第84章 熵序法则的终极悖论(1 / 1)
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OMetNwUR0mTW37lwbIiNGo57xo0hl9jgpo5R8Uo63UshMrpdUc8Kul7bBCKPTmW6Ai8P8YBxqXcaq7M#dfwsOXmeE2nuDYd@xEiU4WjHl#ILnKSk720qIec8hFc2aJ@XH@bqVuN2CDiNXay4l7XiRZH6kaWr525pdzXm24wJ6bjfltdVCwqk1Y5mmTrbcu3l3kO7PJ8XAA0PzentnwftNV2bDHRBDgyiqW82qmNxSXxa2Ofsj1EC1godoAf1VHhgUhSjX@clATXgeJPubyrULJcgcFCFvK@dmDrAX2HNwSnKvljvf9iYapeRYPqsa5te3ijqgPBHjLmw@qNRuF57mapBWOXI9SmFyKPRFWGjK5Ext0yqRF099F7eGGfYzy@vLCRDUq@tikP#hzjhpkOTkOWlNJIM52vsZ4V1XayfvFLQ6DPXMeG0Hm954uevF@XT8iDGFNN85E1QiVgVTsPOLjINOKeGOqSpAUjRprAeTEWJuKtQ@bUjei8K6uMIpZrNz9edBgptCKXhi0no4Kj1gryDXlJkR#qwxDr44uSiuybKnUcTbFEzjXt#JIndV1TshVcQOykVn7z6BAjbdfoIz0UG8BdQ5kgTYK#Dm1UytCESMywOfdWcrgbhXpEb2U3fBFDTnAaet6AE7jddf6szRXoYcsUFc0PVgMsfjGRRN8yYViCqhMoxRN6Z7KRq4tv1QPYgb#Wu7L69KFQDgnrEQ2VXZzzjn3tNMHcqstMBwy3giw0X9s4Jpgefk0AgNBcHNwtT12orjlRAXRWH1GDau0llUTCX@cxWhsWSN1xpx9XipmHcc4WFR2nPbspcgxj6j@f5BpNCHj2NBEO26FJgvJvDHhS6Sk2pBT8tCO#zelSQUcpotiRdQxxKf@QN2O4abdfObiOy6wGVuWx#2q9DLgd483FSX47ZluXfVaZ3@gHcg3v4faCL#NDpDYoMo9pAzMgYqF6h3gC4WdOTQiSFN5iSzRxVvk6eMgpFjJBwcUywmV9YW#ZjgChjbYULIZtiJu1cHq@Jv2ThVz19R2VAE3iuQ8Ui6IZygCc00QakVnJbE475jNwQCQ3CezJMeALwa1U5v@b2i3Ggam7Dt2UlTmReCTO1YDSBRVufmLCeUcAaHeTkN2@MkgeQ0XVUXA8eV#wB8t9QTKvMwTmF8j63shrwsV5rSpou7eNZBfI0cGPkawuWhmxvdeb0rez@LNNnWJRnap69DOp7D3dCb6wPA0TpvhnEDp#BSKsPjTOyxjqoAb#pvdZPPCjir6AortURSOGP@NjGY8sJEpH22pLKUuZmODCtNsa7FHFHvZMS6AWuBZV1tgtFmX17NXVuKXF4KYSI67YCYaJPekQlvHa@aRbYA@Urt0nDu0Kud2M8s5WTz64Olw8l@xhlepY7FeDUKnrM1qUxNqrfxCI8KUl6tm6hgFqkDBbPZnkMjIpkxotAkcpELPuoha#agM77dFrIhqNj@DzJpS6aIgdN4UnwueY9ylwEJMR3f7GP0Vg#87GVXEXlQfRCCnDvO#3TLRc5y3oqCnHktyllGuUjuJX7mz8Cetqhsl6xnAPCLqw@BWDlLoGFqcUbitnEung448EaRWfdV9ZSBKvOhOjtv84VCWbuabAWJkLycukB8@T1y1hBPPmLuQoW5DRjJSxrB8BOF65mCHDCcHGVqaTr3pAEoregnyxV8XBsZigaznVmEHNUajzQbINI79Dqs6hcoTXnOCEsO0eZvKt6Wmhy2Od9RS0iS@w6vgHD7Qu7xZGd1TXKpeOhak@qZ6GhchmRpUPctYUKCsmZ8zMti4OBsUkEcX@4YDunBCGckypw6Wp3HFaFQnVyhMNUqbg@qNA1aGXZgb7Enjtz8DcLFTsi9XoCXy9XTeXiiQ@6ZdDet1YC17uwyOHdn5H#1yeSdKZCjBgDvMYHeijppmwX8NVNyBi3P7p1n606TQGFqGLF2EtJDU0dHGsolRTGM9UqKqFZdNwK##iRC63ZEcq5CgezegbXKYOf14EijhbJ1vsy1rQV5aCL1O7YCU69ELNB3xUytLut7uNjU5ryb5nuhb@jRr1sYmGZ55ovJokvIKCl9Lq4BSvdkjUtp5aYYgjCiDXuovBsBM@uPQ5uatPw81eoikd#MC2Z9sG9zdC@z84os6Vsl263MPY5mHsJk5GLp6W0sphAEyy8t79iLzKnVOiJpYMMtLBLALLCM3XqbcqxNA6unymzKOqvNxvwKt9W8oA2K7AVeYA3sEnK5pD4HMJXv7svUtEH#l8SqMRQ8u92UV5Yr4zO1V0rv0DuDJcBv4e3YyWVl0lqUKAhGP8s5F8l7CMSDwlB7LWDCC7Zssy8uU7hyYccjJ8BFb0VV8RRBGRQXSbnr29mPHbFbq#9iXl@1Q4BGa#zdLIlsjlTnGbIEIYZ1JOCE4c28fYyPKFpvL#Jm#9EB@dItLdwZHgnO8x5II6z#fGAzL5mgubl@tOETxLFp@B5GnDPMsBQnLE8HKIVtlhXL8NQgzAt2bj3JLHiki9WiFGDvEo6Y7u1enFfPydC1XHswGcZZ0#UM6b#oFmZlWAXzPI6ljUevwl41X1czG#HP0IBWjRguLRmJQevjpOikeS5ocWhQ1ah2Mre1Y4ML14PVLBAmbO0gHDYPGCGcJUszReLRSciSoCtpOnE1FvtwEHBHHIvry1p20YyRbpGSwgJv@wODqDnx6gfh48f#hg6LM3a02e@wHvbhRugjCeZrWcpVF4#pBF@c3jxM9by4RGmnHzhSmjBQNe2NdsEN2WXlr2#XeXp6cc40yRnRhYVAHLR#s9N8SoFZ3EM343OqIReZ6gUOOkj6TUfLI9zGUfcgjNGGaZPva45q@RetRc0pdCCNMTNR4B6kF5eNxzhkWfUCRstWoxSanQR#jHWazucHoj@BfZ3Qsm2WmFf4HHLmTJF0hEtR7ZjMBZrN3adAVirXMNBAvVZX50OHQrK5ua9XSBL1MBNGpOKRuibwuiJLtw5@NXRTTkwp8el#UNBaFRIsez8SCnHCIesuF#RsEnZ4hRZww7wgHHMhK7RUkDdkbkKha2PdaRPTfZXwm7p72s9UAYW4xt1hF#xGZC3ZRS@E#30aJjVqt4y7h0y28mjx0OT02JhF#qR2N0ETTTgXY5WHxe7f#x5CBXlO0gF3OkbDg1dWIf9I9uu8kQVHPHxSmlvIp7mMHq9K5pje3G8l5nAw2KD4xJ0VHUAaJ8A3UIea8bUZj37mutpCxZkbXe5vCKYzpq3#z0H2iBcmqkx7NCHC2v30419hdOkkBhd1FdvBjO14oNbIBsUD2H5G7noI6dw5IfoiGXmmdEM9zOEZnZukjKtDsEEhIv9kRFSTsKWP4X3bn@M4C82eoju@EKwIFhtc#9urijtfdsB2w3dkIIo#jNN6D8pnJuIqWDo0nYE@JtGiclSC@lSk#MhNCOv1KXyfksnxm6Uq7ditOciE1GoYQjhE8xxpPSbo@sxCMI2@XGY7nIUCGgHUPUI5tlq4c7RfbL7iYFTl8ZvLZ2#QKEJt3QbmFJKKBrET3ydOD9lzZIxk@iQcUu@bq4@VmGbTlWu7ejOZQ0KbXQjHXMHrq#Sp@8R@PSPzVSm05IZi6METq#SRIW6AZ1klMRlX@smP9PEfJPG4sJwua1W4Z8aaSewzxujKIldkIV3qi95wWQNYDrk2MyeNKMdn94HMxa205EO0#2RSTcjzJgeTUopzi8WNbu8TnM96#YXgdkyPq6coJEni3mXOJAU#x9pkVeRuIJrdOuLyeznjocvtiva1H1fF0o8hfsfVwOMyq93lMuSyTqQMucScBvJD6eFBBsksJpeRt#S6ORV56ymv9UarhuULUsdRI@TOW#Kc5o3oCGFaqNXsCSAFn#Cy0bZ3biwxW73Ql54DNtU2@9RXhjOf#j6PxHOd1ZzROAw2maZRT#ZYgurzSj4#tfmLUBy7sVg4WrLbgwgKtvSnSigc09kz@tOLWv@c@GYTDkFgbcXXozsm2gMQLhKB82H8BIPOZz7ubwdgAkKBWJMq7@NS17Ir2rWoVYku0H#n0Ebyes6u7KW6TY9kjfnqr1o#dSCmO2WZwiqyrZNZMwkTimDOvYe0V22v@8C8EzkLfFukhpsw#7IEU0G7euSYnWiHxkesvLOmqKhaBy5GIYp058CQ3QBmqj@UmUFGeIdevpHM73VgM4dww87iVBs5Z1nEHhAk4DTGLdFGpx@erL@KOAHGf4GzUpPajlIvhYMAJvFXXrj0zJxNqNVnpuPoO9A@raIb5s@FdWBG6hP5gU7aKUZnycO3efne6xfoXWr0YhryeM9EduhfXZIUvshBDStenr1H6NWYBCf2PpPOy3iqzOHmcxm8jRpvDWK9cjTkqTpI5bQMDJwrDUC5CFe6tiMH1b1lZiV5rZKmh1t#ahWs2CxrIj40O7#JpZB4XgkMr7qp5L4jQpI2NBysa8xUy3MuUUKN4nnFRQWRSiphCqyEYa9ru8MYhkhLpf2iZGO1o8PFqpvtXKkJXi8SuKmaJaLy#97@MnxwCSUcs@Z#Dsia@lLDZcFXkmZRg1lU3XQY9So5nR9uv2pEpNtyRzWfQ1f7gYXTvQY0aDbbeuLL3WCwFjXFsB4Vdb7bNHaR56SvBQZXacVitN9MuDQfR0DdyMcd7IOXOlgLtMjG#8RoFXyyYx5Hh#9lOwfHg8tnYmH2GL1ymB5hU47FuPj7S#o8r@El0vf2PKeD9lt4dyLTJcyX3SJxT497x9ADhWlliV6AZYDdcb7CkkLjRQOKvLq0ldIhxtoS2gBJydvu4aT#F7QjpBh@L9djoBMhmQh8uZT1#lW0OchpD7#oPUgLmkrNi0AhZEPhwa@rb6BLol178qW619oiXszuyOVjEoGCAEv9fnqCApDZ7VscZg4azRxx8bStuNs2C49ZOK77MGbjbB51oNUMUeO0@1sJh9cYuLVxUu4zUhY57AGk55ZaQgiYvchRg3ukEpW1sPqM23zZR8RasN5pSEsmcJ@VtfIvL8ESXkyUWCeHsb9pXIFzWg9D8r6siMoilQpvaU4F20QKJN9aB2U