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<p>GUIA 3</p><p>IDENTIFICAR ALGUNAS APLICACIONES DE LA TACTIC EN AJEDREZ</p><p>RECONOCER LASPARTES DEL JUEGO LA APERTURA, EL MEDIO JUEGO, Y LOS FINALES</p><p>APLICAR LAS TECNICS APRENDIAS EN UNA PARTIDA DE AJEDREZ</p>
Motivación
<h3><span class="mw-headline">Relación entre táctica y estrategia</span><span class="mw-editsection"><span class="mw-editsection-bracket"></span></span></h3><p><a href="https://commons.wikimedia.org/wiki/File:Ajedrez_color_transparente.JPG" class="image"><img alt="" src="https://upload.wikimedia.org/wikipedia/commons/thumb/c/c8/Ajedrez_color_transparente.JPG/220px-Ajedrez_color_transparente.JPG"></a><a href="https://es.wikipedia.org/wiki/Archivo:Ajedrez_color_transparente.JPG" class="internal" title="Aumentar"></a></p>Ajedrez de color transparente<p>Para jugadores poco avanzados, la partida es simplemente una sucesión de episodios tácticos, a menudo no relacionados entre sí. Las partidas parecen ganarse o perderse casi por azar, por ejemplo, al “hacer una mala jugada” que pierde material. Al avanzar en el juego, sin embargo, los jugadores adquieren un control tal que los errores más graves van desapareciendo. A partir de entonces, el juego a menudo se define a favor de quien posee una mejor comprensión de cómo jugar una determinada posición, un mayor entendimiento estratégico.</p><p>En general, puede decirse que la táctica es lo más importante para ser un jugador fuerte, dado que el cálculo de variantes concretas sin excesivos errores es esencial para poder jugar a un alto nivel. Sin embargo, la inmensa mayoría de posiciones de ajedrez son tan complicadas que el simple cálculo no basta para orientarse y por tanto, se debe recurrir en muchas ocasiones a evaluar las opciones existentes mediante una visión global de cómo va a desarrollarse la partida a medio-largo plazo. Normalmente un jugador que es muy fuerte estratégicamente y más débil tácticamente usará con frecuencia su <a href="https://es.wikipedia.org/wiki/Intuici%C3%B3n" title="Intuición">intuición</a> en sus decisiones. Los jugadores muy avanzados son capaces de desarrollar una intuición ajedrecística que les permite descartar rápidamente las jugadas erróneas sin apenas calcular.</p><p>Por tanto, un gran jugador será aquel que obtenga un buen equilibrio entre táctica y estrategia. Aun así, cada jugador tiene puntos fuertes y débiles. Incluso entre los campeones mundiales pueden señalarse algunos que poseían sobre todo una acertadísima y original visión posicional (<a href="https://es.wikipedia.org/wiki/Jos%C3%A9_Ra%C3%BAl_Capablanca" title="José Raúl Capablanca">José Raúl Capablanca</a>, <a href="https://es.wikipedia.org/wiki/Alexander_Alekhine" title="Alexander Alekhine">Alexander Alekhine</a>, <a href="https://es.wikipedia.org/wiki/Mija%C3%ADl_Botv%C3%ADnnik" title="Mijaíl Botvínnik">Mikhail Botvinnik</a>, <a href="https://es.wikipedia.org/wiki/Tigran_Petrosian" class="mw-redirect" title="Tigran Petrosian">Tigran Petrosian</a>, <a href="https://es.wikipedia.org/wiki/Anatoli_K%C3%A1rpov" title="Anatoli Kárpov">Anatoly Karpov</a>) y los que destacaron sobre todo por su extraordinaria capacidad táctica (<a href="https://es.wikipedia.org/wiki/Emanuel_Lasker" title="Emanuel Lasker">Emanuel Lasker</a>, <a href="https://es.wikipedia.org/wiki/Alexander_Alekhine" title="Alexander Alekhine">Alexander Alekhine</a>, <a href="https://es.wikipedia.org/wiki/Mija%C3%ADl_Tal" title="Mijaíl Tal">Mikhail Tal</a>).</p>
Explicación
<p>Peón al paso</p><p> Es la posibilidad que existe de comer un peón enemigo cuando este se mueve dos casillas desde su posición inicial. Es como si el peón del primer jugador se hubiera movido solo una casilla y el otro peón lo hubiera capturado normalmente. </p><p>Promoción Cuando un peón alcanza el otro lado del tablero puede elegir promocionar una dama, torre, caballo o alfil. Se realiza mediante un cambio del peón por la pieza a coronar. </p>
Ejercicios
<p><b>Algunas normas que hay que respetar</b></p><p>- Si un jugador toca una pieza, está obligado a moverla. Es importante que meditéis vuestro movimiento y sólo toquéis una pieza cuando tengáis claro que es lo que deseáis mover. </p><p>- Si movéis una pieza a una casilla y la soltáis, ese movimiento ya no tendrá vuelta atrás, no se podrá hacer otro.</p><p>- Si alguna pieza no está bien centrada en su casilla la podéis recolocar, pero antes de hacerlo debéis decir la palabra <b>'compongo'</b>, de este modo vuestro rival sabrá que no deseáis hacer un movimiento.</p><p><b>¡¡ Practiquemos !!</b></p><p>A continuación os planteamos unos problemas, relacionados con la captura de piezas, para que el lector intente resolverlos:</p><p><b>P.1</b> ¿Cuántas piezas puede capturar la torre blanca? <i>(Puedes comprobar </i><i>las soluciones al final del manual)</i></p><p><i> </i><img 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" alt="" width="308" height="276" style="width: 308px; height: 276px;"></p><p><i>P.2 ¿Cuántos peones puede </i><i>capturar el alfil?</i></p><p><i></i><img src="data:image/png;base64,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
Evidencia
Evaluación
<p>ENVIAR VIDEOS CON LA REALIZACION DE LOS EJERCICIOS</p><p>EXPLICAR LAS JUAGADAS REALIZADAS</p><p>ESCRIBIR EN EL CUADERNO EL TEMA DE LA GUIA Y ENVIAR FOTOS AL PROFESOR</p>
Bibliografía
<p>Aguilera López, Ricardo: <i>Tratado elemental de ajedrez</i>. Madrid: Aguilera (Centro de Ajedrez Internacional), 2002. <a href="https://es.wikipedia.org/wiki/Especial:FuentesDeLibros/8470050931">ISBN 84-7005-093-1</a>. (solamente para principiantes).</p><p>Aguilera López, Ricardo: <i>Ajedrez hipermoderno</i> (en dos volúmenes). Madrid: Aguilera, Centro de Ajedrez Internacional (Colección Club de Ajedrez), 2004. <a href="https://es.wikipedia.org/wiki/Especial:FuentesDeLibros/8470051571">ISBN 84-7005-157-1</a>.</p><p><i>Ajedrez: curso completo</i>. <a href="https://es.wikipedia.org/wiki/Barcelona" title="Barcelona">Barcelona</a> (España): Planeta-De Agostini, 2004. <a href="https://es.wikipedia.org/wiki/Especial:FuentesDeLibros/8439515308">ISBN 84-395-1530-8</a>.</p><p>J. Fernández, Francisco (2010): <i>El ajedrez de la filosofía</i>. Madrid: Plaza y Valdés Editores. <a href="https://es.wikipedia.org/wiki/Especial:FuentesDeLibros/9788492751860">ISBN 978-84-92751-86-0</a>.</p><p>Bartel, Rainer (et al.): <i>Ajedrez por ordenador</i>. Barcelona: Ferre-Moret (Colección Data Becker), 2001. <a href="https://es.wikipedia.org/wiki/Especial:FuentesDeLibros/8486437911">ISBN 84-86437-91-1</a>.</p><p>Bird, Henry Edward (1893). Chess History and Reminiscences. Forgotten Books. <a href="https://es.wikipedia.org/wiki/Especial:FuentesDeLibros/1606208977">ISBN 1-60620-897-7</a></p><p>Burdio Serrano, María del Carmen: <i>Reglamentos de ajedrez</i>. <a href="https://es.wikipedia.org/wiki/Madrid" title="Madrid">Madrid</a>: Aguilera (Centro de Ajedrez Internacional), 2001. <a href="https://es.wikipedia.org/wiki/Especial:FuentesDeLibros/8470052233">ISBN 84-7005-223-3</a>.</p><p>Elo, Arpad E.: <i>The rating of chessplayers. Past and present</i>. Nueva York: Arco Publishing Group, 1978. <a href="https://es.wikipedia.org/wiki/Especial:FuentesDeLibros/0668047216">ISBN 0-668-04721-6</a>.</p>
Foro
calificable?
Activo
Actualizar