有违棋理的“捉”
一将一捉对一杀一闲
如图,选自1981年全国象棋团体赛男子组第二轮,江苏李国勋先对火车头顾振国的实战,轮黑走。
![](data:image/png;base64,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)
(1981年4月29日弈于肇庆)
着法:黑先
119. ······ 炮1退1
120. 帅四平五 马2退4
121. 帅五平四 马4进2
【藿注】黑马2退4将军,判将;马4进2伏马2进4,相三进五,马4退5,帅四退一,马5进7,帅四退一,黑马可以踏相,判捉。红帅四平五,伏马三进二连杀,判杀;红帅五平四应将判闲。黑一将一捉对红一杀一闲,按当时执行的1979规则,属于“二打一还打”,双方不变应判作和。但临场以下黑方变着被红方一着致胜,具体因为什么原因变着,尚无从得知。
自1984试行本规定,二打一还打的二打方必须变着,基本沿用至今。
【藿按】稍微具备一定棋力的都会明了,以上通过推演黑马4进2可以连续照将然后得相的变化,由此判黑方为捉,显然是不符棋理的。黑方决不会去用马踏相,而肯定是接走卒4平5吃仕叫杀,恰恰黑方用卒吃仕又不应该判捉。如今这个棋理与棋规不相融、或者说是互相牴牾的现象,虽说尚属个例,但是否能够引起重视且尽快地加以解决,以期使两者达到妥善的一致性,从而对象棋的艺术性也是一种保护,这是我们大家所共同期盼的。
长捉无根炮对一杀一捉少根士
如图,选自1995年第七届棋友杯全国象棋大奖赛第六轮,盘锦潘振波先对牡丹江牛显君的实战,轮红走。
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAANQAAAEiCAYAAACBYvyoAAAdvElEQVR4Ae1bi5Ist4o8///TdjDtHHMYJIFANVXd2RG1SDwSlIDnru/un3/4IwNkoI2BP21IBCIDZOAfLhSHgAw0MsCFaiSTUGSAC8UZIAONDHChGskkFBngQnEGyEAjA1yoRjIJRQa4UJwBMtDIABeqkUxCkQEu1AUz8OfPn39WX2cZkou/32GAzF/Aux3w1b2jJJ1DnzuwiTFmgAs15qbNgoFeyZ2Eghn9dvAZk2OAC5Xja8sbiyTBevgBpu3Q7cpOrN0aPjmOC3VB9/USjc5dZXj4XdjEWTPAhVpz1O5x8q+Ixbb39scQ8C8GuFB/0XHm4v3VsLquzHaB7L0rD3F8BrhQPi9HtaeG3MP1dEcf9+HgXKjDAyADHf2qpXjL4+mqeRg/ZoALNeamzYKhhhTg0Xk3qcbTGCO99uG5jwEuVB+XLpIdaH0fnV2ggVIwNI64QWf1AwiqGxngQjWSSSgywIXiDJCBRga4UI1kEooMcKE4A2SgkQEuVCOZhCIDXCjOABloZKBlobr/9eypf+17Clf34yQXndgnuNCYOGtuKmfgiez6HcGsFoeiqjiIt4TZO/yy0uLYexbP8xfMbtxuPKnbYtq797asrhPTYtl7traTHJTWHQ+D3HnYKuYUdjcu8CBX74rYO7F0vlO4p3LYeu1d542eLYa9R3GsX2mhANZVDPC07MYWvG5MqReYkPoNu2fUCrmLY+OAB2nt1bvgdv9Qaxe2xbH33fpbXt5VjH3EKVzJ04mtsfTZvqd678K2OPZ+lzpRh63P3uGXlYKjv2y853/bhcJDvaI7dF1NkVpQq5YdNVqMrpotjr3bvJl7JxbyWkx7h19FdmHecqG6HqcJtpj2rn0r505ci2Xvu3VaHHvfxZW4TizUYTHtHX4ZaTHsPYOlfW+3UPIw++mCK2eNW8GZxXY1BjlO1XwSF7V3Sl1vF8cas6vWloXqKoY4ZODpDHChnt5B1n8rBrhQt2oHi3k6A1yohg7q/yyuzw3QRyB0jfp8JNmHgXKhCg3Xwzg7F1K0hs5q1LbWpB8GxoXabLgewMh5M01bWKRG7dOW+MOAuFAbDdeDlzlvpGoJydSofVuSfxgIFyrZcD1wOAsEziLt3dqSKUvuOrd3ntWKt5QK+LBgLlSy4ZGh9CAR59lO6pB3JCX3yCZ6/nIMkLEEX3bwJBRDBxt0ozv8E2m3XVHDTNp6Pd/tAj4wsLRQHvmfpsPMyLvl58k7c4Ka71zjlbWhn7uyvFC7iZ8YN2qsvMXaPB18rno78kFm8iJG5Kf8Ot5aYgsFaPI/8SwDp9+t7/qsfe5yvnt9V/EEHkRWfm0LVSliFCtknvjt4nrNjdanY6Mx8OusV9cBXKuzd9QRlcCN+kf9TuN24JcmFgVARomJ+t0NV+rRn7wDNUIP3egO/ygHwMv4wxc1zCTwVz7AjMidN94Bt6NuLlSkk8rHGzwxa72+6/Nuw3bjbG5dI84rH7Fnf5V6Z7lO43bgc6FmHXRsGEQtxW1092wO7FRVabSuyzvb+qzPtLCBsVLvAPJLfRq3A58LNevgwOYNnadDOGy4Z2W10cgfxYF/tk74R/PAPypP43bgc6Gi3TR+GLqoNOGpa0ujzf/+t6o7VaBx7qjXQH5dT+N24HOhvM4FdauhhD0IN3TraLSAo56VHBYSNHTVa9Odxu3A50LZrm3cRwO6AeWGdDRaAz+tXtTezYPF7cDnQoHVBhlpSMTHlnIqZgfX1ubdn4rbUTcXypuITV20IVE/lHHKP4uLelbyqbgddXOhVtORsGca8jTfBA3f/2V3Jibim+Esggcf4EJCvyO5UDusDWKyDYn6d/uh/Cgu/KPyqbgddd92oeRx+os2M+LXQZyXZwc3EtPlo2sWTP1pW/UcqXcnx2ncDvxbLdSswTNbtjkdxHk5d3FXcVU7ahUcfNBBQr/KBf+Z7MDw8E/jduDfZqEyj8n4/kZjvJwr3exNuzadc4ah/eSc8bWxHfEe5hW41Xd/1TgqPqJHAZCRGM9nJ34nBrkrscDwZBV3FJ/V29pG8dZP33diEF+JBYYnT+N24P/6X6jZI2Y2IXxl95pSiRvhQb9bD+JHtXm4nk7j4BzxEx98iBvVou2jcyTnKHamP43bgX+rhUJTI1KI3yVgN27W7Eo9FtfWt7rbeH23sahT9Pi0vz57sdo+Ou/GjfCgP43bgX+rhQJxIiOPi/hoTJx34xA/kp24Gmt0HtWh9ToWek8Hm5ZRPx0j5904i2Pvp3E78H91oWYPgA3Skov7yg4/LXdidPzo3I0LPCtH+a0ecZ5ebKNP+48wtI8978RYDO9+GrcD/5YLpR+mz10krzC9PBHdCVzBxBepQfuM6vH0nk6wRnqdx553YiyGdz+N24HftlBSzM5niYtg6JiI/yf7aK5wFj7sz9OJz6dwh7daXrL3n8wmENAEyETol2skbuWzsns17cR4OFZ3Alcw8dl8q/uoHk/v6QR/pJ/l3omZ4cF2GrcD/1cXKtKw2SNnNjTBk7txHpbWdeMCz0qdc3VGrPjJOfrBf4Xv2XVOz76rO43bgX+rhYo2Gw+HzDZoN26VpxNXY43Oq3rErmO1v9Xb+yxW43hnD8vzy+pO43bg32qhPIJnj5zZPCzoduMQP5JduBZndR/VI3obO9JBr/31eZbD2nbjLI69n8btwP/1hRLSZg8Z2UZ62wTvXon18KDrwPUwojrUYSXiReJsfXCHHRL6jKzEzvKcxu3Av8VCCYmZx2R8vQZV4z3M7Bs8jFFdWX0Gu+p7It7DFN2Ih5F/VA9cyGic53ebhZLi5EH4bLHQtzza+dfGNt/OvVLbLHbXZt8gOPgyNuu7us/qXcXO7KdxO/BvtVCaTDQeUtuq5w7ivBp2cVdxVfuoVsHF5/ns6lb13hW3o+7bLpSQ3vFAr3l3wo3U0uVjuYjg2pjI/am4HXVzoSITEvTJNiTq3+2H50Rx4R+VT8XtqJsLFZ2SgF+mIU/zDTz/2yXztu+gwOE0bgc+FyrQyKhLtCFRP+Q95Z/FRT0r+VTcjrrLCyVF2G9FeNTe8UAv12/i7uQ+FbOD6/FpdU/BlTq9z74nc99aKK8IT5cpxPMVzBO/38LdzXsqbhd31ZO740p9kW/1Ts+enthIIdrHSxrVCc6J32/gVnKeiq3gzvpyZ1ypLfPN3unZUhObKUT7eokjOsE48bsat5rvVHwVd9Sbu+JKXTvf6J2ePjyxo0JcUKdwz2+kQ0OsHPln9cDNxq38PVxPt8Kx9lMYHbi2Vrl34wLPSi/3SCexow81j+zIO8LW+tJC2ULsXReok67OeICVq7ioHbhR/6ifxbX3KI71O4XThXuqXuCiTithj0iJxRfxh082JrRQAIVEspWEP+TKH3bxl5+VsFclcKs4Nl7j6rP1y95PYXXi6jd14wLPSp1zdpa40SdxI5vVz3LAtrVQSKSL0Wex2zt0XwbnfwATEvGQ0K9wHOgfqg6MH6AP+gcA3g/pvaWi68AVDP1JPcDVeuhm9Vp/fZ/har9Ini+sWSGwWWDcYR9J+EGO/EZ6iTvxO4l7AvsU5glc6dfdcKUe70OtqNfz0brILIYmVoPaM4qChN3eoaf0m0teruUltBxmEUMxIScDLM3HD2dP2iFBTFQCM+of9SPui6lP4cHOoXcXRjy91kXm6//NmHhrUHtGITrc+uCufewZPpAaFzpIG5u9C86JH3FfrHbwgF5DCjJwoYNc9RJ+Mwn8lc8y18oBdptI6+Usdit1DPwj0sOKxEV9gB/1j/oR98VUNw/AszLaF/GTWHw7cdGY8D+qUYyVulh79u6RwiQHYrWMxEZ8gB/xzfgQ98VWNw/AszLbG4kffYI1siFvJF94oXRCDWyTeUVp/8gZmFZGYiM+wI34ZnyI+2KrmwfgWZnpjfhK/Oib2TN5Ugs1SzorNFOQ9gWBWtdxJu6LxU/kYTSnI3123tILJQlGya0+W4z1F7wTP+K+WP1UHuycju47s1ea2M5CvOI/teGWC/Jw5h8AJ+a3vFDyVDb8TMOxWOT3Gn47eOZCYWobZEdDvDKIy4Xy5iKt4yBdM0jpxiwCntq3jrr5F2oxHBlzR0O8fMR9sXKahw58LpQ3wZu6joZ4qYl7bqGEW/15/Gd0XKgMWwtfDv6LoLvzMFugmW3R/i8zFyrCUtDn7oNkn/GJ9WbenPEFt1woMNEgdxoQSUvcF0tVHnbiszGtC5VNvhqmU3jAhVzVEbWfwgMuZLSeld8pPOBCruqI2it4XqzW6bOtZ2b74WsVmTsSWZnBmPkCd+aTsQHPygzGzBe4M5+MDXhWZjBmvsCd+WRswLMygzHzBe7MZ2TzYrVOzvYDlvaDbiT5F2rEzIY+Q3wEHnhWRmIjPsCN+EZ8gGdlJDbiA9yIr/XxYkUHPSTi9F2fYR/J9oWS5PhGSaP6zENGmKgFUvyACx3kCCOqB27U3/NDLZDiA1zoIL34jA64mRjri1ogxQ5c6CBtbPYO3GoccLREjVqn80Cvdd65daG8BBVd9BHZHMR9MfYpPNh34g4pbOBsJWYLetxHsm2hJCE/cnDXGdALgOWAFBvOViIOetxHsm2hRgkq+ugjsjmI+2LsU3gYvVPr5YxP2NE27z6audaFQkGQo6RRvX1UNE77oRZIsQEXOkgdt3MG7k4sYlALpOiBCx0kYnYlcHfjURvqAZ6W1lbNtRuPmnQ8asM7YNN6a4PPSLYv1CjRjt4jYQcHMcCzEvaqBG4VB/HAsxL2qgRuFQfxwLMS9qoE7g6OjdV3Oes78KGDhH4muVAzdpK2DPERaOBZGYmN+AA34hvxAZ6VkdiID3AjvtbHxq7uEg8fSIvp3blQHiubugzxkRTAszISG/EBbsQ34gM8KyOxER/gRnw9H8RDah/RjT7ttzq3LtQqWdbuPTyL4fkT98XKJ/KQeXPGF3PGhQITDXKnAZG0xH2x1MWD4OCz/EO/m4sLZRkt3HebsEpJ3BdDJ3gQTP2terGyc6FWDCXsJxou6Yn7asJpHjrwuVCJhVm5djTEy0FcLpQ3F2kdB+maQUo3ZhHw1L511M2/UIvhyJg7GuLlI+6LldM8dOB/1EIJYd7nDfGOrqMhXl7icqG8uUjrugbJWyJPly7QBHTVa2D5LyX+I+Q0vx34b/8Xylucmc4Oc+be0RAvH3FfrJzmoQP/rRdKCNr5vKGO6Doa4uUhLhfKm4u0rjJIo0XyivB8Pb+VrlLvDJu4L3ZO89CB/7Z/oYQc+0lbtM7erW025J5N4k/8iPti9TQPHfilCUABkN3DtIsrcfqL1qVjdnLvxERqIy4XKjInS5/dQZI475OE0Osz8sAGuSzQOADHqMtX4r4oPM1DB/5H/IUSoiJkwQ8yuwmRHFlM8SfuBy4UhvDuUg+orhV6rePZ/0v/jryg/6/V3f+ft/4Ltfssr+HAEpv8PGnjEEP53gzYWai89mMWCssiZIFAEAeblbBTvjcDmAfIymvfcqGEkNFygDRP6pgKqYx9FgN2FirVf8xCYVmErNHZ2irEMvY5DHChgr3Si4MQkKfv8IOEjfIzGMBMQFZe/bZ/oUAKliQqEUf5OQxgkSArL3/7hRJyuEyVEXn/WCwSZOXFH7FQIGi0WLBTfiYDWCTICgsftVAVohj7vgxgkSArL+VCVdhj7FswgEWCrDyKC1Vhj7FvwQAWCbLyKC5UhT3GvgUDWCTIyqO4UBX2GPsWDGCRICuP4kJV2GPsWzCARYKsPIoLVWGPsW/BABYJsvIoLlSFPca+BQNYJMjKo7hQFfYY+xYMYJEgK4/iQlXYY+xbMIBFgqw8igtVYY+xb8EAFgmy8iguVIU9xr4FA1gkyMqjuFAV9hj7FgxgkSArj2pbKCmGHzl46gzIEt1qoSpbPYrteKCHTdwXK+Thbx46+Gj7C+UNblXX8UCvBuL+PUgeRxXdU/ntqJsLVZkcE9vREAP5dSXui5XTPHTgc6G8Cd7UdTTES01cLpQ3F2kdB+maQUo3ZhHw1L511M2/UIvhyJg7GuLlI+6LldM8dOBzobwJ3tR1NMRLTVwulDcXaR0H6ZpBSjdmEfDUvnXUzb9Qi+HImDsa4uUj7ouV0zx04HOhvAne1HU0xEtNXC6UNxdpHQfpmkFKN2YR8NS+ddTNv1CL4ciYOxri5SPui5XTPHTgc6G8Cd7UdTREpxY879M+lXN3vajlqbgddXOhMAUNsqMhUobgRL5qyV312jqeittRNxfKTkPh3tKQ4DJJrmq+avyIqqfidtTNhRpNxYa+2hCJ3/k2Sv0KqdY7yvtU3I66WxeqoyDdpFN4wIXUOSvnCp7Ezj6pa2XP1l6p18sFPCs93x0dcHdivRjgWen5RnVcqChTAT80JuD6w0Vi9ffDwVFk/S1EpV6LJXfgWen57uiAuxPrxQDPSs83quNCRZkK+KExAde/XCRu9Imjttm7tf0FvLhIbOcPeFZ25QBuNx5wISv4JUZRgJZyxlcpTGKBW8FBLZAaFzrISh6Nm8VBfk8CFzZ7h15k9rcTY3Po/MDTUtttbPYO3Gyc9tf1AM9K7Z8957ugMnQWomC/j8D/VjQd7oYr9XifPBe1etLGZOkBZjZu5f9U3I662xbKNpd3f0mivGCZ4L+6w49yj3fwu/qHxcretlCrRDt2GY4Tv7vhRpZAeFj5Zbm6Gw+r+k/X24FfmlgUoKWc8a0IWtmBu/Kb2VELpPgCFzrIGU7EBtyIr/ZBfkhtW50Rs5N7J8bWo/MDT0ttt7HZO3Czcdpf1wM8K7V/9ty+UNkCZv546MwnYwOelRmMmS9wZz4jm8TOPolb2UfYI32lXg8TeFZ6vjs64O7EejHAs9Lzjeq4UFGmAn5oTMD1h4vEzj4JWNl/gC4UlXo9aOBZ6fnu6IC7E+vFAM9Kzzeq40JFmQr4oTEBV9dF4kefBMxsLuBCWa3XwgPPSuu3ewfubryNA56V1i9zb12oTOKILx4a8c343BlXast8mXdb3zvzYGuV++l6O/C5UF7nNnUdDcHgCNbq2yzzO6yr3m/A/w5Pxe2omwtlp6Fw72iITi943qd9KufuelHLU3E76uZCYQoaZEdDvDKI+2LlNA8d+Fwob4I3dR0N8VITlwvlzUVax0G6ZpDSjVkEPLVvHXXzL9RiODLmjoZ4+Yj7YuU0Dx34XChvgjd1HQ3xUhOXC+XNRVrHQbpmkNKNWQQ8tW8ddfMv1GI4MuaOhnj5iPti5TQPHfhcKG+CN3UdDfFSE5cL5c1FWIcBsjIMsHAE7sItbSbui7JuHoBnZbpBg4BO3Fv+hbIPxH3AR1rdjYcCiPtiopsH4FkJ3quyE5cLVe2GikdjlKrl+Om4eL+VLeSq/6Nb4Fdwb7NQ8hj9yaPwQK2HrvToD/l/rV9x1MGll6MD1+s5cD2bV0dUp3GjMSO/2yyUVyAe6tkqOuK+2CMPf/PQwUfbQkkx/MjBU2dAVutWC1X5izGK7Xigh30S9wT2KcwTuF2DeXXfuupu+wvlEZDRSXP1px+o9R1D0IHhvQ24kJ7Pju4UXjcu3taBKxj6E2zgaj10yL0jgQG5g4GY2ywUChKJh1mpfSpn4FYwvFiNq8+eb0Z3CqsTV7+nGxd4VuqclXMnLheq0gkTi8ZAbe/QZ+UpnC5c+55uXOBZafPu3jtxuVC7XXDi0Bht8nTaHjmfwujA9ervxgWelV7uHV0n7i0XCqTgobh3yatxq/lOxVdxR/14Km5H3Vyo0VRs6GcNmdlWqU7FVnBnNT8Vt6NuLtRsMpK2VUNW9lG6U3G7uKM6oX8qbkfdXChMQYOMNCTiY0s5FbODa2vz7k/F7aibC+VNxKYu2pCoH8o45Z/FRT0r+VTcjrq5UKvpSNgzDXmab4KG7/8eMRMT8c1wFsGDD3Ahod+RXKgd1gYx2YZE/bv9UH4UF/5R+VTcjrq5UNEpCfjtNCQS0+VjnxDBtTGR+1NxO+rmQkUmJOiz25BVXNU+Kn+FO4pb6Z+K21E3F2o1HQl7pSGz2F3bqvQZ7ip2Zn8qbkfdXKjZZCRt1YaM4rP6aNkj3Gj8yO+puB11c6FGU7Ghb2mI8/+e7+F6umzJHRhezqfidtTNhfImYlPX0RBJbXFW981yf+TZxbFxtl5r372fxu3A50LtdteJ62gIYDXW6AzfXalxdzG8uKfidtTNhfImYlPX0RCdGnhWap/KGbgVDC/2qbgddXOhvInY1HU0xKYWTHzWVr2fqFdqeipuR91tC4WmU/6/AOTiOVx0/YOgbaGq/7T04jv+ifF0XL2U3lsqOvL7Yg88QJY4LQX/9694Owrx6vh0XLzfSo+rHR1wd2JnMU/F7aibf6Fmk5G0dTQEKTXW6AzfXalxdzG8uKfidtTNhfImYlPX0RBJbXFW981yf+TZxbFxtl5r372fxu3A50LtdteJa2kI/y8lHGZfqg5+PXDgQno+UR0XKspUwK/akFF8Vh8o9ctlhBuNH/k9Fbejbi7UaCo29JWGzGJ3basnzHBXsTP7U3E76uZCzSYjadttyCquah89Y4U7ilvpn4rbUTcXajUdCftOQyIxXT72KRFcGxO5PxW3o24uVGRCgj7ZhkT9u/3wnCgu/KPyqbgddXOholMS8Ms05Gm+ged/u2Te9h0UOJzG7cDnQgUaGXWJNiTqh7yn/LO4qGcln4rbUTcXajUdCXukIREfnVL89adts3MkT8RnlmNkeypuR91cqNFUbOhXDVnZkVL88EEHCX0Ea+WzsiNnVj4Vt6NuLlR2Wib+s4bMbBoy6icxEd+Zz8yma8qen4rbUTcXKjstE/9RQ0Z6CxX103GRmJHPSK/xd85Pxe2omwu1MzGDGK8hns4L9/yszt6BM9LDLtLz8XQ6Zvf8VNyOurlQu1PjxNmG2LsT8q3yfK3O3hE80sMOaf3sHX5V+VTcjrq5UNXpUfG6IfqsXIZH7Y+zlnK2H8Dgh/tMal99nsVkbU/F7aibC5Wdlok/GgI5cf3LZP1xH0kJhg1A9g69J+EL6flUdE/F7aibC1WZHBMrDdlpio3BfSQlLWwowd6hH0nxz8aMsKz+qbgddbctFBpE+fM/mkU40UOJxo6k+MKGuEgO+ox743EKbjOyZaEyCen7kwFvOcQLeiu1DWjwwZ0yz0AHh+WFkiL41TiQ1utm4jySM3/2ot6L/Cr+H1FaqP9heKoygOUBjr7jrCXO4q/PiKf8HQa4UL/D+4+sein0WTtm9TqW52sY4EJdw3MoiyzMaGkEwLN5ulAyOh1hgAt1hNZ90MyCZHz3K2JkhgEuVIati3xlUfDZlNBzmSwz97hzoe7Rh2EVeoG4REOabmPgQt2mFSzkHRjgQr1DF/mG2zDAhbpNK1jIOzDAhXqHLvINt2GgtFBP/V+ST9XdjSt49qtOjsXT9yq2xGs8OX/ab/vFVxB3qiHduJYL3LuG6US9evhx7qq3Gwd8atmdowtve6GkADQasq0o9U+2LmzdDHvuqvsEzolaNSb6KLqOn8buwuyoy8Owteq75x/RlVgEYZCSUJ8jBWgfPEjrgFnB9fCsrnrX9elzFVfigQdZxfRwPF01T0e81DX6OvC7MbYWCg/UxXg6bb/bGfWKrP48DE+XyaPrs+cMjudr8XD3fDM64FiZwXi6b32ans4A6ycDjQxwoRrJJBQZ4EJxBshAIwNcqEYyCUUGuFCcATLQyAAXqpFMQpEBLhRngAw0MsCFaiRzBCX/vcxVvytzXfWmJ+W5rtNPYqW5Vgy5/S889b0zJfIJpj535iCWzwAXyuelTTsa6JE+k1gwol8Gl777DHCh9rlbRuql0WcJtPclWMDhBGYgLV0UA1woRUb3UQYcn8U+MfzIpaXNy/tZBrhQZ/n9QveWx9NVS7GY9l7FZ/yaAS7UmqOSB4ZaJM4CqM+lBCrYYtq7cuXxEANcqEPECqwMND6bpnvYPTxPZ+vgvZcBLlQvn1M0PeD6PA0KGj08TxeEo9smA1yoTeIyYTLYdrjtPYNnfUdYI72N572PAS5UH5c/kGSg9VDj7skfwQEFcLQrdCL5u54Bsn4958z4xgxwod64uXza9Qxwoa7nnBnfmAEu1Bs3l0+7ngEu1PWcM+MbM8CFeuPm8mnXM8CFup5zZnxjBrhQb9xcPu16BrhQ13POjG/MwL86JHUUEXZ84QAAAABJRU5ErkJggg==)
(1995年8月12日弈于丹东)
着法:红先
1. 炮一平二 车9平8
2. 炮二平一 车8平9
霍文会:红方炮一平二,企图从下一着起炮二进三,士6进5,兵四进一将死黑方,是“杀”。续着红方炮二平一,伏炮一进三,车8退2(士6进5,兵四进一,车8退2,兵四平五杀!),炮一平四,白吃一士,按“捉”裁处。对此裁决红方想不通,因为从局势上看,红方在此千钧一发的争先关头,绝不会用炮吃士,倘若【用炮】吃士,反被黑方车、卒抢先攻城。然而在裁决炮二平一走棋性质时,裁判是以客观存在为依据,而不考虑实战中能否这样走子。裁判是站在客观的立场上,依法裁决。
黑方车9平8与车8平9,步步用车拦阻红炮,且具有攻击作用,均是“捉”。
综上所述,本例红方是“一杀一捉”,黑方是“长捉”,双方均为禁止着法,按当时执行的《87规则》裁决,双方不变作和。如按现行的《99规则》裁决,立即判和。
【藿注】本例若依上述推演,红一杀一捉少根士,黑长捉无根炮,按国内最新规则裁决,黑方须变,不变判负。此例若按亚规裁决,黑长捉无根炮,红一杀一捉(或一杀一闲),都是黑方必须变着。
【藿按】此局有多处予以刊载,前面仅是摘录其中一则。局中由裁判所“推演”的炮二平一变化,最后的炮一平四吃黑士,是完全脱离“客观”实际的:红方要么兵四平五、下一着成杀;要么兵四进一、下一着再兵四平五抽车。走炮一平四打士,无异于拱手让出胜利果实,判其为“捉”也就违背了棋理。
对弈的双方棋手是棋局的主体,每局棋的胜、和、负的结果,都关乎棋手职业生涯的成败、荣辱、得失,不可谓不重要,所以棋手要对自己的每局棋高度负责。而对于棋局每着棋究竟具有什么作用、性质,维护棋局能够正常进行,则是当值裁判在监局过程中,必须要正确回答的问题和重要的职责。此例所举的明显违背棋理的“推演”和裁决结果,不仅相关棋手难以理解和接受,恐怕连裁判都会对此感到难以解释。那么以后如果出现类似情况,是继续照此办理?还是审视一下规则是否有待完善之处?
裁判界有一个流行的“攻择严、守择佳”的说法,就是在面对“待判局面”,用来分析判断循环反复的每一着的作用性质的“原则”。那么由裁判来指认前例黑方走马7进5吃相、后例红方走炮一平四吃士,是否符合那个“攻择严”?是否符合常识逻辑?是否应该值得探讨?
静待高明集思广益,使《规则》在既要促使棋局进程精彩紧凑,又要保留象棋竞技中蕴含的艺术性;既鼓励积极进取,又保护正当防守;既维护棋手当局的权益,又能经得起历史的推敲;诸方面都能够得到逐步完善,而且更加简单明了、便于操作。