第61章 珍珑棋局的解法(1 / 1)
S6VtToMm1h3qyWezQFrAVtjtDDjDWXo8czO8FsDuhydNVNTmug70W2W3Ip@gwRG6uqLULA@zYSrU63Eq04lDxs3ULJFmdBgabN7zyCMKrVyZwNWZ5Mxxtc8mNOhiQ#JPS#klBQCMm73L9N4P18vXOzWOPKIXJJidRWEKFpAXoZUf8pw2Oe8qKvaod24qKrN7F1JgsR@YBJFBOCrHNJd7qrenMQKfoKV#e7f7FRsqkPTtz#0j0mtKf#ZCiiFOYnPiLXlF90Z#cbKZyWZYvhQIFR16GM#DuVPOQcRIXxdLxKTQJXXJO4vxetxoV#6#qIcJV#Ai17w4UJXO2f@7r#r5HaIbjLLpiuIvrym3z5hQMq244fZDcD6JMojXNztTdpFlgCipyzD0I3#6breevWQk#Nh9EYLKmAH5r#Xi11ClHi7bwsbfVDZZ0aE7O5dS4giAh9k7CiHhpRZL9iDl8Upqd5gKWvedlfomqed7KY8UgEgT3kn0Q9vZxvHaxFqJtq@DtjXgS70#Sg944Pdh@10tuQkZ3tvVQnQ3eOM5szjfjpuvuNrqil7iw7Le3Ngc0xlkntuVLVbG88cYb9T4chrq8O4I04p1tL2vj4OUAhKrLXZrWwzPntFuN3gQlMXJ9ys9hIS3hCHZ3YFfGmQH0g2v4YLPs4ZFCXbzFPX4@QUQjsowBfGbhO9qAFOLjnhRxZVZkbXyTG7fTowp4HutZDmf2wvWoTUmumNg63HeyNuOLgPCMcirkGAUn7rLg535eR7DOJIC9HPJdVlpTnUPY6cO9aCLIGxS#M3B6Tz4ou3@V10nHUJoxIZnqmjDZlWnRQk7h879uBJ3iFYr2Q6pTjIc3Ix@S2u3@YRUGjGRys0lIiInAesllxkBFtUdjWyiietZt@0QVj9pkKsQmAiaOAq3rBvQ49tBfmO#haR7Gu3NwZSuK26AMZ03CndosRVcjJTH@MyLYarhy0CNBYFSvOHGE6TNv8@Uf2VLlIEKqnpl7D0tOGLhTrYqW6SeHAN8r7NO@AIDV8#t@EHQEu8S3dLYiWnF5ProHtuOZYHGnSCg1gD7fRKl1xAgfePrKRzxTl5F8WKDAUPfmuPmVlfYGblOjJhEeUJA02JhiIESl@cI@oLuVtKT#0RBvKOW6CH2Ntr1jmZBjPTw2uZM752epv27N3b2HKrEZYLDsCMMEZJ#CbGqWzu85bRDIu7#l@Sg7@TN7wuYja6Pbyoj8OBzDBtE5DWzUgQYJq#wG1X3VozhXf0IslNgwnrhts8wh207Z40uU552aeIHH@pO#nZyZApl765MKx1nVbct6Jlyc7ITYpunaYLct3SfQshPw81L@ne89Hf7t65ZLyGGntK5WWjVPFGZRZaFzHNGXYiXQLsTgqJRDtzHu9bpBACoz3SRnzs5JiuUU5griUuJcLw5hJWIuqCKH5wRj3DTe3IS5sxZ7cpPLFER5qM9GrvwD2fHWTM1CFBU3jkyHOhNCOMalpHKmLtzQMT972MOaVKYKTxHEoDPUI5IdagFjM16jg2v@GJrQH6tyAwa6xBSlCfVSD7xuKoitzgn6Dic0A1NNQO8FF1dJNjRS7k0SmdjOPpIIhQgr7ijDerAGUpuZI4waQc10p@lWLFcjwybVbouae9adEsDiXsVLXDdg7VbHF7UIWiPoBM9sIxoViodE9qX5EtBrKi##L0yxqHQyZ3BKvN4#er4KYAeMNKpdJD90Z9gO0FAQMtQTZqQ4R3uJPGEVt4MjY7GKvvJqYkSteHumEuXFcmAxlZ04oFnf39PzO24t0auoSnBB#QkgaCoYnLFbfUYHoJxlqdkstYND3r47OucauRlWIW0RxEmG9Tq@Ho3SIgKw#J118VRgGzWql6vXe5@DtTAVL9qUehAx4y3wCvTFJIzVQASJHH8SPxjQNCy#7AhkP0sMjUdV2fk3PGZ8ZaPjE2iCGhMHoTTylzo7r451Fe6HTcmO0Cvhb@VT1rA5wNjoZKHcpBwPVvmxWQR4CPlSaUW7neUq60D2rJBdeaVW4p0thFKYyvN@smbpCcsDEhL#XUGWdPvct8AknrtXetBrOS6THX7qSlZVsHW2W1aZWpF2KrJ#zMvMKfmxK6rrQ7lvfG@vnNWOLzfsFpkuQme93mPkRaPZFsw6woiac2zU5Kc3fgSagCmRdNU6GU51Y8eLUbU8YlgltGJH7SSFvHBt00eGQCuVd54YjM@Mv7ueWNCtCIguPyfo6hW6QEfwvPFKO@HCFTPUbE1XWQTUaYw8p5723i0l727e3k6qYVkl3lK6ojBeHdByb2koxJpKhz6qinTQ2180oA9QdAMSeecjZoa718uReXtgKlDdKsQylEZpITMzOKJyKhF1dn7GCJZDMhk1mtZtjpdocEfjNKU0lV0P0gT3VkUBr7XsImRYyvW5n3Kdrv#ODgeHrp6kxIRlc8h@qQPfxFj#0sG@7mtJCWHtd3gYujXEWG59rOknTcqH0izuBYXBU0BaJ9B1sxfqdzLDatnrvPsLy11nQWzRFuOPzn@2LlO@XJQXrEOpjfUKDSqd6bAgSlU2ZR0og5SGM5YWqwjUZUliHmXWOBLF1dYmB23MK5V#Om28tYGNbj#mWZbgDd8nGJPibDij#ugK1#c#ZQtRpNPd7sKN#3ZUUMTrkR0r#aUoGJEtWaimZnczjmIFAaiKU@kTI4DS8E5syPd3t6duLd1jAh#voogQyMc3f@TwUsDc41IXZl2KTB6pbOzK50MhSuVbQ0btvuC1gM18x45@Wxa7Qx9ykxeNHPLyn3YB0KzE4QcUcbq#dJTmmXVfUQrLZi7GDDvG8XPK@HTia4LVTuzXRN7UiwMMLnzaaX@peJN0jYkF4Fr12@GtOqtnWLUuKVWmUIT7HE0mcAraCnI3MUgkGoS#xje9vTt@IBxz8X#Q8uCSo9GhUU1iCLHNHN8CnF3biXYfkTrRlvBX#BkGKf@@oDlWbOtIbsCCuoR9wR5JjtWwflNhpuxXuTjFwapB7HDnRqI#pzg9kjt81K2Tcfu4DzpDlXO7YXaiyvDExhyOaJXpfA06XSS#wJHEVZQZQHi12Kzs28yXzk4ittQf5jk7t0bsA6iMHg6W2H6e0khc4tbcT@PA@bgTimvwdXJSixGRfTEuEbTZNeq7t2Bvwx3zFBNafGAaiOoT5S3dKxwCe5R17vFTLGvRYC9E50ZTtw4vjQHZ1l2GOMFBJc3Cvap#aampOvjedSSYwJMzG9UBorUFJ6OmSQCkJtuj9CoMxEiyiXG7AZgYvr9uNgkg4ubjicjlB43BiTc@mDcO4Niwk6y2e6T@pVmsAmHFRI#I32sUBklPezBq#yRuO9EuZbIZmlF8YdT3JSBMTQXIhFek403RZxyB6BlG4uEzb99mU4lxbE6YUEh@muSwXA2#Wo9X#GMSIlKbtjZZwYOHHzIFkaVsNb4ZJM28LJzLUznKI9j2TkpmVaD0qOVB36rPMyYCYtX2nZDORUDGjzeFmFGTdNbmNFdOHElQOB5KIddS8KJO9u2RuvyYg8WL9FD4dUUnG1NTRQWzOcluI1Xs1QQrjaD5fSFAQDm1vZEuOlsx9Ob2ZpvFo@EPnzS#N02B1x2KHuq7Vm8twE2zmRSGwbJpCZxV0WdcurHSbqhOnKS8mkcaqMNGuvi7j0n8i8iTHcihdl3sEmeSOa7arDCPo3q2bfd1wH8rAk1KDFasI2V2QZTrIqlbRHY6FMjjm0EuB2xuoJiBdy8zMNjf9IFR5#ie0NGHk90USv8bDIrSluLwfEesmkoZuwyzaiZ#uFriTbFpo3foEyuiuXu7iM3jQ9bjH9fliJicTEJsrBUorxFOc#E4i#lrlQuXn@fvqOniA@L9yDTfCutZ23p5foCVOWRlF0LdeKNMnmFXpn16xiAwZ5DieObekZx2pvtwWihJkKphp@4VTRo7H2MgNChUyO0GaFm@IrLbT6D2NOe2Z52pYLiLHwM4rxQ@kSPpCKrulvETb2lcxxTHzLXI@KuLY2iFgUHTeFgyoQIiOPugTJj6fVKOzknA4eBW#a7PoTiA1FMJIatqUG5fpbKvgMPb1w9hEYxd@7mCjLzTkMeXF8Gm1mzO7LIjoetRxaBzC17zH1b6x12Krm03fpLCgb9R3V1a1#NKmlLbGKJPiFly8H3qFQf9R9ihc1nxgKm6hxViCjR#QbcHD@41v6KkTuaQs0LaXrk4Z8NMsZr9Z#WRroHXuasyslcpmJTZEV8uJxqWtGhop2pDSnXNV82bp90#e2CK8PbaR1feUasr@a6p9j3y#9OdZk7UwW6@AL800PY80B91L8K1@AfTbqz3EI#CxRL7Dbi39r0qmBJX6cvSN273aOATDgUy2forZ@kg6y9g3QQMNaKW8FZloktuAVKDyVbp670DtpWpk3kEetgSG1s@KFgPlxUiBkYL3ZOSlN7KffHf7bsBLCmFRMGt0iJ8ANjDMzLdz@mWhaXsmx97L1vtkF5gW9D@7M4#3HzAuohbapdvQAXWrPvnaVclQctBdnepNLkDV3uOkBKqwJkKZmHN0ffLIa96Sd8qaEyTFlpcNvGMgOftcOw2TrbohYW1YldMC0y21Xcld7@IA@8wasUzlmM69rcSUdYxjtQGO1AFNqp#DKkOJicQg43O1X#6I#H6sFeZfsvo8pU#SHxxx6#f8xBhYZ6x5vnQ8TvnkliwStIFa799wNwgpT9WC06KfotJVtqGyBEEWDBx6gm6n1kROHfRfDwG1xnez3Sl#8VadHxhcVawSssY3TSOM9nwcETkz@Cny3IB#zzW73ZZschRok8oDqhcxmwLwrTf8y9zR@GONRynolq5rGqntgMs6gnXcfCzKHY5MQxVH4RTAB6WAAM6BQRIPPMc7iPxX#WF1kaCIKLEA0VKOeOsvXTauVIDYbdJSw0e9MmioWxlPswnPQtGBQykWga3nfibNT#RYwjl651L3EbjB8zq@2IArmxmqb1JpLCDrFcr7X1YeFPxFyb2GB@aJ78TSgbs9pWKRlCrCuakDku21Mo3gNQBooPPzBqbi@R5ren2VQnP2zw4bDL4vYkCg66PrTogtiuAmYvMEZ2gwEd7ldh#JTcvg2roU1vS2bseo280F#0C875JkxxAVYDNsd1rUOr328QwXjNgBhjYIk8KsKE037DqYhCYQVyeTJCpWZZDGET1x7QL3RovZEURbTYEwJqMw@@EdpNgmGlbhsE8Z@Qv8J0vHeGPlvsUWCOo@5oaEqKHJmlA087GdDG0lGX1Ao6yVnWGD6yPw3VZ4YI4EFOOWSf5aBSetEDqukBV#okicdp4cpuN07ZsbNNDL6Ti7sqLBtWYKv57Jkv#FqJd1Afn2bOCuvqQ1TxjPTUlKAKbtoC2muZHatQH0af5PZG5gpsrdObshtiWMZluQkx9JCJBC4dNoAGXjIue3a7Y7unB5CzaV#HEMJuZPTEG9Hrks6b3MwtVt#Qo1bwnvPROZ1BmX7ieTydfDMBIfHnKf06z@jtWSE4eqLkEen@lwkZx8WjuHIaXtVgPPROjFNCDtLjWRT81u5PE5n5Waqm9YL#WxPH56ptBxIzMDPhZzKIaLv5sx9HoS@R8nMaFpu6JjlqTwvplmlWV4BOpU77Z@@4@s#EEHPDLNFM4cqWJie3bCPWygsHGXreDwt#wIOZM8QaPoWsCfzkAEPpE6gsY006a5CjiKbacyDDCCiOD18Cic0p5LsbyQNEeSD1XCkR@lhWpKUBH75tEbg8OX3KN48gSRb1Hx26bPUwJe5L7qxI7T8v5qNqzotWwA2EnDGesWzcCeAF#KcYzEsPhB5Ffj8yqYPLI09C9sFa#@qyAvw#iNI82QXukpef4mHm2AHCK9hubXGEljv2HoNxrLRdg0SzHlUY20HLni#MiPHDUeTopo3jw2oNZOmBdhaVhD6zgjLuU36JYxnubgF#rXO0XBdNqHH0nYrYSPonsjvXYDl#QaHl0KW3w0B5ixwk5rpfCHVnjw6w#QB4ZMffVk70FwO8nfiviv4sMvhju8v6bSMDRiThqWIS11xNOfT9hvZxhDeK6tIHSKLK73RgC1242WMy4ZMrJCGhOICRbrksTGikyBrd#miJAvYTd6VYvLOdQl7F8AXdn4Looyqzw4f5RSrFbdke7gVean7W1AzZMqh9z89myYKxm0yHxU3bQFjDW#5U0bk1bDoLVqK@bxHZyP6Dr6LYIG3T8OIG17pA1clK9G9QIG0K9#cLAokApmnTItwNs46DP@dNaQHW#CKylVwn53QJaA0@KesTGfrRglngueta5jUf526X9qnJbB3Ou58YoOt5nNMeWgvQYNvz#mLq3zOh6ukuD354nzGba8f3StWQy9l3qzoCWyg777irH97JQGZlV93D293VcaroFcsSzY1#jNku0O8dabpS5k1nZVWErwNz#JqiRRPG@7ePThzkb0l@7DvX@YeDFID2wfGIP8ozs8VFt1jh0CYWmJDLvuJhBYd2G@pERzNFng2rm1i6uxHTnWEPCVBh0At2qKyWgvzFZp4dZymMGBBKux0nF1MKyf8JwilebJeGgkklXhLMXdD3YWpkMDXq5AWmPSoaYWCF4IJ0UPzgbFHXcJK#ddcX8PRD8U@RWQP@MVRPzF5qlZBSWEkewU0tR#2QV88i#K@kNZECpNVhLGIoixoXPuzs78kq9nhsB@CVSkjB8SGiuZi7FpNugtwR3PF5uC5@YBT7lqewcR90cewmapU2mnTpxtuiF1y0iNEWH#o@24J6Mdw1S4LXL3t9P80j5NrC0oa8J1r9HuNaqReqGVEJ0l1ekPBcAiqn8I7OV#hrDA@BJyfbOLRCOHN0Y01ZBcl8F5jNrhE5RCslxjR#aDmPl76WM3IOwQpvBBhkRO1yG5WnAvvEqr7xvVB0UIu3KGdJ#VcUomrQfc1qrEJqug94yq3m4LaSpVwIbb@Mn@SFPZOTLCJBosCVJ0bvrcO90GBbf0yN5FoPWI8yimc9tIXwlvjKb@WWXS6VM6UVyw3cEvEZvRNBOrIYsbrzVhL81uCauASUiin6Dil8GGvsJR5zE6Q1M#nn2hysJeqvjghOWHR2p8MNwwXgtLSNTukYnUXmpSAHNEhrj46v51fmchtQ0RZTbXjLNQCdgX8rGn2DxUuWqkSOpMgbcSP2kWGgwxpfTeGobyQpGletChCXoc8gn02Sf736Uee7xK#TFrma2SYPLCoaI6VWpezZzUPqBTJ@6McrAt2@oEihUelcbG7g7QwjS3pGhpILZVHOuRvyqLGSShhd2ReCtiGeCATft6h9O8SRgXq0hS3JkNFlyRjNYT7mu4FwWDCBiHKHE4T6zOt3PWV88ZOhft2Kg2lsXI2OngqrV149eqP3IeOHrQ0#PP959mCJ7nXUtSI8vT@l6hTWMX410V5VhDt66NBlcdd#Su8QMcN4IKendTbYxwPyI#ji@pqU28bdFVA6IOWSduRUknb1YHwVDpJ4rjLrJxfG7fVK7hSfMV@2TByWd@OGXIZYa8iLx8DxHL2HEGwZPOUGqzA6cAwQU8X3TGhVcanfkGFYaAc2AZf9yLCb7@6gYCN8TnxiKbgMpNOKIutq2b9SvQ#9h7o84gA6T0KPSVpkjw4hcASEDa@O7NoCDRcgqrHPmm4PsXZZBKjlrIg1AVqtV9b1Yy6tbSSF2ABikMc6q2rZoa2w#WRbvujBB#@QyYAeww6qevG8pAVBRPIAVCAi4DkbI7Vqn9AN0kQMBQ0iNEjaHlfp3kjBHs6vauNpPtKpbh2dNzGGkbOJQdd8OSRQTZR3LIWDC3AzsSBhtASO8Y1Zq4KeLKuxJvTLCkDwqhs#6bWVwmBM#B47m22wRcOdZjXoBx1ICAdwKMwcnsakxmMRIiEDVXu8q8qL4JAfAa#uvIdkm02oiFNGYW4pwNGMUjhuJdqDwFau221kT8Kdhb3tvJqOr767wtjLjMzK1zPgA2AG2xLibyiSrAW#Cxi2GAKDLZeWB996GUDQ2C8VD@AVOhtiHkbPEQ2dtwxGbmRHCzP#K5LkOUlgYzRj4jr@XyEQwlt29spBDV1lQDaSz1oiEVHNsBaG47HGkA70QE@WqgvtTZ@9AY2oOlw0DXg75ehBe9keLZNelGR0RuIv1VKCg0YJWKD1mMemU95VvcPlbYx6vfrfAQARaMQFV0FwfUmLuNxu61OpCxl3Mva9Exd@8e6KPhgO5Jnh#S#FOEpNOggTJqO8QzJ4@iqY0WOcqfFetVA50TIxd3sflQJE6IsDY8sa8AmOecNc9@KT@v3GPLsjZKAUILmz8flFNSe95GlQ6Gix7o8o9BJI4YnRIgBOm6d18SG1bzOhrjKqrPcnVHfoWqpFs3LIJYflGc3x5lOg0C5BQ0LkJjAbLODdcy8FIMhVA6Ycv3d71Uj6SVJY1Mo387BfHFj#61i3uiRaNuLlDuA16cmf8VeDjNyD9ysJhLGCaKADmI2CB36xH4MkiqRVz30MYrSAPSEE5QR1At3R29aTF7SwabUu1hav9ZbWnrYl1ZxpJvwNYeUmrYCTiU1eNvtg@4JwjNdDEK3kGIzM55wdi75GC6Txqr63unWzUnhAUgt#m39tLuZjtT0SeG9n@xhH1zaJFMm7CjSEe0rlPwfplomxKaseCh@ZPfYeuA8t@yRcClkO#Pv7hYi2JnMmtv915Q7ob2irOE3JYm3l6wYJqpLcicQTCt#itthvqKeq#SdT#XkaIXEA