1935, 300 mil, para
1950 , después de la segunda guerra mundial ya participaban 2 millones de niños,
gracias a que estaban capacitados unos 20 mil maestros.</span></div>
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<span lang="ES-MX">Cada instructor de instructores se formaban
en un curso de 600 horas, y ellos a su vez daban cursos de 40 horas en dos
etapas de 20 horas a profesores de educación básica que tenían la tarea de enseñar
a cada niño un pequeño curso de 10 horas en un semestre y después organizar
actividades y a los más interesados canalizarlos a las casas de pioneros en
donde los instructores de instructores los atendían, un 5% de los escolares a
lo máximo.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Pero no en todas las ciudades era uniforme
la manera de trabajar, había muchos altibajos en cantidades y calidades..
Surgieron escuelas regionales y locales, Así más que la Escuela Soviética de
Ajedrez, había que hablar de la Organización Soviética de Ajedrez. Pero había
una regla, cada centavo era controlado por el gobierno y se etiquetaba a
entidades gubernamentales.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">En otros países los ajedrecistas piden
dinero al gobierno y particulares lo manejan. Así surge la posibilidad de la
intermediación y la corrupción. Hay países donde en torneos masivos por cada 50
jugadores contratan un arbitro. En la URSS los árbitros eran empleados
estatales y uno atendía 150 jugadores sin ningún estipendio especial. No eran
contratados por federaciones o fundaciones, sino por el gobierno y asi los
tamices y filtros eran rigidos.<span style="mso-spacerun: yes;"> </span>Y aun
así, con millones y millones de pesos, a la URSS le tomó décadas cumplir sus
metas en el ajedrez.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Pero la experiencia de muchos países es que
cuando intervienen particulares, se pierde más del 50% del dinero que el
gobierno aporta, y que muchos particulares con pretextos de empresas,
fundaciones y asociaciones civiles, “huacicolean”, y generalmente son dirigidas
por personas que no pasan por filtros, excepto el amiguismo y el <span style="mso-spacerun: yes;"> </span>“moche” y para eso no necesitan capacitación.
Les sale natural. No aportan al ajedrez, extraen del ajedrez, vendiendo cuentas
a los nativos.</span></div>
Unknownnoreply@blogger.comtag:blogger.com,1999:blog-4471653020817176631.post-43193278993381335402019-08-22T14:10:00.003-05:002019-08-22T14:10:41.962-05:00ESPECIAL PAQUETE PARA INSTRUCTOR DE AJEDREZ.<div class="separator" style="clear: both; text-align: center;">
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<a href="https://1.bp.blogspot.com/-rlRnbTEZfa8/XV7oopUf8OI/AAAAAAAAG2E/CRFOeQeXTpg8FZByR936wwy4RSC8s_NjQCLcBGAs/s1600/24662.fc41fba5.300x169o.1e144819f6fd.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="169" data-original-width="300" src="https://1.bp.blogspot.com/-rlRnbTEZfa8/XV7oopUf8OI/AAAAAAAAG2E/CRFOeQeXTpg8FZByR936wwy4RSC8s_NjQCLcBGAs/s1600/24662.fc41fba5.300x169o.1e144819f6fd.jpeg" /></a></div>
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Name="List Continue"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Message Header"/>
<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Salutation"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Date"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Theme"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 4"/>
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<br />
<div class="MsoNormal">
<span lang="ES-MX">Oferta válida sólo para agosto. En Ciudad
de México se entrega en DVD, fuera de CDMEX, se envía por email. 60 dólares o
$1000 pesos mexicanos.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Informes en <a href="mailto:chesscom@hotmail.com">chesscom@hotmail.com</a><span style="mso-spacerun: yes;"> </span>solo se ofertarán 10 ejemplares.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-MX">Paquete
para el instructor de ajedrez.</span></b></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-MX">Temas
y contenido.</span></b></div>
<div class="MsoNormal">
<span lang="ES-MX">Curso Elemental lecciones 1 -14 Rotafolio</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Curso Elemental lecciones 15 -18 Rotafolio</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Curso Elemental lecciones 18 -21 Rotafolio</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Curso Elemental lecciones 22 -25<span style="mso-spacerun: yes;"> </span>Rotafolio</span></div>
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<span lang="ES-MX">Ejercicios principiantes.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Juego de laberintos.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Mazes ejercicios varios.<br />
Ejercicios Mate en 1 en hojas.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Capturas principiantes.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Atrapar damas principiantes</span></div>
<div class="MsoNormal">
<span lang="ES-MX">20 Mates en dos principiantes.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">200 Ejercicios principiantes.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Alfiles principiantes 1</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Alfiles principiantes 2</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Guía para padres e instructores de ajedrez
versión actualizada.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Lección post Iniciación Básica.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Lección post Básica Ventaja material.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">1.- Introducción al uso de algoritmos en
ajedrez</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Algoritmos táctica Panoramica.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Los algoritmos secundarios.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">10.-Colección de exámenes de evaluación.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Más letras en ajedrez.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Contactos elementales de piezas.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Posiciones a resolver táctica A.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Posiciones a resolver táctica A Respuestas.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">2.- Evaluación de posiciones valor
relativo.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">3.- Proceso Elección de Jugada.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">4.- Cálculo de variantes ejercicios y
técnica.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">600 ejercicios prácticas.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">600 ejercicios prácticas intermedios.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Hojas de Examen Evaluación 1700.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Hojas de Examen Evaluación 1800.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Hojas de Examen Evaluación 1900.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Hojas de Examen Evaluación 1700, 1800,
1900<span style="mso-spacerun: yes;"> </span>respuestas.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Examen para 2000 (posiciones).</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Examen para 2000 (respuestas).</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Examen para 2050 y 2100 parte 1 y 2
(posiciones)</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Examen para 2050 y 2100 parte 1 y 2
(respuestas).</span></div>
<div class="MsoNormal">
<span lang="ES-MX">5.-Cuaderno de Entrenamiento para 1700</span></div>
<div class="MsoNormal">
<span lang="ES-MX">6.-Cuaderno de Entrenamiento para 1800</span></div>
<div class="MsoNormal">
<span lang="ES-MX">7.-Cuaderno de Entrenamiento para 1900</span></div>
<div class="MsoNormal">
<span lang="ES-MX">8.-Cuaderno de Entrenamiento para 2000</span></div>
<div class="MsoNormal">
<span lang="ES-MX">9.- Cuaderno de Entrenamiento para 2100</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Material alto rendimiento “Geneva”</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="ES-MX">SUSCRIPCIÖN A BUCANERO ESPECIAL 2019, 5
Números especiales para instructores, con temas relacionados con los Cursos de
Instructores 2019 que se impartirán septiembre, octubre y noviembre de 2019.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Primer Número Bucanero de Ajedrez Especial
de Agosto “Ajedrez en la India”</span></div>
Unknownnoreply@blogger.comtag:blogger.com,1999:blog-4471653020817176631.post-2562153913960924832019-08-20T11:33:00.001-05:002019-08-20T11:33:26.062-05:00EL EQUILIBRIO Y EL BALANCE ESTRATEGICO EN AJEDREZ, DE PHILIDOR A CHUCHELOV.<div class="separator" style="clear: both; text-align: center;">
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<br />
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Times New Roman","serif"; mso-ansi-language: ES; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Cuando el ajedrez se fue popularizando primero en los círculos
intelectuales de las elites gobernantes de los siglos XVI y XVII, los
practicantes se dieron cuenta de que, para ganar una partida de ajedrez se
requería pensar de manera organizada y que aunque a veces se ganaba con un poco
de azar, por un error del oponente, lograr la victoria con regularidad era
posible con cierta disciplina mental.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Times New Roman","serif"; mso-ansi-language: ES; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Se jugaba por honor o por dinero, en ambos casos, cada jugador quería ganar
con la mayor frecuencia posible. Por ello, como en otras prácticas duelistas
como la esgrima, el tiro, o la simple lucha de argumentos, triunfaba el mejor
preparado y mejor entrenado.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Times New Roman","serif"; mso-ansi-language: ES; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Apareció en la Francia pre revolucionaria del siglo XVIII, en 1749, el
libro de François-André Danican, apodado Philidor, “Análisis del juego de
ajedrez”</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Times New Roman","serif"; mso-ansi-language: ES; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Tenía mucha influencia de los métodos de razonamiento de Descartes,
presentados en el libro publicado en 1641, con el largo título de “Discurso del
método para conducir bien la propia razón y buscar la verdad en las ciencias”,
donde el autor expone su forma de pensar, su método, para poder llegar a
conclusiones verdaderas, utilizando la razón.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Times New Roman","serif"; mso-ansi-language: ES; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">La manera de analizar las partidas de ajedrez, para llevar al jugador que
estudiase el libro de Philidor al triunfo, convenció a muchos y llevo a que su
libro fuera ampliamente vendido, siendo, en pocas décadas, traducido en varios
idiomas, y con grandes ventas. Baste decir que en español fue celebre la
traducción que al castellano hizo del libro Carlos Manuel de Cespedes, primer
líder de la independencia de Cuba en 1868.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Times New Roman","serif"; mso-ansi-language: ES; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Tras este libro en que se instruye a pensar con método aplicado al ajedrez,
surgen muchos libros sobre ajedrez, pues el ser humano dado a las competencias,
al reto, al duelo y al combate, deseaba ganar en el ajedrez y se dio cuenta que
en esta disciplina no hay barreras ni diferencias físicas como en la esgrima y
otras maneras de dirimir disputas, sino es la lucha intelectual en la que el
mejor entrenado y el más metódico parecía ser el destinado a ganar.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Times New Roman","serif"; mso-ansi-language: ES; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Personas en desigualdad física, económica o social, podían competir como
iguales y el triunfador era el más esforzado intelectualmente, el más estudioso
y el mas entrenado. </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Times New Roman","serif"; mso-ansi-language: ES; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Se iniciaba con ambos bandos en igualdad de circunstancias, en un
equilibrio, donde desde la primera jugada surgían desbalances y aquel que sabía
mantener el balance estratégico a su favor, o mejor aprovechaba desbalances
coyunturales, podía obtener la victoria. Perspicacia, tenacidad, observación y
reflexión, resiliencia, consistencia y congruencia eran virtudes requeridas en
el ajedrez y en su práctica organizada se desarrollaban, lo que le daba una
utilidad práctica para destacar en otras disciplinas, con habilidades y
conocimientos transferibles a múltiples actividades humanas. </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Times New Roman","serif"; mso-ansi-language: ES; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">A la llegada de la práctica y los escritos de Wilhelm Steinitz, el ajedrez
entró en su fase “moderna”. Como, toda proporción guardada, hicieron Isaac
Newton y Albert Einstein en la física o Johann Sebastian Bach en la música,
Steinitz pudó comprender la naturaleza compleja de su disciplina, separando lo
esencial enmedio de un caos de ideas inconexas. Agrupó esa esencia en
principios básicos , las conocidas como leyes de Steinitz y si al ajedrez ahora
se lo llama el “juego-ciencia”, se puede afirmar que lo de “ciencia” se debe en
mucho a las aportaciones de Wilhem Steinitz.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Times New Roman","serif"; mso-ansi-language: ES; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Actualmente varios entrenadores del más alto nivel, siguen la teoría de
Steinitz de manera muy evolucionada, pero en donde equilibrio y balance
estratégico son denominaciones comunes para abarcarla.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Times New Roman","serif"; mso-ansi-language: ES; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">El gran entrenador Vladimir Chuchelov, nacido en 1969, quien ha guiado a
varios jugadores a ser de los mejores del mundo, declara que él siempre empieza
sus períodos de entrenamiento con un jugador con su curso de 60 horas
denominado Balance Estratégico. En el presenta material seleccionado
cuidadosamente y que es un verdadero tesoro de conocimientos y ejercicios
escogidos para garantizar que el jugador, por lo general ya poseedor del título
de maestro, pueda elevarse a alcanzar el de “Gran Maestro” y , como algunos
alumnos de Chuchelov ya lograron, el llegar a ser retadores al campeonato
mundial de ajedrez.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Times New Roman","serif"; mso-ansi-language: ES; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">¿En qué consiste el famoso curso de 60 horas de Balance Estratégico? Siguiendo
las tradiciones de la organización soviética de ajedrez y con las adaptaciones
muy personales de Chuchelov, influenciadas por su mentor de muchos años, Abram
Khasin, nacido en 1923, uno de los entrenadores soviéticos de más fama desde
1968, enseñaba en el Club Central de Ajedrez de la URSS, en el Palacio de
Pioneros y en la facultad de ajedrez de la escuela de deportes. Entre sus
pupilos, aparte de Chuchelov se pueden mencionar a los grandes maestros Olga
Rubtsova, Elena Fatalibekova, Yuri Razuvaev, Boris Gulko y Evgeny Bareev.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Times New Roman","serif"; mso-ansi-language: ES; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Por los escritos de Khasin y sus colegas de trabajo, el famoso curso de 60
horas abarca las herramientas para identificar desbalances, patrones
posicionales y tácticos, unos 10 algoritmos, procedimientos para manejar dichos
desbalances, unos 50 procedimientos, manejo de unos 15 esquemas de estructuras
de peones con sus disposiciones de piezas, y una buena cantidad de posiciones
para ejercitar la identificación de las demandas de la posición,
aprovechamiento de oportunidades tácticas y una buena cantidad de esquemas de
aperturas y maneras de seleccionar el repertorio de aperturas adecuadas al
jugador. Un cursito de 60 horas fundamental para despegar a un curso especial
de mil horas para ser retador al campeonato mundial. Pero el curso de 60 horas
es el primer escalón a jugar ajedrez de super nivel.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Times New Roman","serif"; mso-ansi-language: ES; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Claro que sin ser GM, hay cursillos de 60 horas paso a paso, de Balance
Estratégico o Equilibrio, en una línea que se inicia en 1749 y ahora llega a
2019.</span></div>
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<br /></div>
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<a href="https://1.bp.blogspot.com/-ZdO2AS2W09Q/XVuSoBb6yeI/AAAAAAAAG1Y/XHPfK4NxCQgtEkxLd6ziXIk7lAEWUqcqACLcBGAs/s1600/con%2Bkasparov%2Ba%25C3%25B1o%2Bcon%2Ba%25C3%25B1o.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="412" data-original-width="270" height="320" src="https://1.bp.blogspot.com/-ZdO2AS2W09Q/XVuSoBb6yeI/AAAAAAAAG1Y/XHPfK4NxCQgtEkxLd6ziXIk7lAEWUqcqACLcBGAs/s320/con%2Bkasparov%2Ba%25C3%25B1o%2Bcon%2Ba%25C3%25B1o.jpg" width="209" /></a></div>
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-HGkmrKHRWHQ/XVuSoKNO7CI/AAAAAAAAG1c/RvkbrGDjEJsOavcq7hB7StnUrtBvqvi6QCLcBGAs/s1600/Nikitin%2Bsobre%2BKasparov.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="499" data-original-width="333" height="320" src="https://1.bp.blogspot.com/-HGkmrKHRWHQ/XVuSoKNO7CI/AAAAAAAAG1c/RvkbrGDjEJsOavcq7hB7StnUrtBvqvi6QCLcBGAs/s320/Nikitin%2Bsobre%2BKasparov.jpg" width="213" /></a></div>
<br />
<div class="MsoNormal">
<span lang="ES-MX">Después de muchos años, más de dos décadas,
tradujeron al inglés el excelente libro del MI Alexandr Sergeyevch Nikitin,
sobre como condujo el desarrollo de Kasparov de 1973 a 1990.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Un libro interesante de un solo tomo cuando
fue publicado en Rusia 1998, espero muchos años a ser traducido en inglés, en
dos tomos, aunque en español, la editorial Paidotribo lo públicó poco después
de la edición rusa y en un solo tomo de 350 páginas, similar a la original.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Kasparov mantiene su respeto por su mentor
a pesar de sus diferencias ideológicas, pues ahora Kasparov desde 2014 es de
nacionalidad croata y acérrimo enemigo del régimen ruso encabezado por V.
Putin, así como promotor del neoliberalismo y da conferencias patrocinadas por
bancos internacionales y grandes financieros norteamericanos, mientras Nikitin
sigue siendo ruso y con posiciones opuestas. Hasta donde se sabe sigue habiendo
una relación de respeto y afecto.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Lo de Kasparov y sus organizaciones
condenatorias a todo lo que huela a socialismo lo alejan de las instituciones
que lo formaron como ajedrecista, pero reconoce que los entrenadores formados
en la Unión Soviética, desde sus pininos en su natal Bakú, donde en un tiempo
su nombre era impronunciable, hasta su formación en Moscú, fueron vitales para
llegar a ser el campeón del mundo, a pesar de que algunos jerarcas comunistas le
pusieron trabas por notar su disidencia que, finalmente lo llevaron a ser un
croata residente en los Estados Unidos y a escribir libros en contra de la
izquierda internacional.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">El caso es que Nikitin es reconocido como
gran entrenador y en su libro relata paso a paso su trabajo con Kasparov, año
con año, jugada a jugada. </span></div>
<div class="MsoNormal">
<span lang="ES-MX">En el primer tomo en inglés, va de 1973 a
1981, se relatan pasos significativos que pueden orientar a todo aquel que
quiera aprender un poco a ser un instructor que ayude a cumplir sueños a los
muy jóvenes aspirantes a ser jugadores de alto nivel mundial.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Viendo la manera y materiales con que<span style="mso-spacerun: yes;"> </span>trabaja Kramnik en su curso en Chens Sur
Leman, Francia, muy cerca de Ginebra, Suiza; no puede uno pensar sino en los
sistemas soviéticos que formaron a Kramnik y a Kasparov. Ambos recibieron
lecciones directas de Botvinnk y con aportes de Nikitin, si bien Kramnik tuvo a
otros mentores importantes, Kasparov sin Nikitin es tan impensable como Karpov
sin Furman, o Mikhail Tahl sin Alexandr Koblentz.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">El papel fundamental de un entrenador en el
desarrollo de los jugadores de elite actuales es un hecho indudable. Incluso cuando
se habla de grandes jugadores como Bobby Fischer que se dice no tuvieron
mentores, me salta a la mente el papel del GM Rossolimo con Fischer, que según
eso no le daba clases, “sólo le prestaba libros y le decía que estudiar”. ¿Y
los aportes del MI Anthony Saidy y el del GM Lombardy?</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Cuando el alumno está listo, se aparece su
maestro. Así pasó con Kasparov y Nikitin.</span></div>
<span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 107%; mso-ansi-language: ES-MX; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 11.0pt; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;">El libro de Kasparov por Nikitin esta publicado
en castellano desde hace casi dos décadas y según una encuesta entre 30 “instructores”,
sólo uno lo conocía en México. Ya no se diga el de Study Chess with Tal, por
Koblenz, que no lo había leído ninguno de los encuestados</span>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-4471653020817176631.post-35119744241727737092019-08-12T22:00:00.002-05:002019-08-12T22:00:28.813-05:00Hoy se envia Bucanero de Ajedrez de agosto de 2019Con casi cincuenta partidas, articulos varios, hoy salió Bucanero de Ajedrez y se envio a más de 1200 direcciones email y se subira en varios grupos de facebook. Si no le llega, informes en chesscom@hotmail.com<br />
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<br />Unknownnoreply@blogger.comtag:blogger.com,1999:blog-4471653020817176631.post-7341454004211574862019-08-07T01:41:00.001-05:002019-08-07T01:41:08.975-05:00RESPUESTAS A PREGUNTAS FRECUENTES EN AJEDREZ 1<div class="separator" style="clear: both; text-align: center;">
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<br />
<div class="p4" style="text-align: justify;">
<span class="s1">Las “verdades” son
opiniones y la “realidad” es percepción. Entonces las respuestas que ofrezco
son opiniones, desde el punto de vista de mi percepción. Algunas son producto
de mi experiencia, de mis estudios y del continuo ejercicio de la prueba y
error. En resumen, mi conocimiento.</span></div>
<div class="p4" style="text-align: justify;">
<span class="s1">Muchos autores afirman
que “</span><b><span style="font-family: "Verdana","sans-serif"; font-size: 10.0pt;">Todo
conocimiento está marcado por el contexto institucional y social en que es
producido”</span></b><span class="s1"></span></div>
<div class="p4" style="text-align: justify;">
<span class="s1">Entre instructores una de
las preguntas mas frecuente es la siguiente:</span></div>
<div class="p4" style="text-align: justify;">
<span class="s1">“Tengo a cargo dar clases
a grupos completos, es decir, un lunes doy lecciones de ajedrez aun grupo de
niños de primer año, los martes a uno de segundo año y así, hasta llegar el
viernes en que se juntan el grupo de quinto año y el de sexto año, pues estos
son menos numerosos que los anteriores. Es el grupo completo, o sea no se
separan los que gustan del ajedrez de a los que no les agrada. En un grupo hay
mezclados niños que no saben jugar ajedrez y quieren aprender, niños que no
saben jugar y no desean aprender. En ese mismo grupo hay quienes juegan ajedrez
como principiantes y hay unos dos niños que juegan bien y están ávidos de
aprender más. ¿Cómo manejar a cada grupo, cuando un dia a la semana les doy dos
horas de ajedrez?”</span></div>
<div class="p4" style="text-align: justify;">
<span class="s1">RESPUESTA</span></div>
<div class="p4" style="text-align: justify;">
<span class="s1">La respuesta es el
trabajo por estaciones, un método muy común en las clases de educación física
tanto en México como en varios países. En Rusia se aplicó mucho al iniciar las
clases de ajedrez en el movimiento masivo de ajedrez de 1925, cuando en las
escuelas aún no se contaba con instructores suficientes especializados en
ajedrez.</span></div>
<div class="p4" style="text-align: justify;">
<span class="s1">Incluso en los cursos de
ajedrez a instructores que he impartido en Guatemala, Nuevo Laredo, Salamanca,
etc., es parte de mis temas favoritos el “Trabajo por Estaciones”.</span></div>
<div class="p4" style="text-align: justify;">
<span class="s1">En el curso en el club
Templo Azteca en Ciudad de México preparé amplio material sobre el tema y lo
expuse al grupo de instructores con material y ejercicios, y publique en mi
blog al respecto.</span></div>
<div class="p4" style="text-align: justify;">
<span class="s1">Consiste en dividir al
grupo en cuatro o cinco subgrupos y dividir la sesión de dos horas en partes
iguales para trabajar con cada subgrupo. Si son cuatro subgrupos por ejemplo,
cada media hora trabajo directamente con cada subgrupo, mientras que a los tres
restantes les pongo material de trabajo. Termino la media hora con un subgrupo
y paso a<span style="mso-spacerun: yes;"> </span>otro subgrupo y al que termine
le pongo tareas y asi sigo con cada uno de los cuatro subgrupos. La clave es
tener el material para dar tareas de hora y media a cada subgrupo, mientras llega
su momento para atenderlo especialmente media hora. El chiste es que todos
estén realizando tareas relevantes o estén trabajando directamente conmigo un
tema.</span></div>
Unknownnoreply@blogger.comtag:blogger.com,1999:blog-4471653020817176631.post-12742584246137528982019-08-05T13:09:00.002-05:002019-08-05T13:09:36.601-05:00PARA COLECCIONISTAS.<div class="separator" style="clear: both; text-align: center;">
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<span lang="ES-MX">Aprovechando la renovada popularización de
mi blog, 1356 vistas en un día, me pidió ayudará a promover un libro que esta
vendiendo en 1200 pesos mexicanos.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Un libro raro en verdad, editado en México,
con valor histórico. Para coleccionistas.<span style="mso-spacerun: yes;">
</span></span></div>
<div class="MsoNormal">
<span lang="ES-MX">De su autor he escrito mucho en este blog,
he incluso antaño se hacia en su pueblo natal en Cuba un torneo en su homenaje
cada año y hace como unos 20 años participé en ese evento.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Aunque nacido en Cuba, Andrés Clemente
Vazquez tenía la nacionalidad mexicana y ocupo altos puestos en las
administraciones de los presidentes Juárez y Lerdo de Tejada. Informes sobre el
libro en chesscom@hotmail.com</span></div>
Unknownnoreply@blogger.comtag:blogger.com,1999:blog-4471653020817176631.post-16022473606809804242019-08-04T22:55:00.001-05:002019-08-04T22:58:32.918-05:00CATALOGO DEL PAQUETE DE AJEDREZ BOBBY FISCHER<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-hk0aYTHwsHY/XUepW74v55I/AAAAAAAAG0g/APHFGS8xM9YroLfeUCb4TB-XtKg4YBlaQCLcBGAs/s1600/Fischer2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="388" data-original-width="620" height="200" src="https://1.bp.blogspot.com/-hk0aYTHwsHY/XUepW74v55I/AAAAAAAAG0g/APHFGS8xM9YroLfeUCb4TB-XtKg4YBlaQCLcBGAs/s320/Fischer2.jpg" width="320" /></a></div>
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<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-MX">TEMAS</span></b></div>
<div class="MsoNormal">
<span lang="ES-MX">(Cada tema se trata con un material que
tiene un promedio de 100 láminas y 12 actividades o ejercicios, como 100
cuartillas.)</span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-MX">Se
presentan por orden recomendado de estudio.</span></b></div>
<div class="MsoNormal">
<span lang="ES-MX">Tema 1. Título: Porque estudiar a Fischer.
222 láminas.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Tema 2. Título: Perfil del jugador Ideal
(algoritmo Fischer) 105. Laminas</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Tema 3. Título: Perfil del jugador Ideal
(algoritmo Fischer) 2. 88 Láminas.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Tema 4. Título: Modelo Fischer influencias
en su desarrollo. 98 láminas.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Tema 5. Título: Modelo Fischer influencias
en su desarrollo 2. 96 láminas.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Tema 6. Título: Valoración Táctica a la
Fischer. 61 láminas.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Tema 7. Título: Procedimientos Fischer 1.
106 láminas.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Tema 8. Título: Procedimientos Fischer 2.
95 láminas</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Tema 9. Título: Procedimientos Fischer 3.
81 láminas.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Tema 10. Título: Procedimientos Fischer 4.
83 láminas.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Tema 11. Título: Valoración de posición de
Lipnitzky a Fischer. 85 láminas.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Tema 12. Título: Error y<span style="mso-spacerun: yes;"> </span>Fischer. 95 láminas</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Tema 13. Título: El Centro y la Acción de
Piezas de Lipnitzky a Fischer. 136 láminas.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Tema 14. Título: El Centro y la Acción de
Piezas de Lipnitzky a Fischer 2. 103 láminas.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Tema 15. Título: El Centro y la Acción de
Piezas de Lipnitzky a Fischer 3. 96 láminas.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Tema 16. Título: Aperturas a la Fischer.
119 láminas.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Tema 17. Título: Aperturas a la Fischer 2.
65 láminas.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Tema 18. Título: Aperturas a la Fischer 3.
77 láminas.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Tema 19. Título: Fischer al ataque. 109
láminas.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Tema 20. Título: Alfiles de diferente color
a la Fischer. 89 láminas.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Tema 21. Título: Alfiles de diferente color
de Fischer al siglo XXI. 133 láminas.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Tema 22. Título: Fischer y la India de Rey.
104 láminas.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Tema 23. Título: De Lipnitzky a Fischer en
la India de Rey. 103 láminas.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Tema 24. Título: Fischer y la India de Rey
2. 110 láminas.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Tema 25. Título: Fischer y la India de Rey
3. 105 láminas.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Tema 26. Título; Fischer y el PLUS. 200
láminas.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Tema 27. Título: Fischer en inicios. 110
láminas.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Tema 28. Título: Ajedrez Blitz a la<span style="mso-spacerun: yes;"> </span>Fischer. 90 láminas.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Tema 29. Título: Ajedrez Blitz de Fischer a
Nakamura. 106 láminas.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Tema 30. Título: Ajedrez Blitz de Fischer a
Nakamura 2. 105 láminas.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Tema 31. Título: SERE Parte 1. 74 láminas.
Mayoría de Peones en el Flanco rey.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Tema 32. Título: Estructura, Mayoría de
Peones en el Flanco rey 2.<span style="mso-spacerun: yes;"> </span>77 láminas,</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Tema 33, Título: Tensión y Presión. 112
láminas.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Tema 34. Título: Posiciones Críticas. Base
de administración del tiempo. 107 láminas.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Tema 35. Título. Resoluciones Tácticas a la
Fischer. 100 láminas.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">En total más de 25 lecciones con más de
2600 cuartillas.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Costo 55 dólares. </span></div>
<div class="MsoNormal">
<span lang="ES-MX">informes en chesscom@hotmail.com</span></div>
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<br />
<br />Unknownnoreply@blogger.comtag:blogger.com,1999:blog-4471653020817176631.post-52411920811217070642019-08-04T22:33:00.001-05:002019-08-04T22:33:11.430-05:00SECCION DE RESPUESTAS A PREGUNTAS FRECUENTESPara celebrar el nuevo acceso al blog, recopilaré las respuestas que he dado a las preguntas que más frecuentemente me han hecho cuando he dado cursos y conferencias para instructores de ajedrez, y aparte de publicar algunas relevantes aquí, añadire más material al paquete para dar clases que estuve anunciando en mi facebook, por lo que a las 6 personas que ya lo han adquirido, les enviaré este material extra, para que esten más completas las herramientas con las que podran dar instrucción.<br />
Luego publicaré la nueva lista del material del paquete y aceleraré la publicación del Bucanero de Ajedrez de agosto de 2019, así como haré una recopilación de lo mejor publicado en Bucanero de Ajedrez en 2018 y 2019 para añadirlo en este blog y en una edición que subiré para descarga gratuita y fácil en redes sociales. Gracias por sus atentos comentarios.<br />
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<br />Unknownnoreply@blogger.comtag:blogger.com,1999:blog-4471653020817176631.post-28105060507237827502019-08-04T22:18:00.001-05:002019-08-04T22:18:33.407-05:00REVISANDO LAS ESTADISTICAS DE MI BLOG.<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-l3OsA5tjJy0/XUef9TbqH-I/AAAAAAAAG0A/sCSobaL23H0_WOPxB2XOuqVARSW1T1izgCLcBGAs/s1600/Templo%2BEnse%25C3%25B1anza.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="348" data-original-width="348" height="320" src="https://1.bp.blogspot.com/-l3OsA5tjJy0/XUef9TbqH-I/AAAAAAAAG0A/sCSobaL23H0_WOPxB2XOuqVARSW1T1izgCLcBGAs/s320/Templo%2BEnse%25C3%25B1anza.jpg" width="320" /></a></div>
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<span lang="ES-MX">Desde el 10 de abril de 2018 no podía
acceder a mi blog, y ahora, tras un año y 3 meses, de nuevo pude hacerlo. </span></div>
<div class="MsoNormal">
<span lang="ES-MX">No quisiera tocar todo lo duro que sucedió
al principio de ese período, pero la vida y la fe se han ido imponiendo,
creciendo día a día. </span></div>
<div class="MsoNormal">
<span lang="ES-MX">Veo las estadísticas del blog: 2171
artículos o entradas al blog, y a la fecha tiene 914 mil 354 visitas, en el
último mes, a pesar de no tener artículos nuevos en más de un año, hubo 4 mil
147 visitas. Hoy, 4 de agosto tenía 51 visitas al momento de acceder a ver
estas estadísticas.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">No se por cuanto tiempo pueda publicar en
mi blog, pero trataré de seguirlo haciendo. </span></div>
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donde reportaban las estadísticas rebasar los 70 mil likes, pero no es lo mismo
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métodos de enseñanza y estudios de ajedrez. </span></div>
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<span lang="ES-MX">De nuevo escribo en mi blog y sigo jugando
torneos de vez en cuando. La persona amada tiene salud y alegría. Sigo teniendo
fe y deseos de crear y sobre todo hice votos de servicio en la enseñanza si se
me cumplía lo que pedí, y se me cumplió. Ayer rezaba ante el altar de San
Ignacio de Loyola, en el templo de Nuestra Señora del Pilar, La Enseñanza, <span style="mso-spacerun: yes;"> </span>en la calle de <span style="mso-spacerun: yes;"> </span>Donceles en la Ciudad de México, pidiendo
tener fuerzas para seguir enseñando. Luego fuimos al museo donde esta la
escalinata del Calmecac, la escuela mexica. <span style="mso-spacerun: yes;"> </span>Hoy fui con mi pareja a Tlalpan, a San Pablo
en San Fernando.<span style="mso-spacerun: yes;"> </span>Regresó y de pronto me
da por tratar de acceder a mi blog; hace meses que no lo intentaba, y sorpresa…
Accedí. Y ahora me siento obligado a escribir y seguir estudiando….</span></div>
Unknownnoreply@blogger.comtag:blogger.com,1999:blog-4471653020817176631.post-91252235579574532372019-08-04T21:29:00.001-05:002019-08-04T21:29:45.869-05:00MATERIAL PARA DAR CLASES DE AJEDREZ EN ESCUELAS Y CLUBES. ELO de 0 a 1800.<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-4NiobFhn_Ng/XUeUiRDteqI/AAAAAAAAGz0/JmAV8dVQj8wvgqh0NwwwLhzu33M-N6lQgCLcBGAs/s1600/427922_281067998648003_761670108_n.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="408" data-original-width="577" height="226" src="https://1.bp.blogspot.com/-4NiobFhn_Ng/XUeUiRDteqI/AAAAAAAAGz0/JmAV8dVQj8wvgqh0NwwwLhzu33M-N6lQgCLcBGAs/s320/427922_281067998648003_761670108_n.jpg" width="320" /></a></div>
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
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<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
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<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
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<w:LsdException Locked="false" Priority="51"
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
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<w:LsdException Locked="false" Priority="51"
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<span lang="ES-MX">Hace unos años preparé una serie de
materiales para dar clases de iniciación del ajedrez, con la idea de que
profesores de educación básica pudieran dar clases con la ayuda de un guión,
rotafolios y una serie de cuadernos de trabajo. Mucho del material esta basado
en lo usado en la Unión Soviética y Rusia de 1925 a la fecha, con la influencia
de los maestros de Riga, Modell y Nimzovich, sobre todo con el inicio de
conocimiento del tablero y las relaciones de piezas.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Recientemente he añadido material para que
se enlace con los paquetes que tanto éxito y buena acogida tuvieron en junio y
julio de 2019 de paquetes de entrenamiento para niveles de 1800 a 2200 (Tres
niveles).</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Para este inicio de agosto de 2019 este
paquete de material “escolar” lo ofrezco a precio especial de 1000 pesos
mexicanos o 55 dólares.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Informes en <a href="mailto:chesscom@hotmail.com">chesscom@hotmail.com</a></span></div>
<div class="MsoNormal">
<span lang="ES-MX">Además del paquete, se añadirá material
extra sorpresa a los que soliciten el paquete entre el 1 y 15 de agosto.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Los paquetes mencionados de niveles entre
1800 a 2200 siguen en venta a 1000 pesos cada nivel solo entre el 1 y 15 de
agosto.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">El material “escolar” contiene más de 35
materiales con más de 4000 páginas.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-MX">Paquete
para el instructor de ajedrez.</span></b></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-MX">Temas
y contenido.</span></b></div>
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<span lang="ES-MX">Curso Elemental lecciones 1 -14 Rotafolio</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Curso Elemental lecciones 15 -18 Rotafolio</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Curso Elemental lecciones 18 -21 Rotafolio</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Curso Elemental lecciones 22 -25<span style="mso-spacerun: yes;"> </span>Rotafolio</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Ejercicios principiantes.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Juego de laberintos.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Mazes ejercicios varios.<br />
Ejercicios Mate en 1 en hojas.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Capturas principiantes.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Atrapar damas principiantes</span></div>
<div class="MsoNormal">
<span lang="ES-MX">20 Mates en dos principiantes.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">200 Ejercicios principiantes.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Alfiles principiantes 1</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Alfiles principiantes 2</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Guía para padres e instructores de ajedrez</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Lección post Iniciación Básica.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Lección post Básica Ventaja material.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">1.- Introducción al uso de algoritmos en
ajedrez</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Algoritmos táctica Panoramica.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Los algoritmos secundarios.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">10.-Colección de exámenes de evaluación.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Más letras en ajedrez.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Contactos elementales de piezas.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Posiciones a resolver táctica A.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Posiciones a resolver táctica A Respuestas.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">2.- Evaluación de posiciones valor
relativo.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">3.- Proceso Elección de Jugada.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">4.- Cálculo de variantes ejercicios y
técnica.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">600 ejercicios prácticas.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">600 ejercicios prácticas intermedios.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Hojas de Examen Evaluación 1700.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Hojas de Examen Evaluación 1800.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Hojas de Examen Evaluación 1900.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Hojas de Examen Evaluación 1700, 1800,
1900<span style="mso-spacerun: yes;"> </span>respuestas.</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Examen para 2000 (posiciones).</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Examen para 2000 (respuestas).</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Examen para 2050 y 2100 parte 1 y 2
(posiciones)</span></div>
<div class="MsoNormal">
<span lang="ES-MX">Examen para 2050 y 2100 parte 1 y 2
(respuestas).</span></div>
<div class="MsoNormal">
<span lang="ES-MX">5.-Cuaderno de Entrenamiento para 1700</span></div>
<div class="MsoNormal">
<span lang="ES-MX">6.-Cuaderno de Entrenamiento para 1800</span></div>
<div class="MsoNormal">
<span lang="ES-MX">7.-Cuaderno de Entrenamiento para 1900</span></div>
<div class="MsoNormal">
<span lang="ES-MX">8.-Cuaderno de Entrenamiento para 2000</span></div>
<div class="MsoNormal">
<span lang="ES-MX">9.- Cuaderno de Entrenamiento para 2100</span></div>
Unknownnoreply@blogger.comtag:blogger.com,1999:blog-4471653020817176631.post-49110458451286185272019-08-04T21:25:00.001-05:002019-08-04T21:25:05.806-05:00¿CAPACITARSE PARA ENSEÑAR O PARA CERTIFICARSE? LA PATENTE DE CORSARIO EN AJEDREZ.<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-BSy6PkgiDbc/XUeTc0jQK5I/AAAAAAAAGzo/49BGHyU2IDwmLkOrbziVt-7lAe-Hk9g7wCLcBGAs/s1600/pasaporte-real-de-corso.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1132" data-original-width="1600" height="226" src="https://1.bp.blogspot.com/-BSy6PkgiDbc/XUeTc0jQK5I/AAAAAAAAGzo/49BGHyU2IDwmLkOrbziVt-7lAe-Hk9g7wCLcBGAs/s320/pasaporte-real-de-corso.jpg" width="320" /></a></div>
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Theme"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 6"/>
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<span lang="ES-MX">La continua
lucha por el empleo es una característica de las sociedades actuales inmersas
en el cuanto tienes, cuanto vales. El ajedrez, con sus atractivos y su valor
social, es un campo de trabajo agradable en que una persona puede brindar
servicios positivos a su comunidad y al mismo tiempo tener un medio de vida en
que siente que colabora con sus semejantes. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES-MX">Las sociedades
en general de muchos países, como los de Iberoamérica con secuelas enormes de
la conquista, aún tienen mucho desconocimiento sobre como evaluar si una
persona está capacitada o no para dar los servicios de acercamiento e
instrucción del ajedrez, normalmente se orienta en que el aspirante a dar ese
servicio a cambio de una paga, tenga algún papel que certifique su capacidad
para hacerlo.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES-MX">Los aspirantes
entonces están a la caza de cualquier certificado que les de alguna
personalidad para presentarse a solicitar empleo, por lo que todo tipo de
organizaciones privadas han convocado cursos y exámenes para certificarse, sin
respetar reglamentos o ni siquiera normas habituales en otras disciplinas,
sobre todo las deportivas o culturales.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES-MX">En lo que toca a
la educación pública hay una serie de filtros, más o menos aceptables pero que
para un gran porcentaje de los aspirantes a un empleo en ajedrez se les
presentan como obstáculos insuperables.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES-MX">Desde las
asociaciones civiles del deporte, desde clubes, asociaciones, pasando por
federaciones, hasta la misma Federación Internacional, han instrumentado todo
tipo de cursos y títulos, aunque muchos creados por personas que no tienen un
reconocimiento de expertos, sino simplemente son directivos, que, al no poder
destacar como ajedrecistas en el plano de jugador o instructor, lo han tratado
de hacer como organizadores y políticos del ajedrez, logrando de alguna forma a
auto emplearse, por lo que cobran por licencias y títulos. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES-MX">Todo se vuelve
mercado. Es tan terrible como si para ganar un Premio Nobel el ganador tuviera,
en lugar de recibir un premio, pagar por ser nominado.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES-MX">Entonces no se
trata de ganarse un título, sino pagarlo, y luego ir a alguna institución
educativa, sobre todo privada, por aquello de que tienen filtros “mas amplios”,
y con un papelito en mano, firmado por no se quién y sellado por alguna
asociación, para pedir le den el empleo en que sus servicios influenciarán la
vida de alguien.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES-MX">El problema yo
lo veo que en lugar de que alguien se quiera capacitar lo que interesa a la
mayoría es que papel le van a dar.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES-MX">No hace mucho
una federación me pidió dar un curso para instructores. Presente mi syllabus, y
propuse que además de dar yo el curso, uno de mis exalumnos, maestro
internacional actualmente, hiciera el examen, como se acostumbra en las universidades.
El que da el curso no es el que examina. Me contestó el dirigente: “Yo te voy a
decir a quien hay que aprobar y a quien no”. Rechace el proyecto
inmediatamente. Luego hicieron el curso y a personas sin ningún nivel de
ajedrez les dieron un título firmado por un “nadie” y claro, les cobraron un
buen dinero. Solo unos pocos lograron que alguna escuela medio patito los
aceptase. Sufren un poco porque no saben cómo resolver algunas situaciones que
se presentan habitualmente en las clases de ajedrez y ahora si quieren
capacitarse, aunque no les den papelito. Me he enterado, pues me piden
programas de trabajo y herramientas y material para dar clases. Tienen buenas
intenciones, pero sienten que se precipitaron y por ello fueron víctimas de los
federativos. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES-MX">Todos somos
culpables. Crei que una persona capaz y preparada iba a hacer algo bueno por el
ajedrez y la apoye contra otra que sentía yo que no tenía su nivel y que había
colaborado un lustro con un federativo deshonesto. Apoye al que sinceramente creí
mejor. Grave error y ahora todos, con justicia, me reclaman. No soy perfecto,
ni mucho menos. Solo amo al ajedrez y no preví tantos males que traería la
mercadotecnia y ahora veo todo tipo de organizaciones con nombres de variedades
extrañas, vendiendo títulos y ajedreces en una lucha por un botín. No buscan
servir a la sociedad y al ajedrez, sino servirse de ellos.</span></div>
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<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://4.bp.blogspot.com/-yTJU3cuHELk/Ws0hOnBmUAI/AAAAAAAAGx0/205_Vo5aZcAAPZaJx_8zFTRMvQEHnmBuQCLcBGAs/s1600/Jugar%2Ba%2Bla%2Bciega.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="590" data-original-width="452" height="320" src="https://4.bp.blogspot.com/-yTJU3cuHELk/Ws0hOnBmUAI/AAAAAAAAGx0/205_Vo5aZcAAPZaJx_8zFTRMvQEHnmBuQCLcBGAs/s320/Jugar%2Ba%2Bla%2Bciega.jpg" width="245" /></a></div>
<br />
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 107%;">En
el número de abril de 2018 de Chess Life for Kids, se dedicó un artículo
completo al juego de ajedrez a la ciega, escrito por Jennifer Vallens. En su introducción
apunta:</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="color: #231f20; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: ES;">“El Ajedrez a la ciega ayuda a su memoria visual y<span style="mso-spacerun: yes;"> </span>espacial por lo que <span style="mso-spacerun: yes;"> </span>es una gran herramienta de entrenamiento para
mejorar su juego. </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="color: #231f20; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: ES;">Pero así como el aprender a caminar es necesario antes de
que usted <span style="mso-spacerun: yes;"> </span>pueda correr, es mejor empezar
con breves ejercicios de 20 minutos o algo así, para <span style="mso-spacerun: yes;"> </span>las prácticas de visualización diarias. ¡De
esta manera usted podrá pronto<span style="mso-spacerun: yes;"> </span>jugar una
partida de ajedrez completa a la ciega<span style="mso-spacerun: yes;"> </span>y
quizás un día romper el récord mundial de partidas simultaneas de ajedrez a la
ciega </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="color: #231f20; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: ES;">Comprender la relación de las piezas entre sí y con las
casillas es <span style="mso-spacerun: yes;"> </span>la piedra angular para jugar
al buen ajedrez, sea a la ciega o de manera normal”</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="color: #231f20; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: ES;">Luego da algunos tips de como mejorar el ajedrez a la
ciega.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="color: #231f20; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: ES;">Hay muchos manuales escritos sobre el como jugar a la
ciega y ejercitarse en ello.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="color: #231f20; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: ES;">Pero hay uno editado en México que yo recomiendo:</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="color: #231f20; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: ES;">En el excelente libro del Dr. Manuel Lopez Michelone
(auto apodado “La Morsa”), “Perfeccione su Ajedrez”, que originalmente él
pretendía titular “Ajedrez a la Ciega” antes de que un entrometido editor
decidiese poner el título final, se recopila una serie de artículos y opiniones
de reconocidos autores sobre el juego de ajedrez a la ciega y como dominarlo, y
me parece un excelente compendio sobre como mejorar la visualización en
ajedrez, habilidad fundamental para el cálculo de variantes y la elección de la
jugada.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="color: #231f20; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: ES;">Al entrenarse en ajedrez es importante acostumbrarse a
estudiar libros de ajedrez sin usar piezas y tablero, reproducir las partidas y
variantes en la mente.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="color: #231f20; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: ES;">Ya que al jugar ajedrez de torneo no se pueden mover las
piezas al considerar y comparar jugadas para decidirse por una, una habilidad
bien entrenada del jugar “a la ciega”, es prácticamente una necesidad para
jugar a buen nivel.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="color: #231f20; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: ES;">Comentaba en un escrito anterior que </span><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">muchas
veces el problema del ajedrez en algunas poblaciones es el ámbito. Pero que ese
impedimento tiene formas positivas y hasta estimulantes de solucionar.</span></div>
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<span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 107%;">“A
los dueños de restaurantes y cafeterías pueden poner objeciones al ver piezas y
tableros, pero si se hacen torneos de entrenamiento con solo utilizar unos
cuadernos, no pueden poner ninguna traba, es como si se reunieran a platicar.</span></div>
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<span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 107%;">Torneos
a la ciega son excelente entrenamiento para jugar torneos serios y para muchos
entrenadores es fundamental e imprescindible que sus alumnos practiquen el
ajedrez a la ciega. Basta que haya un árbitro que anote las jugadas y tenga a
lo mucho una aplicación de ajedrez en su celular o Tablet”.</span></div>
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<span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 107%;">También
comenté que durante semanas prepare a un jugador de más de 2100 con solo dos
tablets y realizamos los entrenamientos <span style="mso-spacerun: yes;"> </span>en una cafetería y nadie imaginaba que
estábamos entrenando ajedrez. </span></div>
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<span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 107%;">Si
los niños juegan los torneos a la ciega en cualquier área común de comida
rápida que abundan en los “Malls” o centros comerciales, verán rápidamente los
progresos. </span></div>
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<span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 107%;">En
lo que toca a clases de ajedrez, es conveniente que un instructor use
rotafolios con posiciones, ya sea con proyector o impresas, para dar las
lecciones. Y si tiene que recurrir a un tablero demostrativo, hay que emplear
una cortina. Es importante que los alumnos no vean los cambios de posición
visualmente jugada a jugada, sino cada dos o más jugadas para acostumbrar a
visualizar los movimientos de las piezas mentalmente.</span></div>
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<span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 107%;">Esta
práctica es fundamental para hacer más intensa y productiva la clase.</span></div>
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<span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 107%;">Mi
consejo es que juegue y comente partidas a la ciega frecuentemente, </span></div>
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