第973章 第1013章:第四场的规则

Js/OfEd+IvyeiaUb62clbVOqJMxMOSUiU3tiXhn/+gE6DiOCjIEHDd5psg2oV2/fBwSn3BlViW5fshnKKa2XfEWXYCMdS8MpAk8BqdP99RCuGaavZ8Or74fyOENuRyd6FwzLLHHqSv82OFuIcMsbHvjM/Adi5347SozgjyXnerPL1oqy2iNW2HiU+ojowaOB6CKMAI/vU0wPbJReRNVTvf0PFnu6i/tgUE2Vb5j7+apJBBnDPZ+L85uzHWxbA0scYl8N1aUolv6lPwqXNfEejAzVi1bnO2FdIoaWmuAfQknlCtpv5QBe+M8Yo9UlImNuD6he1yUP3GAfAhb6LHHrZAJykOLobUurPvv8M+qWwMCBlLzRzlsyohsjFicMkAIvvzNjcK52mo7P4AyGSNw5scw6xiQwWjah+6IB/R389KeNqlyJX9yM6q/Q5A+x6paQtWWSum66Q56XykvLI4o+uyMEKWuoV/DItDICzzSHKMPUv5T/MVaii5S0YIB/yltih24HtwN+qeIzU2nHwOcDPGENHHQlkvxeiwj1JyOgN/osVz79+jjISv4QfWpoRZohaAkGCEcs8E4Ev5zoAgDQGAxN0r6FZOjzExrIY24kW/ECL7JlEOeKzpazTD8ziHqlZGL5lW6WhrY8hOo+YNG4SH2ipqUIMMbM9bEqcnPHqahCNGitK5+N05Hoz/J0a+YtVGdeHK3TUVVuR2BQFui3/LrR9crI5U53w+mEm1fl/WTUC2iEhUkg5uQq3zJR3ucHF5hzMJSNTS0em5ptMydi5fEVbdD6HSUaSN/i+fLAfjhTSYnoUNHcDnHZv1nKKSJiBN91M+vPLGnIpM+kTSBKhCB7KQQpmzPjtcCzCctou5dBBWyorStmw8XfqfVtomPapUolphOpooBkDK5a5ZKgypaFw6Tt3e6lKxFIzCYHFnzQk1Fotm+hX5v6K8C/ZfarN0ba2/+jUcHU6MA7kWJJXkyblvrINGv05zaA1P69bfYwFYqMMrXdtplUOd8HB1jtsGUw/4zL1atYjOjHKO/7yiJtPssTxp8C4p73DcfPza23vN5+Rjd/WvJeWaJ6CT8f8ychYrMNgMrcRVsMrCFQ05tc79HDYmfNSKlGP77TU6K85H9wqrgZv4bNYpR56OHjlgsGxRlrOhV2IRW3xqgGJOnAff3lcj/DOKfJUymwNBm2Dire6FTdLCyr9Z+JIBTfASPt5frx9of18cHjxnCZRtOBE95h5s2YTkgmUWOjEe+y8zQlA4AfYuUL9UzOQeYw/TpnTdbqSEgW48z5CdeFzuodw/Y2UZHXXiAA1WEDaC/2ORWsvnXon5c2Synm1qfXko3xQfPUzxlyMla/BJ1Vsk0D9j5cGn4E89mce2MtkNXFhR/PP0Od01bAgAgWdCtI8DpkWBt4EmiXIeuwe7cG795/dcJo9P2HASWymSCsz9WcdsA9KcRT4+ZI+jDQoZPP7TpbgVWISYzjJ3pKsCxvdGqV/ChrQJgnsy5SWCXZH5w4faw7iiUjydl9A3wqTrFrp1pdUJl+gZw5C4YwP3oxzrGNMJgFvgbmmf9IM4xghgalYsWttrlYHlfI5Eeg3WKRRHtER/UeP4n+rX4QthjkJS5zgobiZkIxSp6EXmvX0PicGkMywNbFbtXtFeC+kdEzetTm6XbjcbuWUDCNuD5Oqww3euasSykx/XUjbbVvKPqEl+ICidlyODSWuwEceyjdgO50pgjLQjIQiIpGqWYbyAzs3yt0uri/J5F076e2KsizgsVHZNdQKxquYIYckZnv3NG/9bUuiB9vb9qN1jZZYSiaqlaP3YnEQgkMTV94rW7xZex0uEyeB8W+45z1o4+1ctuPZtZ9SsJv5EQ/nQVn9GWiR+sL+CwMRpB8hY5YLI7KQkj8Q0hi/HTdotfXUJKV17t0JcQR5WvPJRTfqTmmb+YaotzYbFzfvRIJ04moPshgRnn89D3e+MVDCnQrJ66jMvIUScXgNWDd7qhE3MVWx3Gq/oT6Lo8QdWzsXmEo0GHHxMxqco9bGpCwueDAZAkCdoYrAoDFOA2AjdmVJp1QzN06BH+CeClfoV3JV/tipsUm4r/+WVw3R2l9DAvdlpyIQvU35vvSI1DuE8sLtEKyQTQq0Ym186zo/ELo1UxgRtdcvqiZ+ktD78aE9ODZwPA1MqX31HTpcIiBTYhkAr0mNkPWWIVfCbmXioD14AQZ6DwJtf/CV8omyPeGZPTnrhdZ0SipwYlPr7WI19U6FOKzz8k8syMDylWgQncK/VEVD6FbBoJiFYPZfTpJJtT2PfQzKohcdA2Kw2ZaYnEV1NXsuawsMxM1Yotgme3ziPHH7f1jvapmlELMC+thnyhRDME6Jk9wwkVyZHIbVUN9hD0y+Olu6FovzgO9b7CWHcLSLCQpPTv/vs6yljzJgHFOqa6ObLR1kvhVdC8JLePsb6PCLcbJzp4mtsNV16WfnoqqGmU8eG7ut37oGYr8Jpj/cRkVw7Wd5Y/cJsUGKWBCld3du4Lbej9C6tv/S9vYpfdHWLC9kVfcbXIcgU4/u+OLMIpcl6A8XAW5L4upRVx0gPJDTR2j1MCNWEk/LVB+vj3m36SrSx26QsEDhJXZbpX8ADfVwrHZhesa3+ZKBnpbgfxj6k9zhBsnTwLW7BIDuGGuptuZgxTyrZFQtK/c4LV6BHsisZnY+LVSYQugPtOqvcquv7csF0ybf93y8iDHYF7p9thrdrLRbY8ZixXYyndRe8mWb2PL2DpEv/HF990fV5A8sqxMhTpA+CGBbFVOtlbS6ebNAugUsFfLLyd00lEU8zATBjy0KSyfjhyDEd2KJmbuV8iIatNAdR68jeXKD1jS6uKq6SzmdF6WGJ1WNVR3c/6FXaABKUfQKLFYzVnVFhRwQLiwOKRc77CZpcGoLZvDB1hFnkL+TX3DvPUPGBc4AHi4wRWgtD73ZQh3RCMO0htkwU34A8Ub79z3THrbRNLF0/AkvcYPdr/9VZFuRmHRvbMXE8QQldcBWjDVPcyh8RjoBxwJzqixn4sWQ4wL1mpGbgW97zTA6vQWZCMVDwaclyEg3mJhJcT71dUQWbOE61dSvA/NY6Bk5dDQLSIpusnbz52ZJEDpGnWNbX/M5irXISRwsxuZnQKKm52Yks/O5oBQMX3d1FmvxnAbQBn5lNKhahGh0t4HyRIv+Wrw/y1IOI7a7LzTYxKw7Y7EHSe2sy0W5XiMfhUiyiPR1+f7sJQfrwFCHe37/pyt3v+QK5N+I3xGAeHDlaNLQ4rbJou4irRbjaQnr7M6Wrj+HYeJAZVYV87onVfMNrPHO6PdoiAtrnxb98x6/RMOYrdY5rLeB1TYksyUGAGdWbPp51d7jKw6y3+dpaseWLJfilqnAy8LoQaKENO2q9CeGGzzv9UoiQaO2c6DVXTSrVgFRuNpenvbZX+cLw5r6CSQn6jukQzm/mXHmqz/9GqE04ERgtp25vuYMKkY7qkknQzbeIEdY7WoNiD0F/5jyDzyWJU4ruFL/bBO3w7rNUi2A1tXNsKJ+FlyOj5RzdU0oZG2OU9UT6evmdXzIPeXRKFVgvyxGiGcZzTMfStVdW7w7xatIeHLhncwO52f9Ib4LocCY6AhxsgYbX6iG5d0cdrW8fFtR23sIe1DAsEZ3xpAHHKxCk7eHrYQ+9yKj+EreC3RHo0zfK0m90XYkOJGZrCnsYl1UaMBqJu3iRS4p6KDB2Qqfx9p2jz4bxsHF04KQbkihuAjshzhu5PR0w27sqoUtGD3nhy0ZfDoCRGOX50PHG+tDDtRJfOPLSQRhJQQZ63veQ0VJ2z1gD6jO3Ypq38BomvWG797pZ4VTz505S1mpaqoKNlGGr5FFxJtvLGrwCuiXO8vH66NjXGnx/r9q6k6xciFZ2WYLAI3K9mZKLx+Jy221h28biu3lOd9vIvUejI/SfoyMKrPPU2d5KZaXpWrT/j80nKVU22JoQzSWUVMrCG2CVSC7bKiWo5NIEUyMsgl+dMvVmuN8z80MtKsW6X4XdFnWb2B/dqREOJ4B96Nx0iv68XVjDpIuhnYkMTTq6ZRtsAikjTfPTaelZjQ4gZSPpG1Vd4uwcUTGU9oyKTjKzhhp9oAJ7yVhY2au1hzkg4bFHD2I7x8fVnICtG76b6VnxlfId3NHnGx0IF/aBPkjKNtYbOzHRA7eANo9v8x9XbFNwWPtnGezqrbOspe21MnIJ9H9+aqpi7uaonugU1SxoHD7eR9xMoBMJo60W0RZ9Lq5HZnNYLwm0Ns95LEsLYIvFSlCpulFnwZJAMWRMi0xRIWaHnQTUoX01iro/llYCKvNqwlx9XtZB6i1rASCgh5voNwG5yfjWW53daKe/SU5dj084RqiCM97UllAp+b3EWXcuU+sxzM16BzWhUDHZCjnxZmQp49ZlodeCtOr7YWPSMPToVVnXS5Eo3OlokTSHBL1+dplx1wkv789v4lmRLxamBAexUS+hVTgQga/iPXCILRFvr8xU/Mn+GsA/RBkoSPAKIfCR4pbdcstPo4EoAhCjvUmwwid4iTYtpJVnnhqnb2GnhTwg0eGeQeSUu8B945yAE/8kwsPL8gE+JM6QFfZE+YlvhDguko0GNdBZvi13HvOCGSGddunkZBLCqfGoKghQBmqcqTATs8QaKRkbkXs106sxy/fu8VtAE55tArIVQa1I8NhOLsFl3nD9goEldvM0ly+qrWk4djbveozH/COr37cQWeZYtHvjjKPuoGncdmMetmEpfwLVyHF1FclrZBhfguwFfpJzSd8TCjsNiX9j+OmNZVtNYifvX/rFkEON9CKKJtqP16o6+XUk4qbz0qOuZIeXTQ6C+sJpA1Jjl21RoXwAjRHwScE4AdKjuu2H9Vmx3s9qvJpfrlal6wymA6eZsrKQ2rLvNzO94mzpOqalH1Mln5H3owBbkzPFWEGwE94Hck0y6X/XgKckwyvRtEgwhZXsXb3cwuv6e+pQCh6HPdFJ5stks4JXwNjY8TxGbO66tE7deOGterfWv8kBm9uoqt83VaShw7Ha3v4w0dj9AlB3Fkfzb+2PRMo1w6YttsUMCjxljmzYXAj2NmzfpetCQ2i+CHil/aPOU3ikq9EmCsLbEKNamC5Jg6VpEz8JEoauI5fHJYB2fO/bkaRJGA/jUqDvsjZbywjCR1pl51mJM0V/jmVay+eQoOgtBOYS7OuR23xzSSsC9PlMY31y2FWARKRC8Fdvfa8iiNSyIE0X0rE+mGJruoOe07p0QlE/OqjXtx2JhnNyuz8Lv8FbRGoYdRNAePtrAFFiW2rKYZMtntXyeS/2FRawXjHDEEm2amS5bbPXlHuJuotJswi8ppQRxgrRV6v/p8zxMwf0mbH9Gc+YDr+ER6lRG06xnpZY50DiPuZUYDNiEgnecvpv3z2ji1WrMr+VPYhPk8KGhKv9NsPZmhpfYsHUeWUPX8yLwD5u+NModeijFJ+p9sQQsDZfKgVTaD5q0TnudCNkCP52t7UzuXZPvASxPlrl3NR1Bt8EpeTaPZd2w43fWObQabhMdHCxSM8B+F0O6DM906f+A1xcpqVT/UlDUJ7nOeYIOsqEu42azq2fDqRsVFOUGG+N9yb3LB4gRYgjv7gkrrNAnpe7UMnkCFaqGPWQV3TbXkMAOhza0rdSsQ1hnOlfbD+IPXy9EJPCymg6SPOilq3yn/VzYlS10IZGbRvEbkp4b19CQQ9/orpYsqpmZIIUopD+sP/TqmAn9bpuJmnrj8oPLTl+6L4XEshuX3yDvvWFt/nUmc+ItX81oBOAOIogOuFfqu7lHOkxT0Z9fS5Y0cqVu2Tu84ZORX+a40df/etmu12y9UOwUL1HbXskp8s6G19p2uALhgBW+MA2XxCRY1SF4UrhupQPJODQ1K5ymuCt6X41mhmAK3M3iEvO/jhqoBl+yL0ELncuywPP2psh1vQzqJmBneeXCODGrVY+R/FCgVS6xTkXbfbgoQFJVv8+TGsX2mg+uaOOwXVaWGvawKxudkBA1mXGYnkYNuVN/jYkZRoXM2pJyVfClsYylVOWX2tOKTNJ+xYY1M3X+wDKC3iuNqMPjAA8n2OLadZwAxBkgDpm1mrwRVs5LKrWoPpDjeSz9zToBjNVwo3bYk7dsFxZYffqE/c16BB7YGU6V5B8Cc480fFkIqMR3g+wc0GuVqprcPJ+w4jbskRZ9nLf74um2gc+nuNCZmUne0efmUmUya7G9Dw9NjsS6wvXOW5lhavQ/W4F27IjvbnUYgc9xAmo5cnqbhVrJw8qYeAz4rP6iDpoTANyd2Bd4cUobgnz82PgG/NNfAiTiCXOBvfw8gr66lv6SwGZlQZ3UYuWHn6oanAxFjw+USNy5fyr3U/0W6feaRvIdUPE144jbQZ1y3q/pIkJ58/yXlqYV0UIB0pDzMPYR/0lfHEr8iv/MFNuR1KPIl6VEuPkCu8jOIea3jqIrFRwdI5nZe74s/Y9LW8JIrXYwmJpyOVhbSndHTAS8gxQFa4M2S5JVdDjKeSHRie3N73QlPzTQAarwiuVRv5UHHPRLcjDMlGqijZNOKzKutMjj8dQyfAwelyR38vRC67ox4N2/RlCKOVkHyGjxpbV3Qa815bTxrpv77c0/u1bhe5bFpyM6+0Lu074XWLhipH99e/M8FEfvY+Vz6QELXDxnv/nqP87mHeI4CTICohmZJ2c0Kby6hUJf+p7N+GPmGNvc23xdJSzxdQglUA+f6tN8IH2eOCG5z9aMcE4aAfS03oYDUPIJ7Lh5+DLM3Zqu1E9ljuyAEO0yJf4e8GzbKr0ttIm3O/T6p+VPYH6TniKT6O0cbFc13LAJUAr7dNElXXaXbFuC3LAXuPC5+ENFK/q7FQafBj5GS2JoQxag5EgjFeNKRc0XDlPhKJ+YbdJF1ZEhv2AozzlZNyGh/Hg84FGpbyrP+XQLzxvoFzNvYIU3nWER2/A8oZAuRPNUsyQ0eqwmsTA9w4tEjQTEhut6wvHB9aKPALeb5Wql9jFBDQLNHmouahaxaJcX9mp5TK0ROeMxsIQnVnEbXaRVyDdUWefqPvfNkqFUxnb6nXDc8IlZB/34P8s5gBb3GrZFcax5R7g3IjB3Od+sWjyDPAaQ7eyMiObnlGFyUFgK2lOl+eRTwy5B8gEbdrw+MiU1YzrJ+IIGma1dK0DxbVekGdlzxHXlv7vU5ptB0CGGVZZzzUuuTTrCM6j3fKpn/FomyVIPBsbtGdTQHg1r7fvg4HkEC/y3jznTvpxtH6AXERgtZON35wLTz1STKVKAQArAqcIrAsCydhdVxc5ZCbHDKTg/bdum7q2A2ZJxafihQz029jgWHSQnlWPk+SvltuFP/orXbiWQcpZJeXtyjmfcmiWBXrPgcw7nT8rsnEMSerBNPdoMuI2whvicw0dPCtjHy0iD4gvK9/G6SCdp2RDXs9UMtClNEDUPTQ8tyFaXzTJvCiO+h5sAjwGjESot0euBsUAx6dAVLWv9waQ/UNKCj2G6BygRJ8zUEtEYHbgcjicCAIjnTnT5XiQY4YB7Y6EzapzD824zdkqRhMQoCOPSF1a2rIjbwtaBsFopIODpk4xCpPSQkcovXsQsyJGExP8VN3YfTn++U97b4DAgBiPC821/8kS2BcXWgDjrgj+ho51A2IeObY1OuPfOcDmlphY9oPsxe/tx+SU9l8ajyK2kygiXUeMdnh5RQFyxPKL+zGri8MUSgF2OATADPFQ4MyPRCH3y0KHjTqoaezR4CDaD1OTxtXJAGmXdHTWqt4eYFnaonvveH8EI5DnwFGVez8JSH0snSZSmlyWps1l/WVSgxq3Pg0ihOrFyccQlOrRGwcZNkR6xtWNYTulisNBnVANU3cW2EAwGfu4Zu/uDw1kkj2SVmdoIsgh8NulO4tEtBRxd7orIXZOpqzFgYGf4nZttGe38Z/edvD77DGJLfdb16A1lotbjYPkTOIsl/A6svQgWGmsMd1abuV+YxpzsIcm/oqTY4GygcNghyvz/69kpPzyp2Ty5tbPoVUfBBEJJlzeQ/YwE45LKysuXV5el/BoRnrnTqPbEM0auA27+UGrm4Y54iIOW8oNDtzxJT/kmwapjXAjxSzyrF0wqAqFLL8xrk449TZbq6FxgiCIhutjsecSThnZ3qDTbkq1YWxNn1sl4xE1O3KaRFJiWKLlWwfpxjgQ96hhwJdVIKm+j2JFtcs+NBPYuEmVXSCP5OYMxYZdGNgHDiMUVtaQnBYa2hSvV6Q20MyLZmIDhv/ypyCDIv8lRGTLBEk+QwJwrAkj7wmsWM8bpWB8mDQ68T6DoyYaQlWKIu5LBEdJRqP2z2bsp/+SptsxlldzdiDOBwMVXIcN1uzb+nS5X8gIFYriMHxM05dMtZYUB3P7aknlAVwzWfEIQjee3JwdYegzjaEBJHuKmPCxp1KBGZm8CPBEWOb3/MVM5KEStvo/MPC+2VrQD+DBp/kmhUWVPeaVMZwrMGXxBkWjKNtKWi6pwpgvuYYFiD/iIJ4+tIGfj3LqUH2HZQUxGwPQkko4ODK5GoU/Bl/kfFft8GLu0dC+cI0UkklkC8jpBPbRZtSsjfCDcotCRtQwpU6fHB0SyUbOsfJ03l+QllEqPEXxtH2JpQ5LUQX4TtKX5tuExiz2Zy8yV5X6G4DBLK8MQiJydzju7nTp3Mi17/IGGCU7qit951ThtYTWTQaQ9aijoVzsoiBgbDg1ddapwU9pzvkrx60OBIGs8d6zHjj0MNM0KF4QXrodCp9OmrQ0LKLGYnQIS9qy+DLx2ydBV2cBHpNDZA4dQbbtS4TgkNZf0NJ/HkkgWCf6XB+GmtJH/FFkBEqgPVvBtRjmweaGpQcVNzbO40uRYvrK7sGozFhm/6VAiNNyL5DRV77bMwl60N5yYaiRnLFD0NeGk7h8oRy+eDa5DOsXoGtBG4GwZPuecKBWh5tI4mb8qOY0LYLMUxpRMkomjTd+9KdRmuNWf3rYcHOFy1MvdD7lxjqYOz4lNc1+aHfV15bkce7eoVwoXzo/CrZ+KpToxcACV9BAe8BY9Xv6qDORuJrHnZkEaEMiwQgeweGlhfDzuYkcYvBReb95bNwjjZzLxz7ldFsqdI9aaAWWjqh7S9x8JBwdGGdKo9MoxGVM7K57RDnaRM9SJQIvfjV5aaz7yulYheUcJw8GorsQkjhLomTe7V6hzJTE7FPhzIuBlx8u5rn2uH3Jnot7eofgCcc7/c4rwN2uFaJPGhOkscj9ZfbZMH1ilDMD05E08v6FpNa/sT+eaVRH7ov0hJjBMfmt3HQHr7nBd5UTctZHu3Ro1JmL7AYyIefN/Y3jLO5JmufCTIj6rywV7aWglJboaOjdKpwYwQGxNzC295uULYIdLNv8+ZrmkWTqnScoydxcI0LzDjYYQBI3g9lULiAlRp/l/H1rT9iopV3hmpkB2uIGVhqNnusvCAP3Oh23x8tAR6PsWOuAVviZ/wDTgxxDSMoMyfgfJuLhPO2JutDd4hQ82ikBJNF9sQiTzCYqyIN14EXzTjJcdTFr4YDxVuC3tGQtUJEYg2br32Rjus8vWzMKuHWG+VPkA5OfY8V4JkcM2Z5Uw=

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