因个X不合的法则〈修订版〉(5/6)

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XYCdzRBCASptg+m303qo8gnFtWWvMSYF9UpRC9s7OPJnGylnI5xGgTl5mMOcdzc7M9BgscUOherOrJge7IS7+1Cb8JPi67+NbPi8MpAa9QDywH55OCGkN3TgtIeRmRTkOyXxb+ae+tb2aMz6Y+OB+OVpjMUm5kopIxT+7CE6D9S3kMg9p3iL5monpagPe0v76UTnR3cXt5bOvgdK3tAA5aijVXdgaRQ5UiV/BufVHDvHnkmsqy1lWZXGLLrFCQocCkCb5hYoAwlV/c/Vc2I6DkWbwgbU5PZCxz5nTkS8Zrn7oUGccqf96P6dN/bIi2s3epvD1wZURg6hz4Q596TrTJs/4dUPteKTNdTJFLj8FRXpercPI16ADE1hE3VHZiu6bR6lKxPr9v6QQT8AnqgLxwHPTThJ0gsdX7q7FnTgtrEkJWDTrMQLpXyC0MQkxkvVf7i+b/XlJwRr7rUoll3KSAzQbNFuHah/POowNZ2IPwuqaNAXZ6sZ7wrx0UXePJmjMZqmje5803/akRFVNACcSn6rNQwXfPl8/BT6zMSnBG6/tJzq9dZXnzRstm0ObwMiPr1Q2tctU9sTtM1XbxktFywktJO4zRjwXLW/Uljtp1LQrNBmY8YYEBeFVk9s3BHB71L3jz3ZTlt9FGaRUZfR1uPSyQUwsj0dFi/374t9fjNEiZWSZ9FkP4VJy2PKGhFT+XvqBo++sFFToWzAePoM7tBdbEpy3JpmRdkb01Z94tMG2lO9cmYtz2gkJfIIzUXK+m37441QsitiY5X/7Abp4Mkq0bA03uBzP3otwEwdJLbx7zhaxsumlsej3O7Qyw1J8hv9Mj4mczZLSWA4z9X6m03MisR6d8kT+1tnMHNjYjqf8zqJ2jqT4FjH7eBGDfVvfHP9+aj85PKd/vZQSHZMgFbsm0HVYLZbPqo1u5kjG8YTiXoHG348vLfHkBV0uSpFoABiHV1E0E3OrkJLgt1ZKEzmJoQq2abPEk1oi6/00ZUptX2kexxpWhM6Ego6Eok8M1wOvt90Je6Paw0pFOB4LGXeCcWIf22yNbeHpf8j70c++m5hS8P14PTNkT2bjHYoX1UJ6XQXwSyHb+AdMsuNBbk129pV8o1+tn/ZIQARn6a9J1weL4AEB3lyRTPYhKLIotNie8NS82O57ah5qAfQlf2mW0ajBh+Bk/WHg1tIdEBygcEHXqAdveS8CZdBheEXtgGwKHPt0UZt6aDwIEV4AwSvUip/TPsnoLUVCjOUvcYWYhB2uWnuM09lQqeMc2MPYZM7Gn3s6pTECgzVQKhNN7MDsIQVfcFNSNf6CwjOgSVYepMBIV+VAJUK2dzxCz0rJsy8JMNjeA8Nf2KA8nXv0mmu7AEZi/ddfBqZzGVTed4FLx7iOU6hF3N1Tcdtoj9JOtea0ZAYvYOBtmZg3B8tpINYhlxBZ8LGe41dQgE6GtBf31cCDxFE/ZlI41OygbmASQwh0P2UNd9/X1dQbvgcUL7YUIW5pUv66NZmDl7N+uMtGodq4SFWJeUpgBGAypEIbXGwgqOeS4PaLe2xcmSqPSGLvuGQfoQrVAoyGUqgv3gngAE+0iqwlElzXI9H6Fkn+tJUIM5wf8VyJrQEWSOBUwX09Pb7rWugfZP+yKVU9TapyqIv9A0tSMJksaMqJzzAM2uxR0O4lbIc8xIfBZSAZMgQMQAL7u8BTUJn3wAzEIiK8ZdXWId8BHrKBU6dr3dKLSRAdE+vXgSdQYl0Y7pbrZVW0VXkS6SbQgxaIogXGjO6xfSPQLbLbKr6Y9Ate6p9h9Dp8uZYLat7rUMso4GYGMv80i9IAAVJLy3N9yhtKzYdtfJWGBlY2kBDEvNEtOQY5dfzZ6/YltausfKZqlSiGDbcWC/dd232B8Bzc474pjSTAQPXdX9G8rC64MDiDeiDAdh5uOAYbBWSsPFp11h23W7c+gJncsMVuP5AnoQgCMSHd4cZc1zQJMWpKblK8Xuh5VuyHPJICiknMfV0LebcVXpTac3qq1F8i9Cy1TM87YlRe+1FzDTxlplbBT+nWc8c778N7U0UbhuWpF3T2BACSJAo6vAr4L9aRejGfvzWx2kJcM6nUZdId6wzdodT6dHqjS2ZAwnpi8KR36kG1r32h87uPwoM39OQ7tkOQLqCDAq56+1hVpxwP8nRis33bT+WQ9b/LtYq6846C/PkI7lH9vpMFBIYCoSjl3CayEGLr2Uf4/gr5RrzXUJW4kifk0qlAgR6hZ9X6pAQ6aP9+kKljlvIU2XeDsEheNExBxWm2gO9BcDzEO0LqZ9voI4c0819jji73rs9B9zcpcPTXvaNuoa/kjRtmTO1vREO04h0bWtXP2RjzU0b4+ZI3YSQaNvqo/Szq2O9udfglgGJu3g1qV1/FKczlCTncszeV/d97wYBryWvDEZhK5CqbG0TVaICMa2oiZbQwSc0Hw3UxcVgYHYy6+YCFVFesEdPq7C8LwOUkn6tkG2ym34iT9FOlWhrXBS8UfK+ALsCeoEQKyj9YnX8AuQINh0LJ8NbrNNgG4G/Jkh8744F6F/W9AG097cbx8gtcvsEHUXgJ3M5wypOBwbuGrjcwbIBaH4ZoQ+/sTfGDuZg7Ilv6N36PsQh40/OOwRNcoUN5gAj2dCBVuSlu1DRV/IQxGS7qgyhPrgq25ma1i+WvzpVA6GXYpeOQrE6nr8t2pPOo3UMCy2FEA2s0oAtv8Ki21fb+gn7NFGjzbcVhX3DmS033g4OtFnQ+YWzfLyyTVixP0/c9gZR5RC8a69mqGozDcknT4VbcA2iQlf6y1Zq/VwY5XprdWHfaH/J2paRlNYEypHhQaCC2dbll6GlDpKt73UjLlqDbnLQb3mLNgmVBUSJGLBMBJxZPCzus1RQZmAoF4CGfF2Qq6Al6lNjMckJgCezxyxUBqb9poxCm3xfruS09X9TznZO5L4R3anoWliySBruD2nQrImcrLpYkYxOPBvNCD0vBoa8xW98RUKPwPcm3uh0kP3/h/0nNn2irf+icEWuh1I1jO1B0FR9H2mSUfcKXRuwwKlg2gYcGpST5NPqhPh3msauQLRV27yJXWSR+c8LK4y5LPVVr+ef+k5W2LTcW04e2G1Zn8JGAiWD1gvRnLjIWcMuY62C79k9bUOO2hG/a8kTn+pJktUPp2+E30VO43LtgDa52VSkRslAAnxDncxD5Iub9TZauN6mi4do0kYd3KwyA6k6GKc8Il9voudv41SBiyKfkZv/q+SUnYu/DoTFf5AZtBjuBKgsBY0hKgOcJ/BG9woDYnp7xZ/cYyi6D1ESVy06t+Vj70/nhZz899xWIa2UGV+Qp6hrXFwZ1CzsCHJjzbCw8sibDPZlm76L8AfZxqEbyBJccMSTZ+TRYb5vI1KU7gOoeFhGy5jzeJZCz2r501YE/8S1Oui5OukFOcbgSKKOYXggiKydtaeM5UKaREUNfSqJomQXg4FH4xJZUjRmHEAl2cOqylyvQCBcrK3aLSmKqo3QEAigEFWtjT2J23rvElzDkfi3o13HU01o7ML1XLsQLI5vuPLRoojuadnecAMHAlU6r4VkYAoK8cNxpCXg78+jjta8rJimN5sz+zPkhtTe5mtQOgtqDUimnuWUefXimvyWJgoFjPx2MyqUt82S4En1JqbOvb/jJ5V5uOQCVpsA7v6SuDfhMuznFNPuP40osLnxipdQJtkziIlRjsWIboyBw7GsKrwvCDFyD0Vvfg2I5M/eXmXo09LYPnqwUTpXvzPKMdf4pJnAYvq8pe3mEc691DY8TOyl3OvDcf6c4ijkzo4hhpmhWFNGfQZ77bJE5zogfm7mdGp4etkaLQsWi2IJqJxooe41VbKU5Qy7Q+wNYYQmYKHWR63TOFCR+tuOvpIpqB3rr4LcPXYvp64Q4mNnX18SFa2Z8A5XVjFtXzYr34nCV2OghC//Zkf4QTZwDyQXhWLJODtCsvU177YAFT69nre/smS9Hx4t7KW+oXvxiIokYOrxwIX/WA7ufcLn47d70iWpsxw/uWL7ibwKLD645j8b0WCH1RGUF8/45QAqOP+BlL0/BY/H+WfxRYw1qg5D3FpoeNn3B+5zwqGZiP22o91/rbYK3NHRDCqhHDAY6J0TSNR8xf9zB86COpgST6cjct382ZyDvSmSYfYyN1Y3qJGPPqq9QGv05SLrmMxle7e80LwcmAq491a3s0XiPxYOKmkH5XnpKW+1fbiTbNYqLK2+AOg+QOv+zzeLC2f9CpJLBe33yIaERCRL2HSgyKz6tZ9iZKBHsx2TR8zgZvlKEfx9aC0FtFer5AyyxDc4K3B2WmsoZN6DvYAOpd5AGKoHcGeA+0I++FV9SO64nUqvd2F4m2W86Mb9aUmRlaR040k3Pn39anKzV8Y0sZRN8oEgTn1iEzrT2kLIQBufXg/86Znu6XlLd9jXT+RWrX1W96EM3X+1Ul7DmHR1QseUYNVKoHpLapU80dcYOQKagBo32DHJh2iPMTdKReK7RYtcVoe9ROX+WdHdm/rOIh5GSX0kzMr8Od352vX/Jsq2OfQF0GXwogdNX2/KzdTe01Ia63urmQm3rFxNRfyXTykTv0wnLnofsETte4FCWEiB+oeyuCuq3UHfgbLSlgLi5xXFybvQhxkX8wHHw7OclQJH6f9gXqtvslO7ZaTRhTT0ekyG/50MfixCVOtpvW+hfJrEjFHV4ToE/OTqQpi0aR8Hy79u1QenrOuvYRP6z314rLQLlsZg3Z6DeAF6KMeXJS2aOvkUYH1oYLKwkSCgSyMzu+ZSjwJiFSDOZeCKfObNXZlCIBnzCDjIBgbf2TkkxJycm3sCfqQvlCxtG1AbKwhLwEU51RClc66X4xUL/jQRLEg7sdUj3YENHV/Pb5izMKZdyvE2Bwb2hl76a7wUlGK6TplACAydOknn+ZOM8415YyokmyneZqQgn80nOcS2xiXa3Bi0OA5H9QwL46aWr3RLiTk+f8sUBEVow5VDsmtEay75KUfh3DsR0SNxn8nUuGFfZSDBDH533XYKwlG2/VC2kH5Vb0MgFDBQ6bfGoA3F564nUqiailmftzbABtepRIVX22My8ob8JC4Daip3IKV0Iph3TZNAQ2HSoOvmYPcuAsF9bejQvBZn2W9GZ8RHwJZnzQqgxaODt/XkH3/dUQwTCYXIELyVKDeHLHLMR/jEZIXy2+9oVQlHNpDkSOoPQL+qL47MXhXqE3NVP0INw9261xCiURRAcCMBLQ9ZHCNyUwYy7uALwbirLDzD2XRm77D562CA8pjAwh6r/5JFkGIBOL7L/+6ONRwOpUVsJQC1IGS9fNcxuR1yGZLzmFkz/FD+fw5Tj+UovFjOHBAiyxfUClusDEgheP2g6J00LYz8BERyuO9LiV07C/7l1iYM3/yN68migTUda0rHajeWwrVq/JfO2Dx/D4RdWdhPXiGihom2PZssflXJCq8vp17F9hxcU4sD4LVj5tFu3Vb2y5dqT7zAkrLXThE06AAbRMF0YGQLfCnjtPsjoL1BbeJ+XTxHGy2b+Ox9Tdx0Sb+Dgs/nMdSmxkuwkIYkkbtuSWWzIb1F73zaayOkMtU8uzt6zZp7UlnXcU1EC/GGyAIgMzxrDWtg+GjUWFSmoc7TVxAGSWLJKVZQ9wGPuLCGmWe+KiF+bO8PkasOxMZ6rmQNO1wKqiArtaHzwOiPaYkvGQCxljRWC+ARKG7+k7GvDRJkmgPkYEbQYcSXWWX0wBAM2k7SK2Lltw3AG3PeVft2harIuSxBawf4wff3qC3PLZpqs4gr0dXr7XMiGGWmhT3L+BRxiQbWksjnJtTZOaMYkILogXWKAZUjUWeiI0UjgQ+VW++CVw8cRW3Z0PZ53QoF08dQIxgSoixmY6LgrdaDdYgByegOVUpzQM5joOQTxaANzenM7OSP0yd4/ZW4XepQ3iKjYcD0aQO+idHubonnQKolVFUlVYrtHP3yAmIP9Pb5sO3GBGr/4iDgJnVAHfZejzbrCtJiAh+wMWnOKPBcIe8ez0KTeWznv3CPhiJIvgDQyi9W8qcR5RLq2z42zL0depHsrNAt3KQLR7JNz+jsJVVgrMj7w+QLlbEHsXhOt3lkWK+9tdzRczIPSyE976TW0sfoiWBIZZVq2NIIHDnGdVCmMv+F7YS5h7SB57t8F8+Piehv/BkMTFpgy1BaHq+upUaDM4RKBobHN2BrUSKx+xjmVXWs48ixcqOYYHpxzs+qNr3iWoUVdgZCzoaO0AJi5Fw2GPyXXQPv55Y07afIaheb3/4/rJS6/dqC5R86C1X8VYFIXNYQHfVCG+/sReHyZNSHTSWNhzlJuO+864+PkXLgaDRJAQihEqJo46knEGIBW6W3fmCmmUK0zK7TdCPU2o4PNvBIahVXyn+DtntOrxotTsFr1cMwDIxYx7JNLsNlEPUbvtMJ41hVQggzkJKf6xUGHXMWfpfuOG++KcBE8F7Nehw+z5VV63AvSG2ohDQbRH+TY9RE+NwKh1SvECRPmmMLpmCKmEgJa7Qzd0Z6U7OitAYWfb1qmnlm38vd4v0qaxDHNYplKd/knUaRex82jGQw//gOYDjYV2GtTFNkeDYzAZMOlRb2pTDBPy55a4nZ2zQU8rVKwH0ucYVuaB8ZBJc5G/6OE8biV0AeL2mIdakLe+j9UBARKON0mc3tORmRFFpbHq1bhMdHSa8JpLwYGI6js3I2Je0eJdQtUUpGQ41wUmq1tIlCyXzebWF2eZMhoct7cBbFXdHEtKZ6NNkqc2sKAoS72suvjqDHvc/WmqYYhMwpsmtY/nuVoFVOCUGjjSiLZMJcvzC1Ohx59K5ncVotRe8sN16eD8ujOt3XOehL4cgJ8nygbpEk+ZbDEMv4iRlGSj3GeVmKEu+BUWylyskKirpXHDWOnp39hAaFFVIajUY/sJx+fyjZUdZaSET0rbaNnXCRaQwzTitOuqvIl+3p8s2vYhH7sZeDjDZtDBCAOy4/XVi/19g7mFlrG2Z85iFBtBIvksl5oM/G2LWYeV7ACm4f6sGeN5v/a8bWuRmtpk/4rIKHceRaDv6DrBxr/CyRZa9AOIuB2k6gN3fsOn4oZ2Y5DYBELkQSxvEOb9LKF29sIgjzIqHYteCLXR447cu8ZXUkuVoFVdynARHnW8gLZ7TFY4IP4ZM2WXX8LT+TjFNd94kmzLUhK61/u0Bj6vTcSlFQiW/0ScxO55p+/dylZBsl9XNHkyPItud5pLZod+cxcTqhzms9NvYe/z7/b4swzcPqA6fxIHQG414SeAN8Z2O2msvux+GTxU7gvTdATfmCLVZY+Fnjc6la+mzcZHlU8NTBvxW5Jw1uLc19dugs+053xGKQFATuB8MRWy74NriCfgl2IRcRSC+Kgsy2JG/UTxNLKlyE6Gywwvw7ZN59md/mgRhZ0RpeZQThgs/8NfBIQe5KWBUsFBVua5EIlnRDmlLTSjG+j+YM4yb5or0wrV5ITtucSWG+vXulslAo1JWXERpdojnaXvl9q8x+RMTCEeKfhhdR/yymZ8l3JIFlifhpg2fPkqc91/1/5yhieWIoy5uX7VcAQTKmlaM6C4oocg8Oc3S1N150eo4I/ZfFYZT/g0Qw6MtJTWfDEmzNztJxjUtAaQq65aeOOu2Lyc0rynhfjWJ1UKZEsz+G3GVV/+UXV/jLC5TGPv3d+cuXIpEGIc+Auzx03NJixgQd/JCInpNOpwHkrVr+rXuQEb/HB/vKxWtfnlejrIwpsPFsgikJGUlcsE99ehbNOGkyaQ49UDxLFPX2Fh4yla6Ei9lshnS1LzTBS50M2hIF2SKe0KDZmXwx5nB9dZBisiTmcQdB18p37qi6CJllXgQNBI0z/f9y/+0AfKQ/LD6kh2LSv+VGpNqFMScO1CAOdEPT5R7YM0Y+KcAMaPHl7KuzGuiUkfuOnxxSYHWZ/Q0yq4WqUv/9XZteT0BkHN7hmqnLWqpJDwjJ1edaFnw9x+uOF/GFRRvu4cR7mXxhWbckZtwgpzlSpXOH0KshMT6vy86ePmkcHFt+vj9Jbg4SbF4rauk2qiptA0uwdHks1F56XKVXTiZk+vHbqUoJja9962EvIIxXnfrFRdqRk0t6Y9KIN8Pepc9/gWkKqETchlCop66E4HrP5a91d5GdLIFUAihDfcRwRfPPG5Ya8P+R7pTsuix5WWpKz1Qe6fNrovL18sVtshAVfe59VwiMMJ3LHxsR60RG3cC7NTHD72o8VBEMh0D1UiUCLPz3wH2EjRax+40irz3qmXl+/vzixhwzLPj66Nic2JzKcEzACn87lDIqWr9I2oNqw4TmzzVk/oLVBy3ZEO+ft4a/tGjwb2FgT6D1jjwsvZ3dvbfDzCjACn4z0fuuN8cpiYZvXOKoM5DxstpUS9v8STRQnM4mpDAb9wmq8oVkQ2rYuC6sADQw59Fz2hVwTsFJnf7lp8mgqysnD3gkTECFH5/Evm3VFSipu/29OoXs/XUnpZ4KZvOOA0Fb7BDCL8rgM0mcfHCdTZoLI3qvFuozm+tuZ7SD0LYDevKKFSvjXUa27HsPQWQjYQYeLuKQWi78Gt0uMRpsCaBfWjbeJHB19+VEI3ks2Wnweg6MGZhqvssR++NgynXqFv+KVJpUW/Rljig4DHWzkoucnaBv5SqamWzwkEpbJ+XurTSZIpxulzDEvbqysD1M+b3qgh1rSxbfeMUoyUZixCRKSeGD//wxfQdaNcGagNNwb5lptF1CsUGqVnCz7hEUEAHf4B5O/M2oJHUAhwv8GDeeiExAe80B5BSI0+IHsoopY8JuJFNcFlg3lXlanJ7M7xgE/DHY/3fekLyPz/BFVLnjhvLIi5zFWczlF20atwRtk+466MaB02FAIdJzxyYNpQYztF9grzoO3D4BC7Hg0pUO7p72Eq6MD9B0O5uRoKhi/1DJlnybzwCTJ5JDaj85vCVnFw1QiR6kn3HVti6Gk2K5D6xDLaxUtDKmiogxU2T4poPpf4Vily5fMJE52bNdPKpYrY76spOQkW/65rvy7AwPQrYWJtjI1YSpazXv1Zd8ZkETFFE6GyB15S6pAYdL4Gj0EbrNwSz80DC0Ov5W19xjZhBS6kbhe2W7mlOPxeAh2q69M/VTYApUwjOigb8v1QLoNLe1MJ57bk9bG3ducUFSwQcnsrCLQBMLvG8HLKqMVZHEXsZe3whJ4sAS2xhofpvXKyMV+Xz+taOxJx17vKN0TFo3h19T4DRRNFP240S8uN7EgIQLwW2HDF/YeOd3PMJdMxXmiDsAqgFXMLYxAnNtbQFSxNV89HJ0S7LIeVLIr5whzrYMYqn0qihtuEon9EZ7WElbLMYFWGBKWnq9Vk6r9bBb9IX8uwssGvhQH0c2JvQHe3ru4OBGCgB4c7F3JTRGOwuKFhcujypPg+/q0Gr/E0tbc+hF642RiAPQR6VokUP/D+BzHKCRcs/NjH2wytwn5ZoPTydF9yNtkBROA2zJ6C25H2RkyVRicFR91u28PQzMiXSgkevw7eFwyIHD0Gvf2QC5yDLlyVqKylPMNQaq8FWtqfMxFswhAvFKGsA2IsQ/hE4c69cPKzblyzVNigKChgatGhLvsrjEH194M1yXJXpMsMuIiFMdJYbZERybtlaCtIFc7uKY1LiQDsR+0D+ndwTbbA7SuFVGHsXP/Hws2YVW8xm1AZLMZ0kVSOEpfc2vrhaedtynJg70LPBgZC9MHn+YlfFiTw2looOBh0Czece/lxgIf3sMsHKeopSFBeHnEXpmiYeKeiXRgmgC2z4I3AeJxNhpklfk+rb4PqJAmedAOWp3NUQiC8GQ9bp5T4DjfrMK55D2yJ5xHBIWFcR4x8omUu28yKzwM0r1+CVm/qNu1qpx3JOkfmU66E/81WtjyflFZ7IQxe7betL2AmYTR8TjGnf9cd7q+5V/hgKBuoTODfc87GsObpo1DCiOSkoaOG0bp2rD/7mnTY92GBvniqhpm8L3kkFahFucpu9F3dF8qL5b/pLJsVSboBUg0s21/3C6UjwVFV1DlR/Y+AME5sXlfSWhL4coN7aX4JFv2fWDzbaWNenBQxbcX/tFsoS0sj+dlkH2sQzd/729xkcUj/uvuDYzq3OKd56iGAYWnJvq61SwXRAG37tqoiqTGSr4p8azsVC3eCqQOTMcTTBm7/1gKKovN8cKh4wCbdFtE6mlzgxXtPOXYBiCcY5++L+sncQHWawhapGv4R+Jxfkuz4akWtd3Fwb4E8aDUD0szfjOiVx+BqGL2ke3VMKBBGRgM/aYr70oRyjOObLa51dYAcGXJTdPF+obCILLpU1KIKMG0MgAErFbAy6AAc3vh2Ub1NUXK7kzAbZJEvC5KgshFkChyRDE7p74YM8Io1vG4lau17k7i+OwRG1qBN42k/cljj3mJ8XvvgWAu/ipytxFfUqRehj9ZXm3Laze19FYnHKRD9TEYgWxjitmnpzQaLWjxVXZlLxVy2fweWZX5eb+du3HbgQQyZ7h3yNOkYstnQdSfd2+gi4V6OTBucqsZcmi3wNt6NMO77KIa4mHVzZHBZbN6GN+bfK9LCj69cRt+y8mVs0zziHt8JeXnZ24RtWtU4bCi932fGI+LlmFl8jjo/yQu2eypNEzzY6pc2t5fWAJFv2XwrW2T66sGP4Tjrz88rraw7vCpdlY3Qhy6mQ8I7DcLvOQUojDs3E5mtz/tTT1AMDDSImxFlt8bDlDCCTpKj9BqkdiaAV96OhgQaRyoQ5OHhj3r5H99d/Qk4xl3+2Xw54o9xUZFExKlX79s86Xy2/uvo/walJMY+aNgVOgsRjTYKzbNFKCgCfD4sqzqkGSkC0Hvah21IEdh9lStjCN6/PvcnPsrybcuT/0pSXI1DiJBji0Ik4AgudNh6/naQE7nTbQl9Wn1OzcjdC/JFQfukKyQJ9qj2nHtegpd/oloTXZfZYqcm4xKrBPlGAdyTWf7cJNfDktwDVuCDRvtuTJFTnjb5XLPdF6REc/QzTG0XaF0m2S0W9e4PkUPlN5hrB4is90/kiFU4e0v6t7LiOQ5bhyXNispE6pmL+YdUmXMev9FrzPpEudJ4hhUBqg982zoRWkcU8kFSqwSUpt3R7gjFOIP/q6zP8TDGxlbLEh7sehNtkISZ2N5YMG209jj6haEkTJ7wakvWHZKe9AHG4UZC0CB5WRtt7BEKPtrZbge7i4QjTjmzHS0LXfrivFUdfKKfBW6KXDk7xAk72z5tgho6QsGJuMLu4DWFP0FtPsTtCU/ursJhU3reqdduxmbU/t3jqPJrYnOqMqqJ+KCPjqIXoWQ5atcDfzsIQAFOmL2+B+7VpbRGj/h2onozGZHkrRAYVRKWXGi0NMxTn6wITEgAsRPD/txU9jekvgywg3xpkt8yYRwInQCWUUq2+wKoXbMdibxa9/3JM9RZr6JF1WBvSWSbtcxw5BqqSzQLUgJcj7CwQ9YUEToI7pLGiD758bQmAlT7Ky4Hc8MGQXHWJthnfoxJEj7XesrUtA7sSB6jyvZOGIgNRMOPabBjqNv+T947xaeb8GY9HHYLXFUlOVT7GyeOpnHeKTLVANPWFrFyXmg+gtdrXFaf2B/xbEWmET3FeScnr3FJNvmK6nOnWqyUlc3nop5EZItpuGfhYW/RHAJJv2lD3vE6HBXviSwjWKid4+st54bASXICWsdT3Q75qRabRwSFiPYEkucwFsPD8Y9XYBXe5hT5fRWQMu/SlsW0NSFqFYkGnkneGNgekb3oclFEpeKI9EDD71tkaFzo1BjzGo045/g58ML2bkLrvSZ/yw6hJOIzwBCNl9M3rmw6D+QgvjGFsIVZjg72STDOKw7ljYe7uFL6EBX3+M43ulEvJk9dyiuWWdk52pM0DtLkxBdRZ8YoDHCi8unrTLIhr9RGh0+tDA2Fou/5+4l+X5kxksrgM9M7HAUlrH/WmOTmm//kLdpAlBHccaMYgedqq+UvLoZ9rGk+WWoNyZ3EaSAEKuFfIoMMIyVfdnwVwT6HsaCyi8tlUB9iHggrqc2Ig0/xbrKdYe5FIrR9YyQV+TL5fnlmo9RvgulipgFw5JdBOmdcXpNb6QKwmiTzQ8hoIvGQBUhl8vazx0O+5Sco8e/aD16Ere8TZaA1Ohng1ZhOxXwrlgzfYj+cByQCS5gKuCeVJKIbF8lhlkYgXguJEdNmLlcF8iwJcNexEaaejj9GoKpEEJdyokSsBIsMgEmfp0nG9n27XpnDmvmmSM4CvsMSwXWcSdrkBf8FXNS9aVsYwv8A==
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