二王搏弈
王天一特大,等级分2743,王家瑞大师,等级分2478,分差265。
第14轮,王天一特大持先手以仙人指路开局,王家瑞大师应以卒底炮。
经过7个回合的较量,王家瑞大师运用拐角马、穿宫马,布下一个弃炮陷车的大阵,见(图7黑)。
![](data:image/png;base64,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)
(图7黑)
吓的王天一特大不敢进阵,接走了兵九进一。
有位资深棋迷提出高论,一车换两子,通常是吃亏的,原因有二条:
1、从直观感觉上,一车很容易换两子,如果不吃亏,为什么成千上万盘对局,高手们一车换两子的走法很少(特殊局面例外),难道高手们都不想赢棋?
2、从理论计算上,一车换两子,换双马、换双炮、换一马一炮、换一炮一马,从分值上看,一车10分,一马或一炮5分,二者交换分值相当。但接下来,车走一步是10分的子在移动,马或炮走一步是5分的子在移动,走动效率差别很大。
国际象棋中有的一种特别的走法,王车易位:在每一局棋中双方各有一次机会,可以同时移动自己的王和一个车,作为一步棋。具体走法:王向一侧车的方向走两格,再把车越过王放在与王相邻的一格上。还制定了详细的易位规则,就那还被脑子聪明的棋手,抓住漏洞,把“王”和“与王在同一直行的兵行至对方底线后升变为车的车”进行“王车易位”,逼的相关管理部门修改补充了易位规则。
象棋,为了鼓励一车换两子,可以借鉴国际象棋的行棋规则。
在象棋的行棋规则中,增加一种特别的走法,走两子:一车换两子后,失去车的一方,有一次机会,可以同时移动自已的一个马和一个炮,作为一步棋。也需要制定详细的走两子规则。例如:走两子的权利,必须在失去两子的一方,第一次走动车时,马上行使,过后失效。
美中不足的是,如果失去车的一方是在特殊局面获利的情况下换两子,再享受走两子的权利,有失公允。
第9回合,红方走车七平二,形成(图9红)局面,
![](data:image/png;base64,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)
(图9红)
黑方接走卒1进1送卒。
从第10回合至第14回合,红方九路兵连走5步,兵九进一,兵九平八,兵八进一,兵八进一,兵八平七,迫使黑方炮4进7弃炮打士。
看似红方得了一个大子,但红兵走动的步数较多,影响大子的出动。且缺少一士,防守压力很大。
王天一特大,开局阶段,有时候,不论执红、执黑,均喜欢连续走动兵(卒),是个不好的习惯。兵(卒)一次只走一格,行动快不了,到达九宫象(相)眼位置至少需要6步。一旦被顶尖高手调动大子,抢占先机,局面将陷入被动。
战至第16回合,黑方走车1进4,形成(图16黑)的局面,
(图16黑)
红方有效步数5步,黑方有效步数10步。
第17回合,红方走士四进五,黑方应以车9进2,不佳。车9进2,接下来,只有车9平8、平7、平6, 3个点可走。不如改走车9进1,在已方的下二路生命线上左右驰骋。如果车9进2是为了借炮兑车,更是大错特错,违反了缺士怕双车的秘诀。
第20回合结束,形成(图20黑)的局面,
黑方果真主动兑掉了左车。难道看不见红方是缺士吗?
![](data:image/png;base64,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)
(图20黑)
接上图,红方竟然不走兵三进一兑兵,而走兵五进一,天马行空,压根不管对头兵(卒)彼长此消,放任黑方过卒,只能说艺高人胆大,不把小将看在眼里。
第23回合结束,形成(图23黑)的局面,
![](data:image/png;base64,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)
(图23黑)
黑方8路车、6路炮、6路卒和4路马4个子占位极佳,红方右翼漏风,防不胜防。黑方只需进车捉相,即可获得较大的优势,可惜王家瑞大师下一步走的是卒6平5吃兵,眼界低了。
仰望星空,俯看棋盘。目观沧海,胸怀全局。
第28回合结束,形成(图28黑)的局面,
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAANQAAAEiCAYAAACBYvyoAAAgAElEQVR4Ae1agXYkNwrM///0XbC3NuUySEiix91j+j0tAooCIbFzl+Sf//XXHegOlHXgnzKmJuoOdAf+1wPVj6A7UNiBHqjCZjZVd6AHqt9Ad6CwAz1Qhc1squ5AD1S/ge5AYQd6oAqb2VTdgR6ofgPdgcIO9EAVNrOpugM9UC94A//888//ZquyDMvV3890oDv/gr7rA5/pFSVxDt5XcDdH3IEeqLg3ZR486JncSWic2bXD3zFrHeiBWuvXFhqDZMH8+EHGfth2ZSXXbg2/Oa4H6gW3z0MU7avK8PiruJtn3oEeqHmPyhFX/ooot+rlh2nCLx3ogfrSjmsU71dDbVWZdYBUr8rTPH4HeqD8vlxqveqRe7ye7dLD/XLyHqiLH4A96Ow6LcUbHs92mqfj4w70QMW9KfPgUUMacbTfTcp8zBHZGdP7ug70QNX10mXSB816tHeJAqNxMI/BYFN7QNHmwg70QBU2s6m6Az1Q/Qa6A4Ud6IEqbGZTdQd6oPoNdAcKO9ADVdjMpuoO9ED1G+gOFHagZKCq//HsVf/Y9ypevo8re1HJfUUvmBN77s3JHnwmq75LOE+LQ1GnPIjXhqkO3KpUHtVX+Ty8cVbzVvNZ3cqpune2VVslp3Kpvlqb4ZVD9R3OD97dwI/gP39bVBXj1XIVdzUv+CC9s6zaKrk491W8V+XQelXnvNm9cqie5VFcye9nVTFanOnV3MZXzcl1VnKjVkivPzs28EHucIxijLf6Q61V3Mqj+m79JSevKkYPcRWv5ankZi7e63lO9Spu5VH9LnWiDq1PdeBWpfHwWo338LcdKBzUK7rCVnUpVgtqZVlRo3JU1aw8qmveFb2SC3mVU3XgTmQV5y0Hqupw3GDlVJ2xJ/tKXuVSfbdO5VF9l9fiKrlQh3KqDtyKVA7VV7gYe7uBsoPp4oJP9sx7wjOKrboY5Liq5it5UXul5HqresycVbWWDFRVMc3THXh6B3qgnn6DXf+tOtADdavr6GKe3oFfNVD8v5l5f3qJzMX738Z7et53iP8VA8WPfLRfvdARF/venXf1fO+Mf/uB4oed2WcvO8PFmHflzZ7rt+DeeqD4Qa/sZ5e/wsXYd+Odnec3+t92oPgh8967ZPZj7+HMBn8kZ5gVXuVSnWtY4dU41nUf8bbd78CvGihrAT8Y1dXntYwx3n7Eafjoy3B5sYjzfGaDP5IzTMTbdr8D8Q37+EdY9fFki57Fqd/TLZdnZ5vWwz7bgwOSbcCyj20fwX/+gH0kPR7FM2fvxx04Giht/N11fjy8t7pV3z1LJQ+4IrlbI8eBm22/eW/9OPmOB+ok+VWx0YOY5dM4xc/8imedY9lue/bx3vN5NsSYjz/YIdk32yPG5G/5Ks561C0UwM2/+94eh1c37Kf1V/HMaqzKU8Vz2refjkcfTJ58ZQN1UkQUi0cV+SO7dznAgtOTGocYSPV7umE9O9vAB8k+7OGbSeBN6se+aG8xkQ925Z3pFnfFdzVvBf/RyVEAZHUTd3ktLlpWo/KOsHymCMd28LNN98zp4WGDtHjeezpsH8A/f2heT1feCMO8s71Xyywm47+at4L/LQfKLkcfBi4MTfMkxwCvkjHe3vCeHTblgw4/S+VinfcWE33M5+2VRzER78g+qmcUN/NdzVvBH9/E7HT/+lEAZCJkCXLCa7HesgJg172nm40/xEbSsJHP7NHnxSgX67xf5eVcysO+Ea/FRd9uXMQH+9W8FfzxDeMUA4kCIAfQLdcpr8Urh6cDBzkrFjjliuKAj/ywAwdpduwhgWUf27w9Yk1mPuAzWA+TzePFjmxX81bw5zocnBIFQAawbXMFr3GsrGyxK5wr53gar9evlfN68ZHtat4K/rcfKLuc7CONLjKyN6/fmYqH6TFfzVvB/ysGCpcTDQD8u7J5v3au4mF+ZfzUruat4P9VA4VLqmgcuFhmeDMY5rT9VTE7vFqbpz+Vt6LuHijvRWzasheSxaGMq/CrvKhnJp/KW1F3D9TsdSz4Vy7kadiFNmz9omb4V3qW4QMGvJCw78geqJ2uBTGrF5LFV+NQfpYX+Kx8Km9F3T1Q2VeSwO1cSCamCqNHyPBqTEZ/Km9F3T1QmReSxOxeyCzu1B+VP+ON4mb2p/JW1N0DNXsdC/6TCxnF7vpmpY94Z7Ej/1N5K+rugRq9jEXf6YVE8av2bNkRbzY+wj2Vt6LuHqjoVWzYSy7E+e/tPF7PtlpyBYeX86m8FXX3QHkvYtNWcSGWWnlm+ma53/Ls8mic1qv+Xf1q3gr+Hqjd23XiKi4EtMwV7YHdlcy7y+HFPZW3ou4eKO9FbNoqLoRTg08lY0724D3h8GKfyltRdw+U9yI2bRUXoqmNE0t9p/oV9VpNT+WtqLtsoHDpLf8bgO7Fc3pR9RdB2UCd/m3pxVf8jfF0Xh5K7ywntu7vZ/fQB8ijnh4F//lHvBWFeHX8dl6cX6XXqx0beHdiRzFP5a2ou3+hRi9j0VdxIUjJXNEe2F3JvLscXtxTeSvq7oHyXsSmreJCLLXyzPTNcr/l2eXROK1X/bv61bwV/D1Qu7frxJVcSP+XEk5nP00V/fXIwQvpYbK2HqhspxK40wuJ4lftiVI/IBFvNj7CPZW3ou4eqOhVbNhPLmQUu+ubHWHEO4sd+Z/KW1F3D9ToZSz6di9kFnfqj44x443iZvan8lbU3QM1ex0L/p0LycRUYfQoGV6NyehP5a2ouwcq80KSmNULyeKrcThOlhf4rHwqb0XdPVDZV5LArVzI07CJ4/+FrJztb1BiczVvBX8PVOIis5DshWRxyHsVfpUX9czkU3kr6u6Bmr2OBX/mQjIYpDSst+AfyUyeDGaUI/I9lbei7h6o6FVs2GcXMvMjpeEyC/hIzvLN/BHvzP5U3oq6e6Bmr2PBP7qQkY9TGG5lcay3H+Ud+TyurO2pvBV190BlX0kCF11IZFdKw+0s5VE9yh/ZNX5VfypvRd23HCgcTOXqxUZ48Eb+XbvH69k8fsN5K4v1cGzz6vBsHLO7r+YFn8rd+jSukrcHSrt7oONiQKE67J40rC7DsU119Xm8bDM8f6qz72RfzQs+lSc1cmwl79cOc5bEvrIQTqe80Blzsq/mQy3My3v4I2lYXhFO7RyTzcc43iv3iV7NCz6VJzVybCXvbQbKDsXLDswHVR83ZHUP3tW4GR68kDM8/Hw23psfOu/BDx8k+GaS42fYHT/4d2IRgzNBmh28sEEiZlcy7y4H4m4zUCiIJQ7Ktor9lbw73BbjrdlZNWaGZz9i2Va1N+4rvqt5K/iPTo4CTPa6pgf2ML0+w959r+k7+mny5CsbqJMiolg8pMi/a78brzcUOBtq9aTGISYrwZnFZ3FP5a2o+zYD5T0OHNDzZS/Xw4HX853Ydnn1fKxbPcrLft6v1q68q/ERvoKXzwU+luyP6sjamTcbE+FuM1BcoB4QOmNO9tV8qOWE12J5KSe4WXp4xGUkuDLYFUw1L/hUrtQ0wlby9kCNOr3ow8Ushn3ALdZb5oRd955utux3Uu8oRzUv+FSOaljxVfL2QK10foLFxUxgodvilcPTgYMMCScO5Z7A0+5qXvCpTBc0AVby3nKgcH4cFHqVvDOv1bayTnpy5z5457q63gr+Hijv5jZtFRdiqY0nszbL/BtWVe9fwj+bp/JW1N0Dpa/hQK+4EE5vfN5izMm+ul7U8lTeirp7oPAKCmTFhXhlNO9nV67uQwV/D5T3gjdtFRfipW7eHijvXSzb+iG95iEtX8wk4Kn3VlF3/0JNHseKu+JCvHzN+9mVq/tQwd8D5b3gDZtdBq8Nim8hzMf7b8BNg3Fe8T2Fl3vK+5OeHHUUjYM8KcSLvTvv6BJGPu+sbOPY0Z5jdvbGfcV3d95RT9m305ujjqJxkDsFjGLuzLtS2yrW8Nk16t/Mt1LXjIv9d+bN9hU4Pldm3wOV6ZJgdh5MJgaXuCqlvLSaqSlNRsC78q72FXg62nRbOlDVjbyKD7yQ0y4RQGNMHy0K/cCxzvsRB3KOMMyV3YM3i5/hwKdyFpf1gzeLZ5zFjpZhZ37mi/Y9UFFnAvvKpSpWdU6hl8m+aM8xEWZkH9Uziot84FMZ4Vft4F2NM7zF8spwrOI/8mSIIwwOqDLCr9rBuxoX4cGnMsJ7dsSqz7OrTXVwmD1ahmGf6uoDZ0ZabOUHPpVVOcC7ymdx0TIu9qmuvlnuo45aMhQAuVrAqEDwjzAzH9cDPpbsz3BFGHDCr/rIzjXo3uLYprr6kCcjLfb04/zgY8n+ilw7HFyD7o2Pbaqrb5b/qKOWDAXMEu34wb8TO4rZ5Y3iPLtns5o8u9m8xXjEsdSY0Zk9H7g834ntbrzaJ+h2RtTqSeAgMz0pGygkfXfpNXV2Zo6ZYeG3GOxNznTG9t7/C4r7Muun+nEHHxcx+KNsoAY5tl3ZQ6wm2OXdidMY1a12s81WBveqPszyeGecxWT8u7yz3oJ3hkvVmAFFGC7EMFpQFJe1gz+L93BeTeD1fB4H2xBrNo1XHRjEcyxswHAs+2b73TjknfHP/Jwf52PJ/hnXzA/eGU79XMMqB8cqr6eX/kKtFusVxLar+MALyTln+9UYxvNe85hvtAw/8yvnTB/VM4v1/OBT6WF3bODdjbX4aBln5FvJ2wO1eDsrzcUlIcUodnSZiBthkGNFgnclZoQFn8pRzIoPvCsxwFrsaBlu5gfXSPZAjboT+GYXyxcDilmM4ThO9yM/cqzKTE0rnOBTucIxwoJ3hBn5LD5aFjfyjXjZVzpQTFyxP21gVEMF7wrHKtbw2RWdMWNfqSvDB8ydebN9BQ5nysoeqGynHBya7j2gkc+h+mLi2NH+S9CG4tW9QfMt5O68o56y79vBEoYeqESTMhC+iKoHpZzQM/VkMFV1aq6n8KKfKvU8K3oP1Eq3JtinPCQco+v97AT6AIn+7MgeqJ2uBTEVF+JRN+9nV67uQwV/D5T3gjdtFRfipW7eHijvXSzb+iG95iEtX8wk4Kn3VlF3/0JNHseKu+JCOJ/xeYsxJ/vqelHLU3kr6u6BwisokBUXYmUYT2adllxVr9bxVN6Kunug9DUc6CUXkhwmy3Wa7zQ+atVTeSvq7oGKXsWG/fRCLH5nbZT6EXJab5T3qbwVdfdARa9iw35yIRary0qAjfewsdwo9/gXLsppdV3xXc1bwX90chQAWd3E38RrZ9Vl/YTN6y18Jne+3bhZrqfyVtS9dxN/OooCIGeNXvX/Fl47p7fQL/SBMeZjHRjEZOROzDvzVvSjByrzQpKY3QuxOF6WDlyQXAJsHAMb42b7nZgZp/mfyltRdw9U5oUkMbsXYnG8+FHCrjbo8Jtc/XZiMjmeyltR9/otUEdRgMledT2wFmtv1Qa9+17Td/TT5MlXNlAnRfz22GgorC/wcY902DwM43s/7gD3c4yce3ug5j26HIGBUInEfOHYmy/CI65lrgPoKWQuykf1QPl9ebnVGw7YUAx0SLPzHriWax2wHtoHuRb9Fd0D9bUfP6ZhMCCtEOxx0ayr7ccKf4PE3MvT4/RAnXawMB4DY5TYQ0Zp8Bgif9vnHUAPIecRMaIHKu7Nj3gwQFn5I0W+WVIMEuTJ8XqgTrp3UWwP00WNDWgxSJABLGXugUq16WdA0WD9TDXvmxWDBHly0h6ok+517Ft0AIMEeXKoHqiT7nXsW3QAgwR5cqgeqJPudexbdACDBHlyqB6ok+517Ft0AIMEeXKoHqiT7v2JtYvwVgH1JRRerRWP6ZJiX0CKs0OepOyBOuhe9DDVfpCiNFTrivTSpA8gsz7YB3lScg/UZveixxjZN9OUhUV1RfayxA8gsh7YB3lScg/URveiRzizb6QqCZnVFflLkj+AxM5vH+RJyT1Qi93TxzcLX8XP+Fb9ml9141Mb66v5noi389oHeXKGHqjF7vFjm+1xSYxbTHcM59y2z3wck8E/HYO+QJ6cJ9fhIAMKgAxgb2O2c0bLDqk+z/bKXmk9rGttqivW/O/64U4gT87ZA7XQPX5kujcatqmuvoW021DOqXutT3XGbxfwkEA7K85/WnIP1EIH+ZHxHpcxs8G/kPIIinwqUW8kPfxRITcPtvNyL07KLRsovYTfpM8u4E69wMNBTTMduHeX6MPsLmf+soGaJdrx2yVe8e3y7jwqq1/jVs90Zb1efT9V76wvu33I8lbwH71YFAA5K3zVfzdeq4fX7Dyon2Ngm8WyfyfG4k/ycizXktnv1jvjvpq3gr8HanaL4ueHltlbOOOELqWeXDTn9vZan2JSBQropF6h+qJezVvB3wP15crmij64mW6MjJln+I44uWjO7e21PsV8r2ZuOal3xH41bwV/D9ToBgOfPjrVOYx9bF/Zn14016B7q0Nt0FdqZKzFX/FdzVvBf3RyFABZ3cQ781ptK+ukNxV9WKn1NN9pfNSrq3kr+HugottL2O0CMitBNYRUXLQlyNRakauCw2vI1bwV/D1Q3s0t2uwivLVIE8IrLprJvVorc1Ryad2sV+1RL+QJbw/USfcktuJChPJDbd7Prlzdhwr+HijvBW/aKi7ES928PVDeu1i29UN6zUNavphJwFPvraLu/oWaPI4Vd8WFePma97MrV/ehgv+WA2UH85b32HZsFY3z8jbvNQ/fewtVvVZu715XbLcaKD1cpK8c0MNWXYZyN+9nR6r6EN2/2vUeZjrHK3bkU6yn32ag+CCZvXeYrM34r/ia97OrFX3IvAHGZO9zpbYVLPIfvSwkhATpqrT4nbWaB/jTesGjsnk/O3Lah523kMmZwZzeaelA7RbMDdQDqc7Y1XzAq9Qcuzp4d+M1DnwqFberg3c3XuPAp1JxI91io2VxkQ/2iNv8sw8cilV9xDPPMohGIpWDkG8ui80uC1bsN8KBQeuEPghZcl3FB17IpaIG4Kv4wAs5KOGby2KwvjkHhlmMVwtiICN6LzbERo6MHYlUZmINg4N40vN7NuQ23+wDVuUsLusHbxY/w4FP5Swu6wdvFj/DgU/lLA5+i4uWYSKf2sHH0jD6eTbFmJ7FfWA9gqwNiVjaHmvGA5wnP4oTLg9nttGnMeCFZP+IJ+Ob1ZLl0JrAy3bYMpwRpoqD67Jc4GU7bFEtiNMY6PBDwu5JzWEY7/Ni2cYxEQdjbO9nUlSgIwlkAAvNXDzvLYB18KsNepggcIAvcG+bm/ezdbt9wH2qNFbYeA+bys8q/vvT/N7n2T2bxUZ25fUzKSrQkcRk5QrS/TVX5mqu2rur7uffSx9sMjm9cIvTz7MZJrJ/i1fDio4kkCuxhrW41eXF7eRdjcngd/sw4/4tvJm3YL2a4bSfUf88u2dDTuX19O8j6qECG5KztD1WEPbXDBzkX0ewMZx9wEMG8BC7wzPKAR94oe9InAnSOMALG+QOP8eAl22re9QCafHghQ1yxg3cSIJ/htFchsc3ilUf8iF2Jv/LMkM6fhSp0oGGJj3ATDcixoTEjkPrhO5At0xX8YEXcqs4J+gqPvBCOqlDk8VghSDHMYuJalG76pbKszklfJh6oKLObNhXGp+hB5/KTGwGA94MNoMBn8pMLDAWO1qGm/nBxRI1zWzmBz+wXix8Kn98oKwgHCCSXDRj2J7ZozEqM7EZDHgz2AwGfCozsRkMeDPYDAZ8KjOxjLH4aBlu5GMe3XNd2CsGOvyQsM9k6UDNko38VvjKGnHNfKtNmvHB37yfnajow8pbWMl3FfbvG8BmR6I4yB0OjjGezOKYnX1VvZq7eT87UtWHzFvYycW83h3Cr76MfptfKC4WB1LJmJO98V7xNe9nV6v7oO8AesUdggvylPPoZVkR9kGeFqPxzfvZke7Da/pQ0eceKJ3iA73iQrz0zdsD5b2LZVs/pNc8pOWLmQQ89d4q6u5fqMnjWHFXXIiXr3k/u3J1Hyr4jwbKjmlF8PIexK6t4oBe7ifxcm8r676K1/pdWSff3xW81X3YGigugg+MZsKvvlX9igaixtVaMviqetE/j2/km9U4ih35Zrzq9+pWzI5exTs668iXqXl5oFYOtYL1ij2N9zjNdmfeldrugPV6vFKXFx/ZKnhXOFawqHlpoLYSHPw7n518ONhI3pV3p65MTAaj/dqJAcdJLDg8ecq7E78akx4oJTZ9tLghGss+bw+8Sg+7YwPvTuwo5oRXY1XfzevxsI33mmPkUyzru3HMwXvwqWTMbI9YxrGN94yx/cj3DauGSF8ilV+llVjLD7zKqLZVO3hX42b4E16N9XSz8UI9ioXdpOdjG/Nhj3jGwZaRu3ERN/hURnjPjlj2sc32uoBlHGyR3P6FAqGXTG2qIzaSwKuM8Kt28K7GzfAnvBq7oiuW6/R8ZoMdEjGs8x7+jNyNi7jBpzLCe3bEss9ssEPCzzrv4Y9kaqBGhOpTHYkjO/sNg2V2xMAGiZhdCd7d+Chul5fjcEaWlo8xGX2EARfnYJvF4oMdekbuxCjvqDbPp/Gsaz3QWTKnxcIHHtVhV3k0UF4Sz2ZJI7sWxPpODMdH+7vxevWozXRdfD7Fm09t0CEZAxskuFWHfSR3YkZ88O3yahx0SOPHXuVq7uOBsgKihWJQcIRr+9dr4H6gh2bjz9M5DnsvhmOxV4k48Dxd4jwmvbOqDTriVIdd5ddbUu8fPUvG4RqjOmOj/U5MxMX2K3l3uDXGdNhYwg45OxNiGWd7toMLNkjEqA77SO7EjPjg2+WN4thueyzLxz5PR00qUwOlhEgcSQ+viVVXLubwfBq/ohvfFR94IVdyIEYlOGD3dPUBY9LzmQ12SGBVZ67snjmyMYozDl7mBy/bYdN41T0ceJgbe8bzXnlVT7+sFVIUhWS7sYiDBN+prOZDPczLe/hHEniViIHd09UHjEn1sW571hEHGyTsWbkbF/GDT2WE9+yIhY9127OuGM8HjMoeKO3Iga6NV31ErVhPNxsv8CkWdpPqm+kco1jmHe134yJO8KmM8J4dsfDNdMMBA4nYkUwPFCeICC0xFjArxWgMYiHhP5XVfKjH4/VswKtkLO8NF+lqV06O9bBmi5bHlbF5eTJxEQZ8KiN8ZB/Fmy9aEZ9nXxooI0BRHpnaVrAaa/ppvMf5E7wr53ga1uvxyhm8+MhWwbvCsYJFzcsDZYGWCAtEkLDvFAMOyAoOcLH8Cd6VnIbF4rptD/sKHzhGsSMf4rNyp7YMdxXv6KwjX6rGDGiE4QKqDox81Xw/zbtznqv6exWv9XjnnLibkbyCt7oPW79QODQOCAl7lXxH3p0zXRWzw5u526fyVtTdA5V5IUlM9kKyOKS9Cr/Ki3pm8qm8FXX3QM1ex4J/5UKehl1ow6P+J5+dC3cBuXJWxfZAaUcO9NULyeKrcThilhf4rHwqb0XdPVDZV5LA7VzILMb8vBJlpCGz3GkiAT6Vt6LuHih5DCdqxYVYfuPB0npgr8hVwaH1oX7Pfmq7ut4K/h6o01um+JIL+XeYst9pvtP4qM6n8lbUnb89p3soANKBHJl+G+/OeXdicCknseDw5FN5K+rugfJexKbt5EJGsSOflTrzR8fZjYv4YH8qb0XdPVB4BQXy5EJGsSOflT3zR0fbjYv4YH8qb0XdPVB4BQXy5EJGsSOflT3zR0fbjYv4YH8qb0XdPVB4BQVy90JmcTO/lZ7B6BF3YpTD05/KW1F3D5T3IjZtuxfCcbbPLi6TOdg+2u/EjPjgeypvRd1lA2XF9NrvAR6jJzMX3b3f7z36C+ndQdZWNlDZhCu4igN6+e7GO6tn5rczZjDai50Y5fD0p/JW1N0D5b2ITdvJhYxiRz4rdeaPjrMbF/HB/lTeirp7oPAKCuTJhYxiRz4re+aPjrYbF/HB/lTeirp7oPAKCuTJhYxiRz4re+aPjrYbF/HB/lTeirp7oPAKCuTphSDe5GyhXMRAX5EnsaM8T+WtqLsHavQyFn0lF9L/cWzY9Yr+euTghfQwWVsPVLZTCVzFhVga48HStLBX5Krg0PpQv2c/tV1dbwV/D9TpLVN8xYUQ3cfWOHmp/0S/ol6r56m8FXX3QJ28SInduZBMTBVGyn3sw9dznOroL+QJXw/USfckdvVCsvhqHMrO8gKflU/lrai7Byr7ShK4lQt5GjZx/L+QlbP9DUpsruat4O+BSlxkFpK9kCwOea/Cr/Kinpl8Km9F3b9uoKxpvGaPY8WfuZAMhnNyrSuxGWwGw7Vk9rv1ZrkzuFUM+gC5Gs/4XzFQfMl8eNuPfIqd6bMLmfnBP6pp5EM85CzfzA+emRzVNPLNeNVfVW/EW8H/9gO10qQVrF6K6aP4kY+5srhZPnCO+EY+xM/kCscK1st7Gu9xmg28kBEuY3/rgdpp0E4MGh3FRnbEQWZxwJvMxESYyM78o/1O/E4MajiJBYcnwQvpYbK2tx2oUXNGPmvczB8114vzbF68h1Ob6uCJ7PCb9DCejWNGe41VfSV2hGXfSg6Om+3BCznDj/y/YqCsUdllzdptrMapPryIf2vUT+NVBz6yww+pONWBy0iN9XSz8QKvYmGfyd24LG8F//dbnGUnPwqAJFfJ9oQ3io3sXHAGw3jsOY738I8k47FnaXtd4AMO+kgylvejGM+nsSu6Yj1+z7Yb53GxDbyQ7Fvdv+VAjRoDH2TUsJnfi0MMpIfxbIqHHknjgA98qsPuSWAhPczIxnG212WxjMnoo3zwKSfspxK8kCd8v2qguGG89xo480cxu3HMB45IGhY+xKkOeyQNvxoDLi9ObeBniXiTimdftN+JibjYDl5I9q3uywbKirnT0kZkauOYDL4So7lNN35Psu0D8O8flbVkuJAXtSAGdtQ+0hFzB4lzoN5dWTJQu8mvitPL9PLMMDO/x7lr01zQI2l54ENO1WG/Qmou02FjCTsk1wIc2356X1HT8UChWXeSdjGz5oz88L3qTFov52cf7Gzj/U/Ui2LQi6kAAANJSURBVJogrR77Rjp8Ju+2Pqvf//NooPbTXh+JS7NMK5cG/PUVfs3A9WoN8LHEXrFfWa/TkF8lMsLu6eoD5h3krxgo76JGlzryeVwVNs7Je+ZetXNs9V5r8XSz8UINioX9HeTbDpRdzujiIl9kf8VlW+5Rfs/n2V5Rq/ZX64h0tb+q1lfleeuB0kufNfUOl71Swwp2dvZd/0oNK9jden467u0HyhpsF4mlDYf9Tpc9qmnk07O9Sh/VNPK9qr5X5vkVA8UN5Qu2/d2/rvfuN/S1vvu/qK/1ttYduHUHeqBufT1d3NM60AP1tBvrem/dgR6oW19PF/e0DhwN1BP+T713IVfVXc2r/0Cigt/jhM3r1aoNXJCr8U/Hbw8UGgZ5RSOM+4qvmhc9UFlV+xX1Wm2oF/uqeqt5UCfL6hxVfEcvFhcNWVYUDVIVN1+G7qvqvoLnilqZ02qGXlE/uCArOK/iQI2e3M1ZPlBW3O6Hg2l8ZFdcVj+pMcrBnLyP8Ct28EGuxHpYj8ezebGvtlld0Xp1LZl8W68fB+QEno39d9ujXpOnn8fh2VbycH26X+HxsMoH3cOu2MCjcoXj6djz1/T0DnT93YHCDvRAFTazqboDPVD9BroDhR3ogSpsZlN1B3qg+g10Bwo70ANV2Mym6g70QPUb6A4UdqAHqrCZEZX9e5lXfa/M9aozPSnP6276SV0prhWPXP+FJ+uVKZHPOHlfmaO5/A70QPl9KbNGDzqyryQ2juxa4W3sfgd6oPZ7N43koeG9Bao+JUsAruBMpG0IdaAHippRvbUHjqXcVzx+5GKpeVu/tgM9UNf294PdGx7PdlqKcqp+yt/x8w70QM17dITAozaJvRHy/igBBSun6gTt7UUd6IG6qLFGaw8aS9NUP3aPz7NpHa3XdqAHqrafQzZ+4LwfBiWdHp9nS9I1bLMDPVCbjVsJs4etj1v1FT7FRlyRXeNbr+tAD1RdL78x2YPmRw3dk9+CEwbwMBQ2k/29vgPd9df3vDO+cQd6oN74cvtor+9AD9Tre94Z37gDPVBvfLl9tNd3oAfq9T3vjG/cgR6oN77cPtrrO9AD9fqed8Y37kAP1Btfbh/t9R3ogXp9zzvjG3fg//zvpgKPWUhaAAAAAElFTkSuQmCC)
(图28黑)
王天一特大接走车七进三兑车,王家瑞大师走了本局最差的一步棋,车8平3接受兑车,形势瞬间反转,步入红方极为擅长的马炮残棋,至第39回合,红方双马双炮杀。
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)
(图39红)
本局王家瑞大师,两次兑车,第一次主动兑车,第二次接受兑车,均为不佳之着。没有针对王天一特大缺士的弱点,发挥车的最大作用,构思技战术,出现了思维盲区,错失了一战成名的绝佳机会。