第38章 熵之抉择(上)(1 / 2)
McoqrN5l3yy4TZimT1wXLw#QNO5fZrV6pYGqEce3IUvUySYvDDNmF69B@ruOKx#Nt0swb@4v7soorvAE4mfmtgVlHrqFBAUAvCtsRIKqpEEIKylC8jyFO2v1Hge3zzeB1ODrEntJEA8WRHONz1ldBCCbaCot@K5SkroH2IMH3DO6HX54aR6parlsmU3aPw4DhJKMwGLPk92o4rLMUQkuDQE4CVFd4aoC@wU0pqL8DVMsivrbtGPbOZ54k9f5uZAxIfsi2o0XukimATtlkuUKUoauHIq0GkthN2fcYcNi0rSmxsVdDPBCujJY#BI7k3rJKemLF9QomYYqzvTpW3r3Z@zA80eK82xOD74rYZgjZBunIidlMWDk@b4Vec7HE#9ttqaQ7O6ehTqpjeqI2PhNfAYoL@yqB18ISKXkNBXkp4O6pwAOxZTRH3#RlHqKTNei#4yffRsPkmrmmOhiZvZzwikEBCZac@M2Z7i5jpO9qLA@#YGEVLNjs4fpJ01xcb3bIQbzAJuMjGkWbScaj3xRcF3uivKkxWO4VM5LRxcb2YVZZoarsGtjE71lzlLMiYTYhe1w2UrMvsj5N2Ja2bjtoX1XcYbTVWF0TTpfWX@gPZulQ7rGnoHB4erKWFaNts3TesnK0fn3mxaFZUUJjheBFYK@L#dLHN1HyWhN1NpZX1js4uUpXTWBiVwfSYAaFqkaHqmxN7Lsx32oNCzHDKoCq6@ormfMEeZKQKr6Y8#i1@UG3UDLSQ8UQOroZUkAUePce4EukZ4CjZu#EL1srB9xnkK#7UL#@zv9P3CnUWnl7Gizx94@RuA734Gg4U2QiPnru7Y5Wa1rfS1zdlutAyoG2kMr0vBLqmr7jjh858jL@7C2#2iNg0bdmhjrXuiiyv#uJLwKwXqMGv4XPdekEbBzQRvufsrJRr#XBUrkImBKjCuO1YxFc0BIIHXFxWq0SC1CiDzfkNhhhUPD0qaKTfqQ@2ysFOW4Ijug2XskRrDVQ6NWBt0FJE3uaU2Fze#AYDcrd3WQ5YoeZ#tDZ5UvHt3N@AgGiM7HQe#12tlwRhv6nihA4umWM1x6PxhQxWSo5BVh9PV6SDmZtprHHElcT2R0aH4oL7MzYPNbqxOf5y9o4OLFnTGOlDRCHkyqIohMHWs9ojsR14tsDooCcYs1@iaX08wq0vecHSt#bNnZlMWV4PEBTgef57dpskRCQrVJtCA9muA00foj8QqAY7qaNZ@BxD3UiTQyhgzTK5UPFVm4SjV1QoLRSl#23fF1xMrmrtRI8GcvgC5fPOBKmW1w6YjnPgYzz@JdrStmEBCdiJGQciiN3eJuMJZC5iCrSpKF00s7mQ4lgFqVLpPsyydvlhXGBKehxLwzJFQh4GVRWYJKSLQZMsSxKzbXIv@X9Kjx0S60W1JgR@QIh1wogkfab0l2YnWJBNKLmEC2LlJ0Y3oYnfbS@rpaP1n4U6r6YaUTh0myOF5tJuMgxlSdd@D#sVS7Z@Ay44LPO2eC@RRQNVcrAep9bNRdogAw#NXN37N7a4@j5UdH2qtP7fgad#abuk0xv9QAZqm2ZVaktGvnceRyKZUBy6XhryL14Dcm0ZcvvEVUEnSHDm#AjDJI5FoKGc2iCjIDeoAPuQY0QruQjdbuIzn1R@usw6DjZ5aL6q3aiPZDHJYP0HreuhvEBtlP4uBcqEdBkeNg##e9h0pH2LvQLOo4EMbqXKfiYxAj68q3n5DjDe6lFU9ryrev8yZEA4q99vRDzpq1J#rLLABPIqlCjhynM03kHypo6zXmcLVnVEaZ2CrQzJRHl6gTvOhTRqsnC0Qf0Ld4PEMI5Jx8C3QbBDyxkW8PjxUNJiUzquDuElMBDgRpf#kAlHBgsdtz4cyXJDmEtWxb36SQXkJ@zfLxPP4jYlEOEX4gZVtQfgJM7ckdY0Xm4z1vOsw6#vLznXkcepiPVhXYYhpEEawxmD0N@LlbA#l7IAK4dWFLLwJrRqr2YHPHNhEOTo7i8alOYhXhJYVkAiDpkIexGGkH#5Gr195CdwYtbwYPf906K3w28XrQI3XkAI5W5FuNgIdPsB8PytfPz6ZKkWQgR3q#a9DoJY7ibrIGWayJTJMydVWW7uXd0CjNp6KFmYQA1X1HRGG2g12mIEBqXHGvmdOh19b1RbG#739F8X1IUd0AXzteoKOBmWcQb@DODvwsdTGUsViwAsbhqTX419ZbOJGR@KPcZmVfi0Yi@n@8qZDO67FK5xdcgHiKpl3dkQ07O@7FZqhAvFdFpkda0yPnKvw4rZS#nccHgEBKS9@ZT8A3tMwhP5CO6z#ggnP6IimMBNB4d95NoFNaNuEkDrNyEFuwoRqvIDbPTK6lMuIlvUGjJtrbYItzuJZiJea5DCKCzhfnsu8rpsra6jiwgPYrxlCb0H1Okk3uHdXHSGpqjwOupwBL5F1LKvdbiKCx7xL69gVdglMFvV4#Sn0L7IGqIdZejBU9iD#QN3#p8JxRwLdhs8uZP0P1bWobspW2XtBFNROQAYTBInk8EqG3jTuP457q3NsxN0Y6z9kgJhvlvm9oSuzhpQzlIvjJla0VXVhGVZ8dZsWcMYJbPz4Gj3Q8LFip1aWSwK8TFml5M3NUUPSwMSaivSsY732JMAQaAoEmvTlK2UI7V#U5AZYXlw91LLDpaZ7paXSFLWXHHOwyvVsyGceje16zImExQbSqBvMU7AqQT7NiuLC3zn3xsLUfhkbVdcmmY9TGRWKlykrzRebb0#IAVyv75rZFazBrZUMFNl9zoaUVvrvKZMBgjYJKE6HrJ83w9lV#ZytICxvzsnSbTpA4dne87dEXzKXuv8uz2mPJ@085wWtzS3Lj4#13fjC5nawJTQ3lWnCAgqgj8Jf12mQBxlD5wNaT1CCv7gIbnuFuPkPKkoI0YsgXux6qvxF@@O0I2zdddQ7fZb@3bNEhF8VPGpNM@cvh8YG00FgUhxPm5IP3MJG13sBoh7@6BOMxbiUmDRVDfahwAau9qdpfPCf8E#jxmSA7bnth@Bmrc2tb61Yl1xcpERiR#0f5r5@s@6o5MXeI6S7ioMunNAxgXIY8@O1CJVZXwPRQVqupVNSv9NPRsxOeRQMAsLigrPVyEOsY0jSJziX95fIdHcUCj2qxYSG1DRV3PCYe#IKTAt4521V9gar#MG2EDmEgNLRGRlJlf2pnI2GwRzQhT51@gt61LNFeynav0X9QT48QYTtKjkV53q#I5cv9Gai1PyyZG5qiBGAdOAa8rQflu8#nwrb9j5T1o6srW3irRItbgqNHrnb9IVqJ5AR@vJw6jdQlSX@wHI#fauNJlWTOrP8ZTCzpMo9EcywxUHV73WZUTb7LSYF4YpkkARjxDkbytIaT@wM6xTPFTRU55PvSgcrwU#ey8gTTi0EuDTNkBQDSdhwzWXByCdbIjDPFnvWqisTl7aXv67R5GnV1MoUwVFOW9AQh3iklMsRkt@6ybuiQGJzCmQmfKgkQPTLtQs6lopTtim87kRGKccfWVBN@ZzH#@pA3KlE#4P2nWWRHjVzrGm@XOswn2fB8#Ta8arh2bm9Vr#nfXlafWh88kQ9kIOyXP8uCSvzqmYdL12yPQeylXUbb1U2aucTNGVrh193fRUbyAWUhWtFsEMJzVYqrPb@zcY9Gygd7gjno88ucoXDVB@LMG2S3QrC850mNLlRjZQrPfuqubqpT0sG5mFd3eCFmi@7hgGL@hQy9iWUUbIDHcTt9al92wRWhgkWC@dx9KNcsayorL4q92MYWROFuTN0HtJlzAXun1fYQZn8wYejxQJqd61TSUIMS@k@aXb4I@g38VqPQ7tcagnvajiFhBETFGmZdGD4Op9zteZwguVXRC4lsY66cKqkntIuu#25wMwUWzSAqP78h1avLkjgyVqSKXRLKOTZXj9dkU1WlSpq49fTUsU76ECGYGL4W2aPAlyn8uJLnmkWJV#JbuEe4c0zxM8C47vcygDOxXNGi6zv3zGi#ubtR4t$$