第394章 遗产炸弹的逆熵悖论(1 / 1)
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WrW9g8o5Fgk3NLhR9hGajwLTQsqdFGCi5gAhacR#3LFpegGA@6SfSmrv2jFSSkoPsJMtFcpw899He#TMHL6AnVUC@TimTZcbt6Jpv3LZjjlppKRODsoWc#32@48kVPEmWCzAWj3oiY9B1fomXFXB219KkuSUzOtd#AywBRucc#AzPuYz@4hqP4h8oRu6JWkHvqS3fcSAVJqnl3gZIs8#1W@q#RLBxcWMZFQE8Gz014khxRX0KIv0sSeKqPPr4EfMFTyu7l8Z43Q3OwF1CTFpFnfYwZsIXZyMKDQO5U8wSKdvwt#Xy@P2mlaJXLRYiLRm7aBvbtqdKgFq85Jcd1uACB5BTUs7FluwBKSYhDDH94POPg53KvtNUNtMAELzHH6wz3IF9BRjW92S@oa8Kkk3SodD2H#C8OVFE#G3YJCHRf7#UWC#HU22Jy5OnVfMmrrTUOzXCjIULNX29NepJ1RDksGhm80ypCvA5uENWX5X6SIqdAXcY2SrNo8xskjhOcuke8KvfCZ0EJ0VRVBBiKWJv53qEq@H0pOZh0Ocgzt7xlNDxmTH0GgEFkhFqhwWKvbQS8f67V19Oe4QLojXt#EdIU1SDFB4uW1AW9G5eEpz3aTQ08yFBMFcmQJeOH8altJATohcSgG23mZr4iXVT0sttsY07t4AKBIOzKkif2pYGQRl4abDTYojqNtwxo6Amu9xi8UPUMnr1g@LsJmCLXXzrwv2bI1eJa2Iy3SnbftBDRI#N25cpi9aJkInfZmG2HkXEY20Aky6MLTGgFc6@A1WQnVT6qccSTrYAdJGDuDntdNdGyicFTvDb0M7SY9eJccrv@LP3GPSI4OrQyTd#LewbYlphDzTxpnblklZeFqa8UbAT8PBjj4GE4ZTYcHYMupUpileOgPtDQ6UwcVyaEKeAOcHzmovR2CGpFRMs7tsDswRjT6SsoO7ZUNlJn#Gup5tl7993fomJAUHYyf#oi2#kGaTuvvZ@15DEE0SU0jr76I7RBxVe3YiSUsiKx8sj8J9k9PoLr9fug7xd#vPURZIy@yMY7SjOU8Bz#Az8AbJLTg9dPelmwAX4YpTSfNCul3lB1KZQ46s6lURxW86gwaug@RB@29QCMLVC#e4cFdaPz0mqYE9JTpqhNdkXM7hNwBtmo6Sz5Gq7804iHk9b7b@fY4##u3ASDSjCZJJgtQIqdbvByfCiQuyB4il9CpV90tXXSUFluyW8pYYxtTKhI#iG8QEM8ZDOqdTHoOsMlBGWMI5GvQ#4W#sE2usoq4wqqH@YvlW9BkOh5182Ec7d8VHiOQ@X9#LdTUYp7l5@sJe8EBL9weIx6JT1quxuSHAh1qINq#p8ZsdSK5pNOtnTtunginpFhUKzoTJolG7eLYv@DEHejngJt@JtYa0WGjb7WkS70qcdDYIKPSXXsEOdtZA5uTQGSjNI0Ei3X2LXnf3UOhRQv7B#4UDcL@yv3ZFoq7MUeMTOhSD5X##Bq8dBTBMsvGJCSzTvqq6wLiwoX0UWee8QcUBL4yqLp17MthWwdUsBuMCKkRC176O2@1PbHF4c@v6h3NWG6BpJuE2cDR7KiDeDNbCO8I19@fw5GfvKGQ4kgqbw0mJ3uNNhY41xooPJ8mfmzdxmBDPzjfC5Ivl@PZBlZPr2@jAPYxzGLSk8UoXKiFtMl3zbVVjS#FuX#GmRfW8OxlpoRQWrmnMWP3cTRs@9@gIXwMErtd93C3uYP6Ew5EdORKQBG7xs6AG6nDC0bj0qnkd4F#iCr52hg5A8bbIGayxQMvucAIG#wNrwXqthoHsj0Wd8voFXW8q#zUwsY#d#utEZq56Q13X6r#eVPR7G@asIQyQpXdHDbMTHYZNIxdtW@zhhCFnrBrea6x#kITryfR0r9ekF2OZY47ajvNTxlPuHns@qxk55k#W4Q#EK#MNqJH@Tnp8Qu7a@XHfTATQBN6cdWYImTe7BvNrTaePA8xbKz@5Vloy5zAqKNbQpUx5gg47QLxBuR0rSJA@bj5RgWTZyo2GhUd9oHIWcQ2cQNEKSFobkLMaMwpjb6hCvSzkuX@Xzj6HHmJc@P49MREjalhzdi4Y6UY4zHuUazxK3W7GRaKaPD7UrKHqBHsJVScfueO4ygL2xMFpDI8#YcdpcWgT9TBtE1maensj@FbJ9dWbEsRaaBachQO4RNuHNPlRhqnnC5YkiUfH862c4OOGfB5fhQaSNiJ3llv2Ga2fYkly6jDUciypfezM7t@w5b1CWo0pTur9BqR#JcRGvdcpWzgLf86lCFuTyJME#vkjExMW1P9XKg4evLEYHwJVEXRiQA4QvVd9Rl0JjaHDox3UMHiYOmJKwcOFZoILTW7o2s5AHqFLj13Sm5iBrV6US0Rvv0TYcQ7edP1@5HmKtz6axXH5wgR5kuznwfIaCzabAbrFOZ@Z6QCm623XzAMi9aRUklVBQmIhAdgQCazHsqdPIVZX9UHjav@s0GV@DxfkUbZEJraShh8aFnwkqm4W0h7jArCl5QOxbOuUhD#4fyM7aABsR5UCSi1hF15ky7xoIONkrnbpFL14ePf0VQHVdMDfUEMEUOkb@KlweMl92LEE7DjeFRUQUHALQOF34xBa8Sf#XYqREVeLoZUZFKRD3m1yOjsc9lvr9xNluNSQoQO2ftEEowjt4mU886ralAc0lz7TJ4z1e4rTkWNkrWnkhXI1ecMBpH0Q0WyUZOI9asln#Nadg04dXi31mDTFFES1wajy#Ot@WnndOv5m@ralQli5MJcWs23G6f4@#FFk7GbRvSB@bRYSSiyn7h8mC7CLW1pUy2U#1FXBS89yHR1A4k7AoI7@c3E5WVgScMUFTY1rJ0PHUtSjz7xl0w4c9Ig1uQu22Ionz71kKohFLHeT8uDOTChbTwYP1sNibVTnq4PCYPX35ZrBe4L7RdAzcExSE#pSVfCEcxYnWj74naOFo7tiYbCIrMxER34Mwct8ppSVTNw0NUyA#MYcNOrra9OjdWroQpnBdh31kymxFpB5Bz3IyEWzuKPbYIk4HhpZd4Ei7DEciaYuq8DYoUQECMmhtsKLnsIXpVIF7wSci9p79zR#@YoKQyP7TLCF84FTa1xOksEz0@OkYZmUKauBqemdd#EhuX3cQq0WnfHXi26uJyL955KPnFWoydablxEd67dqBuNb#CFNicJMB#8FuTEYHxKpT4mqv10uW4137x8XFSQlGU2EcqivuJRaXicPhuDpzA@9ZFILTgcHSl@o01iVNFaw8kJLUizEUMtz@RBY7jLEFYlKkkjvR4Hckm@QeK0JS@pgLpNYvvngl3A8k1QGa@hwYyhkhGMTi5@tlbFYa05oe1VT0ocSKVIhnIly#mkFx8zO2DMX5b8cM3kAbffCPLDfneWg705WtPlrUgQa@j2pub4kv4n8eIQDYiMu9xngrE4HvJSAn2MYVDPSejYEJzO90QSOjChuQC9XNiZlG1Jep#H7@WUmIxlhJfDtWeFxIOzG6LRROmtpkl1xbBKDGXgbKYBmUkUc3iKkSg2I1xqq0yEvZkKCVgJEb2OGp67L1QH63oxiIp1kAWpB71SYxDwb4qyrctozlnjEryom6UhjdzSDmMFQvlrrLLd05wduFO5FJMYNBOx@XojcIMC0txMiang2o5kizYoOXzjgezgI3@vRfjYxmDcGRLSzBsD72qNUoAm8o9rM#285TTha5Jp#hTpnLMMzUCa@6Bc4@FWFwEHfw9D5c91yV3@tiXJkxnYo4C4gCIS#S4yM1w67Qz1g9BDega4pfoEiH6@a6gX9tMpufW5lroP1JSRzzg4m#Ixbs1AFoQbSvimvqlpPvVVZgyRzPVS9mMYIe0pojkpazjES5lp6QdytpZCYq2HB7veEJ10QtdLETpVdxwGuguaf3KYrSpix3i995AKSQrbceZoWSSWS8gdSuAmFCkUqqgIKUnL#LFeJbZlkpILc#l70#IbjgU84LFcMSDUEUDlNgOTliZZptdiZ#Iak0nLOhyPBo6urXva99CO1zFZRWCasfyzbmRNjGmv1i#UFJhpIjgpcwyLd7blYeypofFtkCpIW4U4kzAcl23YwYYZiPYLMbzAFLP6jMWn@vGwMC8#ovbmwqpVA@1PhGa5ckDrx5DdHkdL#mOdV2@jwuYB2T1EeeyUD@kkx34JR7Mf5D6Hs9v1NyLzaV12#idw8wbD4p7axFgsVcj0AOOFW7QjuNVG#5rCAmni6@Qlyv#3iKTRVYOhlIK06I2E72y2UFIA9Ma@6rfk77QEWczFtVJ3uU@yEVpMqgvn0ND9g9f2MgIDfvGP0@u6y5JAqNxAD4JeWcj5HPrco97l#0gfHrTCXIZMQfpamjUKWwNUmXqPM5t8VStDTE0fMEawkcRnsC2#bn0tJZCkmNce#CZKvf2IlTcr2nw42N59Jc4IdrPBODRgT6OJToceybsttzX51#oib9y0qqR6Ywo#w6XjdZKcJI91Wxtu4YUhDS4ylKNqg@jVtRe55mxDjlg15CCnukx7I7dFMjMXjleq5614WfXwUrixSsmJycc6M44cU#k9GpqQptOCKAcJKnFzuaKeV#p5TvVJH9phEMV33beCikYYg0mNgxTTRGGu78so@6CWtFGenKZLlUMaRTDHTHLSppnsBjgcgKAjjZeKy6oHa0CNXnnvXadwZtVe#aVaC7KUcdCMmI9RA3T9gVH1dDBQoB4dbGApmB7o3FngoDkizbCXLFuUlEChWnQAHtWhl1khrEFjLJNC86TzLRvA18mQJECHE9aAAyTs3uEDApzyrINU1jL4CZ5lW6SBhGZja7uMzUah@PWfdqLp1d5anOVMlXfHrpwCxKs5DHYf0jvN1cwzYyolwnuyKnbg@xfVGHuDUgop75XkKKuY3ExMKIJFK4zUyPofMY8KWqe2wkRONGul@uIYM2eevwLdswU@St16Z5dGzAAc2nPPvvRUKWDhPSzYiTViYDO1UJtTEczdgbnLo2aLlR0ZYLdtokM93mgqG0rPsLu4NIO#pQg827K7ntH6hP44qUD@mFam9Bj0HxbuSgkPoM#Ff91o5@I#Zu55FyvM1Jkv7zPN2#mHTcJqbNQNUa4DGDNHYaDeYPIXoixpgTccFlhtduoATnm7mbrFvqJWPQgt35@XVBiAbWjXkxcBFmF7BFY8iBF4G2JVC1BhO1SzkmZnEGt@mCEKUlSgkIoU7vOqu63lVOlvFHcVj7PjByQqSzJYdffN6dIq9IFt#wl7iIZA5KWSvtKfjrqU#n01p@bk1RIfVYA$$