Les Structures de Pions aux Echecs

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<p> La couverture a &eacute;t&eacute; revue. J&#39;esp&egrave;re qu&#39;elle vous plaira.</p> <p> &nbsp;</p> <p> <img alt="Structures-1446035931" src="https://d3v4jsc54141g1.cloudfront.net/uploads/project_image/image/245478/structures-1446035931.JPG" /></p>
<p> La formation Slave / Gambit Dame accept&eacute;. Tout un po&egrave;me !</p>
<p> J&#39;ai r&eacute;sist&eacute; .... Il me semblait qu&#39;une lecture pleine page &eacute;tait plus confortable mais sur les conseils de l&#39;&eacute;diteur originel Quality Chess, j&#39;ai finalement opt&eacute; pour une &eacute;dition en 2 colonnes.</p> <p> &nbsp;</p> <p> Il est vrai que le poids du livre sera consid&eacute;rablement r&eacute;duit puisqu&#39;il passera de plus de 800 pages &agrave; environ 650 pages. C&#39;est une &eacute;conomie en soi. C&#39;est aussi un choix d&#39;impression plus grand. Et c&#39;est surtout une plus grande facilit&eacute; pour le lecteur qui n&#39;aura pas un pav&eacute; entre les mains.</p>
<p> J&#39;ai les bonnes lunettes ! Je peux recommencer &agrave; travailler sur mon ordi.</p> <p> &nbsp;</p> <p> Le chapitre 2 est commenc&eacute;. La cinqui&egrave;me partie <strong>Axel </strong><strong>Bachmann &ndash; Max </strong><strong>Cornejo </strong>est sur l&#39;&eacute;chiquier.</p> <p> &nbsp;</p> <p> <img alt="" src="data:image/png;base64,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" /></p> <p> &nbsp;</p> <p> <img alt="" 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kklktYnxrlShOrsrI7wTCJkPpaDmFCJoU/JtD4xZJScwXlWO6sjfFUwOia84SW+jV63KDQ0QPu0Pon6WCWXcJ7YzpoITyPChwtvdvQyiyZDvxwk0vqkkCy5jPO0dlZGeCYRssi8IlSXBeWMKjAybryuq+CcKLmM87R2Vkd4LhGejMMFkZhQhaHjCqxM6xNBTsl8ztPaWR3hq7KJROgkMyIQ5JBRYmiAbAUCtTRWIEOHYVUq7KyJ8FAReh3fvmYmhNFkaJRbq7Q+VFVlJcc5a7CzMsLD8xMCsGh8MaGEoaVHpEFVbdL6YJwLS2Zwjn8ebmd1hOcajnJwx4TqDI1X1SitD4K6c2ljnGOfh9tZHeGrYpUizIoJpzA0AKiqUVoftJKakmOcddhZE2HVItRkaLSqVml9QtSUHOWsws7KCOsVoYihe45IG6b1CTm3E6E6O6sjrFWEnJhwLkPjVTVK64PWVlIyh7P/eSo7qyN8kVApwqTdpjM0AKhKLgdwm4kZtCoVdtZEWLUINRm6eVWDOKuwszLCekUoYmi9SUXEoI6zOsJaRUjFhPMaWqNzKOSsjvBVvkoRyr1fojGjiDrO6gifopxNhGQ9SpwDQB1ndYRPEc4mQrwScw5xqCN8SnE2ESI1CBha2FHUcVZH+BTkbCL0y1eYUUQdZ3WET1HOJkICapwDQB1ndYRPEc4mQgzmHB2gjvApxdlEGEDE0M7NxlkfYUnO+zQiPLaFd9iJcEyoMKOIOs7qCJ+inGfpCa/9xhOI8COkxDkA1HFWR/gU4TyHCPf1b1156hoaE/5nziELdYRPKc4ziPA6ZY2prr4xoZaznNVxVkfYL74l5/Ex4ZMbbRIRaswooo6zOsI+z7acR/eEX3rCSUT4VaTEOSDUcVZH+JTgPFaEMEPoVCI05+gAdYRPIc4jRegm6Z1HhBrzGajjrI7wKcd5GyfCslxBXWPC/9w5TIEAgpxHx4Qf5ukJn4p0OAeEOs7qCEe4lXM2ERK1mHOIQx3hCLcqziZCrAoBQ0sPlrRxVkeYybOE88CYsAziMaE5R/j5vyfM5FnIeZ6ekImpYsIZnANCHWd1hCPVlnM2ERK1mHOIQx3hSLVVnE2EWBUChp5gsDQVZ3WEmdWWcLaYMCjfnCP4/N8TZlZbyNl6QroiHc4BoY6zOsKRass5mwiJWsw5xKGOcKTaKs4mQqwKEUNb0gjVhKPV1nG2mDAo35zjvsEUCCHIWW1PmGuTGcY1xhn5/N8TVivCrSZFDmM7vAT+u1REI+ysjvDFQqUIj/cvxrjAuX2UoQEFLQoE6GHnY9/bRRmqHEOzCBmG3lfnJcXjaGZor2T+bT+pwBZ2vt8v9V/0LviZQx2jAGpFyDT0c9G+wtat9Wy65MRtAgrsGBPK2vnYlmU7jm25hXhsy9+68Y6EHkK4GZSKcEunyDmvkxTP4M96Q1MlJ+76zVRE7ez83nlsy9+yrsurRf6QoyvhVlAqwqQHn4St4Tx2saHLRPhAjQIB+tj5LukZKt7NfGzLVeKSMfwf4xiF0CzClDd7ow73Z1YZOlpyFL+kwMZ2JjMhOKLh5EsY5xhlUCtChje74QVn6E/OnXmgS07cJqBALudC9LLz3d/BSUoa+0r3iEMdowzjRfjNU7GGGndMmEiRcz0v3dL2NXyE5huaWzLC/AdTETWzsxMPVhxz0o1wSwwW4TUjdn2+1JjiQseEXwPcT1X87vQiY5wvp+REGUoUCCBu5ycwW/iLPtENjL0dowqjT+CGVbO4EDEhfATG9PA2Q5GhWSVH8TsKbGrnq6h9dSe+3W/Ru9Av+jtGHcYPR10uSSpYTOhFEtHZyvuR+y3OsvZT8EuOIXuTVO4+SAH0sHOq4cmKMO8d4hh1mEeEx7awFoL8mDBMlwPHuEgt8LtMQ2eUjDD/pVREDe2cfPZGtBO4bw/CzTGFCMHcDLsnfP5EvZkad7jtXWJoXsmJMpQoEELMzhwJRh5upP/2dowaTCHCC7cUE2SgCClvPrFJNu9fig2dLDmO31HgTaPKznEJvg/niE+gDjzEMcoxkQjx+WMfrwgjhn5KCm39zoMzpkdiHMmS4/ilRCg3kSo73x1TON685PdtIU2t8ZMj0n6OUYGpRHiG+xfQK7yY0LNPrGPyv8szdE7JCPMfU2C9na84zB8iei6ZXPtxAhRZwkKYS4RHes+8HxMihk6U8F6Sr0BuyXFoUSCEjJ2dLnDf97BcRqyNL1T0c4x6TCVCzuyGExOuXhNy93H6T9e0oUtLRi7QrcC2dv4uuCbH3YEpzzmRqzo6RguMXqx3soNyJje+mDDw2qwZyhWXMm70wpKR7wQUKD0ilbXz+3LENTB1u0lWNb4L93SMNpiqJ+TgjgkR+yQX6hzcV7MMXVQywvwXFChl5zAS5LqlE871I9wQSkWIOWTma33BW2XRqfKKkpHvdSgQooudH+T0XNR8S1fClVAtQsc+ec879/q4oWtKDqBcgZJ2/qrLfEk6EGFnwrXQK0I/+C62NWek1EiEIgrsOSIVtfP7XZ5D+iLsTrgaSkWIxYRlow7ioErs0sySw39WrkBxOz/XZ2nmdF4HHEC4HkpFiDnnO8/GBXsyuq5k5CfoUCBEFzvfF+SVTli8H+F6qBZhM/uMWnPTp8BJCupVj8WEKCLrhBeqvFlvUhExqOOsjrBWEWIx4XnObGiNzqGQszrCV/kqRZgTuOfXkNeOMwwe1XFWRzhSVTVnE6Ff/u/kToKYi7PG3EmCnE2EZD2MsQx1Q6Vz8M6di1OASY4czs6/L2OeGlg9PCPrSKrl3pDkbCLEK0kaGm48rlHgU84CC17384TrZcFFCc7gHniLsyFTgwK/5Yqrx2iXO8ltvsGcTYRIDax4/rZaZKchw1HeXZKf5MKSkYsYnA92kqPRMWHEm5+L3F9eT5hqvjGcTYR++Yy0Pue3t8nZE8Vwjm/h2D27AbRY8JAOLvIKITg7ImYlOeo2Izg8dxLafMM4mwgJJANuf7jHco630eGHcFjk+4Z70SvK8DLnSfHsv+IlOeo5J48R9h9zqEO3y52EjNaHcTYRYmBMeV0Dj3f4QcydBc5x3+C+Lhe8uhO8TecObe5zGPxCgr4adzLHU9CDj8Yq8PnsDe18g9QNm73mG8vZRBggrUDHaC4hxlrSsS1/ywIVE74b7g4Xg5d1jm1bPVkCnsc3zs1OcgQVKHngH+Mx54aznPiKSTjSfGM474NF6GzX5fAQjwlTuZMQAtiTLO4cbt93bMuyfCPLY1veEA75OpygCTk78SDv8KmgP5RT4MjcSczm68p5aE/oHPPDnDAeERO+DRCxlnvwXso53BY7tmXdvvhuX6+R0v31sS3Ltq2gcMpQzpNirUhyJKpAAHxFm36x3nn65CuQ23y9OQ8UoRd77CtLhd1jQtrQ/rzIbW7WiG5f/77e7diWdffmbLw/9/W7dlmwBodV7VVJjsByviSoPSWxFwrBRHHRKJTRfAM4TxQT0k94/6p+MaE7CHFGiMjrZ16zJpc4tvVZ6n+mMVP/uxp0X30LBG0aa1Jybcxzhl4xYZ/cSdnN14/z6JgQAEwPJK7qFBOmDB02Grgk5RzXpW+X9awDfj3i0wO6X92jTC/02BzpN0ly1Csm7JY7Ka/5unKepyc8uMdX94kJXUPve1YrMpzjvvnYlr91hfs3on/cHSdtAI4EI+Z73QE8tyXRMXdSrQgFOU8jQs6I/L6ugwgxQyf9+x064vNo+MX30GhZlr+/v3UNzna4/un67xskxnqy6LAoOQst6g8+n665k9jN15/zJCLkb+HrIELS0NHOOvySfGXo/odHD++U1BOqAHH+/d3D0OefiUH701cvW8MkR6KbR/vnTspsvn6ctwlEGHm0h+gaExLb/HDkKPAu6e75WL/+2We1hM5yc36jyNAT4O9IHkP1d0t5jAJjK5v+dxkKBAVwmq8r5+E9YZYCz54xIbXJCOm1/X/iOYejh4h7/HmXkfZyaLRNciQEzJsTlb+XZCvwuTLZfKkCWnMeLEJkkDaFj0S2JqLTIrAZ+c7hCI97XezHO7sf1mZJjoTgGLlX7qRk86VuF+A8UoR7MAvBGJr1iAkjm4NT4xlSgbij5D2DI5fD2aOHjXs111uAR/R6ofAblGV0Z9/+opSRASqGo4KcZ4gJsyAeE0bfSCI2gmG7fVjOER2Esl0FKT6MBLmt/MYwe7jXphUw26SWyl0cRbmTMpqvJ+fhMWEuhsSEGAl29x0rKOdJyppUwQrLqyQ2ydAcgHDdoCCr085qPuTu1pxNhEQt7yw90gftzkuBbi8D+jaGWd23HSJ4xofRZUCqD89q4H4ixF93ZgJeTyuwefOJcDYRYlWsO1bR00DvmnnwB3bDq2bEyvCRnNrHEpc2PS7L1CAUYbeYUCB3UuPmE+VsMWFQvjvYwMOIt30wOm+IsX+bzojHauZYiFqpp/rA/dmdyq/ifPfRC75MgREuG9pFjlxt13zSnK0njMBZw3QHjF5fg3Zo92x4ehsHH4mWQhwFnYJOYkBMWDdHRWyHaNB8HTibCIlaGtlEckQXqapjteXQbuRmBZkIsSpwb2ZtWaRvHpK5BT7OmZzhDZa5BUKKs8WEQfm/4xwFCuzD+ZeM3ICz2p4w1ybZ9hGAcUY+//eE1Ypw+53cSdSRNORhClNwntXO6ghfLFSK8Hj/0mLoD9rnI1TYmTVgBDhGpsfRLEJ1nhFUBae4v829wUw6flmUc0XJUc4q7MxT4LfUPlSBp2IRinhGx/jq2Daw5QLsvQAr/EAq7mVpzqUlJzgrsDOPMPFumMWELAQxoQrPOM8TS+sDNRAsJSOLyIFUSM7VJZOcY5/H25mZVOv6t4gxLSaMwY0JdXiGC8CtZgdwnHNdycjXyuzMIEwb02LCBIAI1XmGz83rplgoiAkzS45yVmFnDuHHQOt+ujPUFhOm8YhQxDNET7z1eW57sVTSnJuJUJ2dOWV/u9ojbzv3SlA1kwiZr57eMWEqd9I5l2ec50kdR3qAc/EiN3/njrI5Z5ecwXlWOwe54ED8C97lcw8deP4g5oqlHWMOEXJOpYXXpmPCuTzDhcP5el2I0W8llmXoyrgl8zkrsfP5nez61H2/Negk1NnX++RlIkVkh/Q4U4gwhwgjJpzZM7w+8OUQe+3vHSMUcWaVnMFZh51P+iBCd4AQGQgwzjJsA7UizN7VxfGMrjGhc94qQyolqYh4JXM5q7DzVXb8XeZXXgmdvfb5T2LCPBFuVIqcST0jynNLOI0nlUzOVSIkUxHNauebZPJ0ueuXs44jd59/ElAqQl2e4QHjw5VKPuf64eh5qrMz44ftK55s1buox4BUtQiVeUaMD0sqRZwbiFChnRnqYZzFmndYZDH0ilDEM6Q3j5JJRTgx4TdNl8O5VoTq7HwRTkssvakIlCHqGEpFuGnzjFMmJmRwbhcTarCzm0c+leEjJkJwu/TGGaUi1OUZHkJu/NW8XM6N1gnV2fmaSinYNxTYpQNh1SLU5hk4N9YvD4/W4Sowv2QG5/jn0XYOzjrMq5XI3CKHWUSIH9KK4IsJJTxDekRa0gdivRaDc2HJDM7xz8Pt7JA5Dkbs54I6J/s/iAm5uGNCbZ5BVVUiFR7nJiJUrUCw/JOJdT9jZ3u3hlIRZsWEwz3Dg8utKMFdWFCAqpKRK5TZmbn8E8K32/8UE3KRGxNO5RmwqrLz6cGTmuRcWzLNOfJ5Kjs79cDhaGx48NxysPI9tYReEYp4RtcRaaHd/RsDzs1KDopXYWcvJvR0x3tyZQz7G0CpCDkx4VSeERbfRioY54YiVK3A63P+zrNgIG8xoQdmTDiVZ3h4naN20Ehwbj4cPRXaGdSTv1poMWEcnJhwWs9oWdXQtc0L09q5WZ0WE6JIxoRVnmGZWwKos7M+IysVIRUTTusZ0WqN8/9L+CpfpQh7vXhkMMhDpQgNhp+DJhEaDIYMmAgNhsEwERoMg2EiNBgGw0RoMAyGidBgGAwTocEwGDnAGRgAAAH/SURBVL8rQu8Qe31Q/wMMTPyiCN8t+Vp9WNcPuB8W0fxtU2Bas/6iCM/zdonZjJ0DLT8A5msBZ77MCtHtZ6UwEU4KLT9A2UZhEyGCy9e2bWnclLcPvyOQtn4Cdsc2bdDv3dZ1bS3Cj3PLUo/mLeeU3LzxPhFONHweKkLYgo3TPd4ud/nb9Uer0sEJE00b0jmygZdHmw2fc7OChUQIbNG2hkuE63rlz1zm0OF4EUJbt3tGe67mp2Uuh3u6ScOcQF56lJZacc/Wbf7kaO/HjjM0rcJ1s0kGp6OHow/aqQSU5/t0g5YUy8/sx1YNRYge4NJO39IibBp2IiIc3xUOF+FjFdmesJm5pUQY8GsoQsm5EyE3dn59yzSgJkIf/YajzYqXGsAEMWDrnlBo0CXnxjKTXyZCD46fCYuQkfM1o2Cn3doc9+WPx1vGhFKcTzk3ltouZCL0AGan7rClnT1cH26ZUzmIsFq6MzivtGUXEHBuO7yTiQmbW/gt2UQI8Qw51t2RZNOyGy80nafjI0LLhMu2NV4nFBndCW4ECw8qahVMfA7x1DFahsMnZgyGAM6JhzdgWvAfg4nQMBvQ+F36YNGRMBEapgNyZub4FXVBmAgNc8LZePjbMBEaDINhIjQYBsNEaDAMhonQYBgME6HBMBgmQoNhMEyEBsNgmAgNhsH4B8qVlXmNG+jCAAAAAElFTkSuQmCC" /></p> <p align="center"> &nbsp;</p>
<p> <img alt="Flores-1442680505" src="https://d3v4jsc54141g1.cloudfront.net/uploads/project_image/image/233258/flores-1442680505.JPG" /></p>
<p> Le premier chapitre est fini !</p> <p> &nbsp;</p> <p> Voici les premiers extraits pour vous donner envie !<br /> <a href="http://www.toutpourlesechecs.com/Files/70203/extrait.pdf" target="_blank">http://www.toutpourlesechecs.com/Files/70203/extrait.pdf</a></p>
<p> Le projet avance &agrave; un rythme normal. Plus de cinquante pages d&eacute;j&agrave;. La fin du premier chapitre approche. Il me faudra v&eacute;rifier les parties, les coups, les diagrammes et apporter les corrections &eacute;ventuelles avant d&#39;aborder le chapitre deux.</p> <p> &nbsp;</p> <p> On se tient au courant ! ;)</p>