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The Art of the Endgame
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9e8t695b17y3r3lvXvLeveW9e8t3e8t695b17y3r3lvXvLeveW9e8t695b17y3r3lvXvLeveW9e8t695b17y3r3lvXvLeveW9e8t695b17xPwcV/B/nv4HFfwf57+BxX8H+e/gcV/B/nv4HFfwf57+BxX8H+e/gcV/B/nv4HFfwf57+BxX8H+e/gcV/B4H19NMafLcShkfwfMH/F8wSSJNTf1Grd1B/WW+fH+oq4sSyKHS3f6tYKIsGDVtjaWnckaTiPA4r+DwPcjC54wvtFNe5me/wyqMRK3lAGHKKQQrTJejcGIgFhyrU94cM0JECMZlx9vYPq4AHudjke79po2NV5B/ZXZ/7sqerwvF6vQmE/AKCze7TbgPA4r+DwPti9c4vrXrQ/LbPQwfC/mjQj7b7IgJCALXSDDkWCTstzr8J29t/W6RGHDfLEa08tSV7mBSBEwjy/5IujLqsynsx0VT7ivklMJguaFncx8xsUcJ6XBnQio91iEEJCwJ0JS7Ktqq9LpxLl0Je6k9l/vAeBxX8HhPQ/LbPXxH2Ry7i6xoBzp95fSOVddG2IsWSPhvJEqG/TPeGojtJG0Rq9BtziBlMgjAtVrtBREb1LVFyVrFSiYasQPcNZ2/5H0GNpYtfj7pdverscj4KJkKoL1tb2ZPglao0jQtw+G+56UY9zfpemcayjawqChjtEuPYlM2Xea/yOkhhya/J1i/6oYsroH3y3KvfskVlzNBrqWiLkzp9fwOK/g8J6H5bZ6+K+yMl1sdgPRQvJHl/cqAaf24Yp5ZSOS/LceQvvSAEISq3OGdGMHX/hQigDVWFPgqs7oXvj2n6V/svsgMEOlZ1upa3KGufK+z8eudnL7qOytsfdOdzzEPz+xwHgcV/B4Pik3gCvxsPU5+j7PWRpd08x2u7+cvyJL9Wj5l+NVGiNMo2/5qbgjOjyvu/E8sCFr8tvzKNpRtKdQYvNCm/cp+YbzqzzeV29DXW++ls+v9r0F+5kFbkH4cB4HFfweC7YQYXNL01ekOk2C5VRe+IbTUISIBEfaXKmO7pMJK+sRYMGuWI/ii0KDLFopNsFZsX39MSDkHrlRWJzkMXfOZWYU0TqPR1vlKT3L9orXPqQCgtzyXtDQz7OBrpzdMvqlpq1aXprCmW+QCGdjBAla1StX7+gQWWkLddX2jByBFV50dJZ9GndhTuN94MkwKBOmVlNI6KCjV+yR9bYQyW9b09Ev1fsIi/FwPINoKzuIyhTzXc+2znl9fwOK/g8FxEDdbC4rr3kNAPs4lFKuq8514EqYvq3ygGg/P0BAEaAqIqky1LU+gFA7MPDOmSHH3/4uMtrZLn7dOmlFPoSUGiNJFtU+cC0L5QJQTqRZ95+2QAop9/r0e0TsMa6zFJ+X6/gcV/B/nv4HFfwf57+BxX8Hi+oZFALVhhksZT3oxEqCpVuP/JljXVoL95SUymgLoC/NcX4HFfweL9AHhMYAU919NN5cdHAEdEBJdgC1DlbfqgQGbSBeOb7mIQYXLGS3XU6RHNWPz/64vwOK/g8P+l7SH2jE91FHs+hp2+OiJsgq+//ADVtrdo0HtHSPP8AlSF9OwWvxOjr2O9f8dTEIPE68rS88J4HFfweF+L8Begc16ErceDYTWnIvQO8wCS7v8SqlNlGDk8/UmSA1+qbPUgVFgwBqA15bSwaBM2utM7zLjIRocjlr1S6oVfs+RCRxBZtdbvdQFZveLVFMKq63m6VAhQ0rAZXaPm0lBe2t8PmLqxbB/2MpYgWrOgOXWIAKmgOcChQXM3RHN32qVvtwAtsjCTQVCzG4h26R4DZOq6X15fHB+BxX8HheCo2vYbf6RZcdMFX919BNRh7go80/ECsW50bX3O0/NbJ+F7/APP4DdDQjpGVSgs6g/v0UuhD7CEs8nIDwLUPRZ5qXDoAeSjX3Ynz/wAt4uUImYomntGTKQhQul+eD8Div4PC9Vqqn0RP6lYMMd2w/wBd/Qz7X79zToY6LK/bvPzWyfhe/wDyMX4WmgjpPzmxCCw3Pwirqj4wkdVHuln2lSyqsYHOuoTc/K6wnEdWxVbW3g/A4r+DwvOQmo83bqazDPgOFrO1fhj42aq6PsmH4hX4to3FXzaLRrmP0Ff7j1ZlRURAI3dVVSvsurQOaPmLCyhaz8n/AAHfCPMFiAR9slHnzX0iktgJV86HzFwItSDQdoEI60LhdszoufGX/qZugrR7XAqiJ1Y7PKXcs0yPzIxVtdoBNkeftMRroQBvRbCShFDclORpwfgcV/B4bt17UoPcaMzQOVgP2nUo7p7begsSLABoEyQmoFRjO/8AwLD0LfuLHzGCa2gJ71rMpLW4t1Z+Xf3ERpYwO8cmJryMiRRthZRYhA2mm1x6PkgI1ObHvUdKmou/DDwngcV/B/nv4HFfwf57+BxX8H6vBdBYo1HtKdmdB7TqO0RNRPomlbQRWUv2p3y0UOecP4HwOK/g/V4jALSqdcQUMqgpYbH2O8zfwWjCtveN2DPd/sOHP9l2R+8SJrxVdq/r6LoIvRsst3Oe0F4fwXgcV/B+t6tx4I+RXk9KsreD2sFqovOVzn0zV8v+/wAFsirqh5+p7emnCeBxX8H638NAk00wMmtEFwP+W0KzAVKZW2PbPo3RFF9gtwU5PKE8w4MOuubsQW7hYnfLfxichkZEdTJ7jG5pELoeowFQMrGRutG7kTy9uXSVp/AhU68zDLQsoobKab6PmKut/ZCW80mm32dftGIwoH4avQ1ldAIBZuHR6ykkIpC7FHtLJAAKt6NVisU4wFKXq7d4YQYwFP7fMP11lKzGT/0Zb2aDVmR7RvnesLhWiN6wTEVQ0C1zz5sRtDghXmzjG8JlG1g6jf4iC7z+Ca7npNOcE97y39pkt7unGR8MSC2k1Zke0u5znoOa9CbDAVdL+V1z6wIttWcOmpKqDroea0GrTnHDTr9PwOK/g/W/hou6cJsiHOAut7/4Q8mTNA62fHpj+bVGBGPHQKh+fRMgUcmin2hHPh+LgBTLWiMeTfxLeu7En29GNP5Can4a+lK1xm9j7BLecibiuXIAxt6ylCpHUbXsefS3i8xzXz56sAFppQ96SqXGMKOqHLLmFW1a+SMSxQDUdEy6tsbUVquYK/uPCBgcwFruHpnRch1Ef3CUGVGJUEbbAt7qdovGIKxAafNz94lIN90ib/2D+FWHLN/T8Div4P1uIDVfjSEHiFgA7O8AlGRSnZWvKfjdU/MbvQ/H99Hj/G4Q7qT4Epm4V6p/j0AOwPCa34awjn0Ol2dR6OsLkskBujkdydt8YBX/AGpWTKA2Hn7rzfQqhVGRabWULl5/cJUNrMvyxlpVZXVkaXf7sPP00TP8rM8N93/HGESOrHuQioqIAg0+bi/++IFzU/8ASIlI2q2v0/A4r+D9XgrQV2JbM6AFtWu3mBQlT6hrUQw/hdIFRXdh3YR7PIaorpFiQqBoGZidS7Bgtawlx3H2P7iU0gWmByIBBSi5uH/fiHoDXbVr7ckj+yci7jZ8yjj7Csqlgq2iEyT1LQ5fMQRBOSUwf2SGGWr6Y+YIQYAUGLJzvSL0+aRSUFo52LRKXsVSnDklGlyhXFnSIlVaQSb3cIUe3wHV1tenYGOSylis8kEAKsAasumiQZvkqdBPIMDUp1GgC3EEw200WzApAicmXbYO6/yKSryuLLC5hRxOg6LpmmEI6bXLzS+R6xaYcZB3LGXHQxiBtqfmo640+n4HFfwfq8mLbQafZjyyew/1Oo/PpAuV9/8AGYvz+0volTiXrodICyAp4PiLlCNlf6iF7CRFGmDEGG7sGDV6+xMAA2SfaEUtEAX2MRZsRY7X2dPiaQ5r78qQIgjWkN23F2/w/Ep7tmJd8jrLsxZEuXLFNYu/aUUjhBFu0ge3pSIyLV6TUp0TEH8DM2qL4IVP9PhTmd5gwEwjsqrUA5hR1BrPtFAkKR/xiV3eTLa5pfKdV+fSU6T1garUOsFrTM6CjNQ6r3/xgkWkHAV0DqxpEULMq61Masu0Pcf6iBi5ArK2wk8NAq9uZ8SyD2M+Yf1PdGn4Y+p4HFfweN7o1rBOcNc9S+B9bChC9EKDtbBVBi0oqp8vjjPA4r+Dx3CX3hzWtXqdIoHLLq+4x8NSqKM9sKn9kwFlVsPV5Xz1evG+BxX8H+e/gcV/B/nv4HFfwf57+BxX8H+e/gcV/B4LvgVy7Su9VAGnoaJ6MhjWArvoELTAsxXrbFL1Yn7QGktUjXvjHA3qzXBRscH4HFfweC4PG3V1D+4ueTZzWv8AT8xyaYuvSc6WHkDj4KPiEFrosntjPxDis55D3Kslq9lZAfazMJiJ0eYro6EH2AZZhw1+KgQpuwv+g1gpL0EPMZjSNqFa5YCRYBsDpmD10icq1ocwTQdaKtGgsPeEV5q1zg5Sy7VW9Bah7hpl8lLllItI7jGPmUp2pZlyEMvSLFzmj7ALj9arDRvSHpZ0CxW8uQ2zrDq8gXuzpgzE4w00kHZQqBia0WJwHgcV/B4P0DvgEczT7p8kGokzn/s5+J5r7MRXAFNaNf8AfiOipiHM6/gOyDTQBsHp+P1i5lhv5K4O0Ixop65/9qUF181nKsg2i+EvlCTQRxvvFJMIXZzrTfvDVc1altrbMqFsUrVTnK3xENCEfr2JoUZ5FzSNiKXJx8doN2R5HL5ruwUOodKv6gQvWSsl2QXPJqA0pfx6MYEJoq8MqEFWFNI84tM4FMGI21mjPa+A8Div4PBcnobAYGq+CJlzUFOtxlQko30Dt94MCywWlJrVc4FWGmTOupKCIzkYK+x39WEmULelv7woh6yR3H85wUwQ3poKYDvcXDby1nLzAaa9GnQNLb5mVOQNJdOkGMDAur7ZiQkqq/1B0EkIp9oezyAWBcp8yzxrfvRi0boNZ3WgDXeGRitepy+S4/PyU9f8+IXQUV4XksrnAXLF5LCrT4PTAZAAS2XpjDC3ziOUNNOusXAeCrLlmDjRABG3SuA8Div4PDdupBOjM4ToGGaWLO4Nr8q+mAqnEUPLOnvO9cCvNXmv03Bc0aAaXM7gulenEeBxX8HgPVVbVst1vWRLT3/5ygvCjd1XrmXWBW9K/wCTbFalAdYTEhYjYn/FL1lWxA5LElp7x2wFq8iAGNqisLUNRoBzglBCjmMRtzdHd+3/ACLUS0GgOvocctF5xZG3ZKvNfV8Div4P1/ec3ZV7vaDRQTQ8mDLrLa55ERhuFWkHCKravsas39JoPcc+mkRquaFUv9fu1OfyUwE9C6K6/At+JYfRK60MBig6DlfgzFRZhtk9yPRDmURDTi25ealHZWUNM69phyTZdm81KeBdPetIWRbauMazRPpXYPs6Ty32go9f6/Q4uqX3q/7RsdOnsVr7HzE1zJOvTx9oL2Vn8DDB92aLauwc4lR3B7DUdAwvSa9ocbW85vT2hze/yw2wrU0ELtegS1clKYK9y+X6vgcV/B+v+Snty5YvaZk5um2HWoFxSLFoXobEHcU8Bd8nfvGtiUlSlZGtcoeOWU05ZN8/T8xtHu1bLf8AXyRX+bOp+kfDPx+sVTigSiFApA9oLwVqxbMuDOICqi3cLz76EyyyiXQyr0h2UkS25tG2Kc3NL2gzqHwyu6xD0rDdcQNc4raN7StxFcwW96ipFVy+3rPBt96P/kZR/UK384R8Qiwgr+OkrHXyQsO1E06sJ3kU968zTUZ6loa/I/EGn+IsusX8sAzRS5Dm8zpPz+rGS2ocvJXeoSmiWXSGGfjdX6vgcV/B+vxQIBSsBlcRoRrGqtHwTOhgADbpWsav9KAmmafac1DQ73Fx17yk55Qp0DD5X49G1ASycBYX0g+0Cx0eZf5pLaGRRBfNt+WBqoXVrdd9ZUdUYbzrh3ibLXAsXQHkf3E5arwI5IujdxtARku50e1rKSVgjs5v50hBDJICjYlbUQhgZAcgjK0v12VXRasxAzrUNe+g7vtGHJ6KMNbvSKcSEAN1ijPofYhrVo5z7XMj1Iu7ze9w7dYXW8/ELGgAdCDmjKD1Fxy/LiTKlLTbAGAvncbgDa5Acq12iWjqJtjlUadbhWudesDZDQzav5SPAVKFm11QuYWEAIydvq+BxX8HjPbNckTprXtGY0CLfNadi5UGVO51Xv8AwHgcV/B4HjWhbDVYc6ROd6pQT82/uDtCv5c/+b8DVeY10/4foKAqgGq8pQL6dV95d6Z/5yZ2UoI5ornsL0z8Sy6svbgPA4r+D9brw7kgjwU1BqfEXFWDCDrUximgBDaAgAPJLlto+QIW8oyBh66gtfb5l0kaFVbtOmXaMGEQzpUXLec1gj8IoCqAZV5ToV2qznUolBpYu9vS5uQmh2veLiDUCE16zBrPeWlPQivt6E6DLdGal0xpL4mnTHiIsuehzT+pdNzUA5gKiAVsRfRvU5H1tVGE1PFchs1xVyVcJYDXhg8tebDKFalAREZ6jWZi3VIJcWxqEp8fU8Div4P1fzh0+o7Q2inV5oegAYFHFPzKhtQ24EtKgSJQQq/QieG1CXJjBhdWigu4aDWmGGhBNFbxDZkvyHuXNyBnRaJdz4yKeXsbTFwBChcl18TNtNS6hVD0tjuNKJkvI/OUWbkoFYy2x63WhUMJdPYzEOmqG7pQ+0qe2Ww0aG7KPag1MUJtatRD1DHIxt8nzHpRSZA46jpCi8UpILreJohCAW9GYuLrRDaK140Fj0u37SzOmTUmChz8RzZtYzqPtDyEtFFsBSI4MpX/AIRuLTqB1rrK3w6WWPvvDzogOQYSvGNCreaYrNMgzUc6uGS8bocy7lCGutmctQDBxeMPzVfU8Div4P1ugEuWDbl65z8sRjhqwDkC92M5qQgAOMsHo7DRfhY4DQvmvtcf/fCyZ5w5u6QsmvsiTq8QIHK21g2ARTlXRrzEkYVWEXKnXPiWa61YrZtxMOlBUteFpe69Y3D0NFTp5+yD04CpDpar4j2xC6pVlfeOYrNZbkJvu1XWUmASlslcZiAMi6pWmG7xEpRxnNjNexjuA1QUFbpG044RS9MNcoUOZwZflp8RqqFSwbB6RSYq4G7sHDE6Hojt2lX4Jgw7BVLX2hVUWVwVcBlcwCLxRob+xDiPS1TmXRsBvClDxQROTV6n9QiQx4AN/BMlSho1eUuy/aLcis3dwe4gJqhi6DpdfYhYIHL88Cr8EVC0zKLvJHaFV4jW9KyC0HX6ngcV/B4r3dyoTb0HKITvBKvXFHzLG0q0i8j2K/gvA4r+Dxf5fwfgcV/B/nv4HFfwf57+BxX8H+e/gcV/B+txUuPg0tXLWFVR3aq5hePWr2bw72U0gHl0EWJ22TXwvKB2W7BFg3dUR/barpRATtDFApCqJK16RIyhtWReH5ILMgYiu2WeeI1tvBVigXPziH2nle1XY3HcMW0GiIBBYG06HqNV7K8NYiQhUkFuxKvJcZgo1OTfKG0QbalL1uoIZdBJ3JhAoovCbA5Y5y12hasWCvTMtSM2XpHCDitYum4f3EbQIUsxQ237zPx7amh294Pppc3Lf2iIr5qyPZAJtbPlXKoUms5QGy8TopVSvZvHegLFUXCYIQ2F2w555RBJeBC34mHlGii+31PA4r+D9bprBbsKpDmNJ7xqLD0zVVnLRL07y74N5RXKHRyfMN7sB4DCjf8AtY6xvQLg0GiOpiDITU5mEHo3jrAZmmTeVrGND1gs2jPKoWPEDk0pQUbFnuSgtStNGhDZBL69ZUUgkr2rPmHMVorawBxjRiqqTQpKjfAkD4cB0XML5zXSIIhdz3fXSKBAlVde1kWnxhgu+rHApWObBe1Pec8cgCDD4XwgLpEj0ZjfIxtm0wMF4ct4QqYiqG7E+blxYOQkswtlczRYgmBHe3SLZ6rCh8DmNGiUKvGeky/lJ2AA45g0/EXUO3AJdtNf8mHBTtlRZ0I+zCXKNY5vN+ZRjV0+/gC9bIUMoLjoqPvMIGzbQI3jeXM0gpKQA6YyVKsuRd3lG8YyhAQyhrOIayOMxVyBH1aOjOvLH1PA4r+D/PfwOK/g/wA9/A4r+D/PfwOK/g8NwVALWfuX+T9y/wAn7l/k/cv8n7l/k/cv8n7l/k/cv8n7l/k/cv8AJ+5f5P3L/J+5f5P3L/J+5f5P3L/J+5f5P3L/ACICph1cL4HFfweG9bdA3pY3P2KP2KP2KP2KP2KP2KP2KP2KP2KP2KP2KP2KP2KP2KP2KP2KP2KP2KLGwOndJW/C+BxX8HgugAq0Atjhp1/5s/7s3lnHeBxX8HguFruahbLC+bzlzLl+9Fg3oyzf0zJSFmeuM6QDhRdJ0rQxLNy/SyruEYM6DHVuI9ehnJe8GgxFo31IESVWUOzAGad4t9wF35tcvaXBvSXnUv0sDKel3pLg3p6KGFzwPgcV/B4L0y6f3Q440BLeXdemDaAQvKIWKAmLE05xqYARAGcheiTGIKGOdhjmeeT08TNytdTejYXk1xGyNhGBZQB8QpKyWAUszXcZU7sGbRg2NAJTYCFYBuvl9PIn4/VGgpkAItKTPvcZo0UqORBN4IRiSuiXc7XdRELlI5RTlhZ05RPWoNIQxXvr0jC1rfQNyuXMZWkaMd4X2A8woEmHpc6Nt5emNWI/zp4XWT5GNBCocIoSwbu2topERNaYHudekT/SbLuxyqXWwTO7yg2NWrK51fEoOfsoNHTgPA4r+DwXA3mmAsDMzhitdTueNekzQOMGurOV0Y6RBetZlyVO1O0xWLjY5HwUfHoSHSkh9slRkG063BxKEWatItPfWJdiLA6LbNNR0qnlCaPOWZvZuqG3Y9BNWkI0urdiaf5hi800lT6yuKmXYhnCqwWQVzw4jfxiF6fg0Y4yeVOahz0Y1jCARoqP8KqIKK7PKEeovaarTWBZYRYsa7SsV0FoBdEEdlF6RSqYOTacj6huGCasZqV9sJFyUXq2QZjtuCxyYNzWLMaB3w44DwOK/g8HwiQ0FsIDJSh2tFvgj86CVjtU5YPhelOA08i5fiBvccpVuLzdIiFImiRVplqrmftpSWNbsx1g9/TUCezLSmr3moE9mftphrzT9tAFRC87n7aaPK6xcpQ2uBaB7Ms85hpq5qgezP20Uspd7glIOrwHgcV/B4T6AfFpJzPbov8AE+BxX8H+e/gcV/B/nv4HFfweK7wkoSLYMIhNk6tH2gyWC2jjzFKipGxubmIU7ixrOhn3lpGLZBTWpQMMBttpcHpPKjOao0Vw3e8AAC0inliAWa0K9kIRougWbkNsCxGxOI8Div4PFe5fLdOfDLvfBnPjaCzznEUV9b0dIj4oN6iv7IV0pWTnQvmG65ElZP0Y9ikDqohfWCFRYtej38wbwKW6DpWrDpI2tJ3QaQqQ3F+w3eImKkBQ4JXsvG8tx9S9lMUdMcR4HFfweK62hyis0mfhZoKoqLDYd4iiMrCFNDFsjALXYDX4ipA0XDl7y6hqCK0XgOhM5rLXFhX2gQLlW/AjXxUBcuDdYBRtgmINREo2b1gJky2dzEjhg6BVZPy4Bs9DQOI8Div4P89/A4r+D/PfwOK/g/z38Div4P8APfwOK/g/z38Div4Pp7ly5cuXLly5cuXLly5cuXLly5cuXLly5cuXLly5cuXLly5cuXLly5cuXLly5cuXLly5cuXPA4ri/bnr1ld2V6yvWV3ZXdld2V3ZXdld2V3ZXdld2V3ZXdlesruyu7K7sruyu7K7sruyu7K7sr1lesr1lesruyvWV3ZXdlesruyvWV6yu7K7sruyvWV6yvWV6yvWV6yu7K7sruyu7K7sruyvWV6yu7K7sruyu7K7sruyvWEe39b/AP/Z"}},{"attributes":{"align":"center","header":2},"insert":"\n"},{"attributes":{"header":2},"insert":"\n\n"},{"insert":"THE ART OF THE ENDGAME by Jan Timman, New in Chess, 256 pp., publ. 2023"},{"attributes":{"header":2},"insert":"\n"},{"insert":"\nThis is a revised edition of the original, one of the first books I reviewed for the site back when it was published in 2011 (have I been doing this for twelve years!?), and what I wrote then pretty much applies to this edition. Changes have been made, of course. The rise of the machines has revealed flaws in some of the original’s studies, six of which have gone and six others replaced with improved versions. There are also fourteen new studies. \n\nThe sub-title, "},{"attributes":{"italic":true},"insert":"My Journeys in the Magical World of Endgame Studies"},{"insert":", essentially sums up what the book is all about. Timman’s fascination with endgame studies has endured since his youth. Referring to the absence of hand-to-hand fighting in studies, he writes "},{"attributes":{"italic":true},"insert":"‘The competitive element was gone – only the scientific and artistic elements remained. The studies by Troitzky and Kubbel had a special magic. I felt that their masterpieces were made for eternity’. "},{"insert":"As with the original, he wants to"},{"attributes":{"italic":true},"insert":" ‘...show systematically, guiding the reader along themes and genres, why endgame studies are so beautiful and so interesting’."},{"insert":"\n\nTo show what he means by ‘systematically’, here are the fourteen chapters into which he divides his work. I think they’re worth showing in full to give you a better idea of just what lies between the covers:\n\n"},{"attributes":{"bold":true},"insert":"Miniature studies"},{"attributes":{"list":"ordered"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Rook versus bishop"},{"attributes":{"list":"ordered"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Preventing pawn promotion"},{"attributes":{"list":"ordered"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Various promotion combinations"},{"attributes":{"list":"ordered"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Knight promotions"},{"attributes":{"list":"ordered"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Bishop promotions"},{"attributes":{"list":"ordered"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Mating patters"},{"attributes":{"list":"ordered"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Stalemate patterns"},{"attributes":{"list":"ordered"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Mutual zugzwang"},{"attributes":{"list":"ordered"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Building a fortress"},{"attributes":{"list":"ordered"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Systematic manoeuvres"},{"attributes":{"list":"ordered"},"insert":"\n"},{"attributes":{"bold":true},"insert":"The disappearing trick"},{"attributes":{"list":"ordered"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Three themes"},{"attributes":{"list":"ordered"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Various endgame studies"},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"\n(The ‘disappearing trick’ of chapter twelve refers to studies in which a position reappears but without a certain piece which has usually been sacrificed.)\n\nAs I mentioned in the original review, the studies reveal the hidden beauty of the game and provide lots of ‘wow!’ moments. This is where their use as a training method comes into play, forcing the player/solver to think outside the box and look for resources he/she might otherwise never have thought of. \n\nTalking of training, I sometimes wonder how many players actually use studies as part of their training and if not, why not. Is it an aura of mystique? Jargon? Because studies often seem to bear little apparent relationship to practical play? A high-rated Scottish player – no names – told me back at the time of the publication of the original that he had hardly looked at a study in his life for this very reason (no. 131!). Given that he had got to way over 2200 without doing so, you might reasonably think he had a point. Conversely you might also wonder how much further he would have gone if he had.\n\nAnyway, there are lots of examples of practical studies in here, positions which could easily have arisen in a game, e.g. nos 120, 158 (solution only four moves long, but an idea well worth remembering) and 196 inter alia.\n\nWhether you include, or intend to include, studies as part of your training regime, Timman’s examples reveal a wide range of often stunning ideas and the amazing depth of chess. It goes without saying that all the big study names are represented, e.g. Herbstman, Kasparyan and Troitzky. The biggest entry, though, is ‘Timman’. The author has long been an active composer in his own right, and why shouldn’t he present examples of his own?\n\nTimman is one of the great contemporary chess writers. As I said in the original review, he expresses himself eloquently and is not afraid to use lots of explanatory prose. An example from no. 195: “"},{"attributes":{"italic":true},"insert":"In order to properly understand this position, it is necessary to realize that Black’s king aims for f6. After he has swapped his bishop for the pinned rook, he must try to prevent White fixing the e-pawn with d4-d5"},{"insert":".” That’s good, clear explanation. That said, as I also pointed out in the original review, like a lot of experts in their field, he sometimes seems to forget that others are less gifted. Words like, for example, ‘obvious’ and ‘simple’, are dangerous words. Things are only obvious or simple if they’re obvious or simple. When, for example, Timman describes a move as ‘accurate’ without further elucidation, it’s easy to imagine readers left hanging, wondering why. It’s also easy to imagine the moment of epiphany if they find the reason! Thing is, a good teacher will always anticipate questions.\n\nThe quality of Timman’s writing also reveals his likeably healthy ego (‘"},{"attributes":{"italic":true},"insert":"My intuition told me I could make an award-winning study…’, ‘I composed a much better version"},{"insert":"’). I can imagine this might irritate some readers, but I loved it. He is also ruthlessly objective: “"},{"attributes":{"italic":true},"insert":"With hindsight I am not so satisfied with my version"},{"insert":"”.\n\nSo, another well produced NiC title. Will it help improve your play? I think that very much depends on playing strength and experience. The big caveat is always that lower rated players should be au fait with everyday endgame theory, i.e. the essentials, thus I doubt if players whose chess is limited to the odd club game or weekend minor would get much improvement value from this. It’s definitely a work for those who have a decent handle on endgames and could benefit from exposure to some of the more unusual and hidden aspects of the field. On the other hand, beauty can be appreciated by anyone, and playing strength or rating are no impediment to enjoying the examples within, in which case the author’s intention will have been fulfilled.\n\n"},{"attributes":{"italic":true},"insert":"Ian Marks"},{"attributes":{"header":2},"insert":"\n\n"},{"attributes":{"italic":true},"insert":"February 2024"},{"attributes":{"header":2},"insert":"\n"}]}