第3章 新逆熵(1 / 1)
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r3FKFW4w59sODG97H4b8JoVyS1yyuuNjYFdGbPO@KV0pPMRecWH9g#NiAxaRWpIwQ6kpUrkfvnzTKt4z8apSg9DVJmDo3DeiRgMVJq4sCXn5cU1GYxruuF1WIZ0cazu@ii3qVOsRutvE9siU4DOwIaqz8Q581DTkK@#4osxyrcHc#wM@C8jKIHgEDOSps8oO4JOOsPAdGkjcMLqpLUy5#IjDibdkLm5ChL#TlAYJu2ySnMuDURNCX@epC#8qdy4bIssjY290sRNCYU#0qA9@0@y0iBZ#cl9GFjsN7VLrK3PDO5jPP9OLQRQdELYyhBbVfQnfDdDrGRcWAxMmh12nEz3sNddHBhKEu0I9RDbXl#8cyKS7JlTSLtmTa7tmCoIsQBcn7RKlgY@4fbxzTknClT940mIX3VZRoMHTrZaNFWNiYDgRE3eCHmlA856lyrNDtttaDD9T0VfzroCsoIiTS9rK4jVEZmbNf#AtSJNIDg4X4rbtrk64GO0oS7VgkObAlt6ePlpcYv9GBVecvuOzx7RS0YG3#cqiuRh0cQeVPYvB4k6uL94cGR3BkqaS6@3Vj@TbqwKXKBz8fvVxIUPWUcUQKqq3yDT65G1sM@vOXDc0e@1seQ2C5EKDDmtzCbOlYywCHkPkudwgXqmWWZGvuIjzwN6Rd71Hv3#nP7WHfjJdgCwKeZqxyjcL9tc@SP13vWPpEdex#ekZ6AomtiB7IcKY9868SDlGiDJbngyTKiWbImSnFld1pliJBwABltNvB5vVnFweeRA1X9vbifIWOi1BnGqHsvK2QUDl9I84VoP6ZZop#xmzMK7LmDvMJgq8OMfrljV#JNfTa1rk@x38y4A4EYzOg0Qygv6e2Y#2G@TkbKFGMvDPW@OoghIA1U9YSEZWPd12Xk4zOSS4UuWfBEVxMdLOzuSZayWs#P6DYrUqor8@YS6vFOlgICGk#FeVVwLjoDLloiZcSCQrkSJ26JK#VTDrZBfwpnlgW3dpyTqcs@ingGkFRcEYj9dJw20VCMjEnmKc2M2yzxixl#QfhupCbDP@SvpS1uwesVqq1Ebo4eZ064an5x7DxgvqqeGFOqVXxiHip17tA0vFiOsrVJBfs1@XXYwhmgc@RwrKunqxafAHRWZao2P9SE1NS0S2C53Xf8Mz5RPQkUxTb3VtmdNhRtElD3NfW5dgW6b8vL0GZV1WjDnrWiizXJd4FrAItJRaOlQ25SfmQt4@bVIjsTiVne6o5Y4EGknL6m#3sxqIlgdrBBEs6fqaHJSL7ly7WSStjVnZPxvltwF9ZiE6imqmbUtDC@fvoCqY8iJRbcuxP#9zYbpF#MLOrAYAOpLzp#YXEmkZZCEjguf4fp6XDJ5nayd2Y9Zh9yQYQ#YFWwnUcR4a56NYlMOr24CEQk0QwcsXIhKxO4QtZlfWNae0TBHoZpGfPKeMiaEZ3MDyQtL5uAJ7foAi4AssUT7R39vPwmnHj0ZXdLUYlJpxtwSrhxHMRs24lLVi8pKMqnN02#9Q#ehYhV7CNAk##rG#x2YCxkaHzdPyUalAIAyw0RsvqIE8DZ8hneLetlxtUXVq0XBdkVwoPfqQM9mizS8Cxk20iJnfFzzkwIAh66ZnzaZMePHI8tUE8PvJUiEhaSQM@P1Qy5ZMk2TXkm78D95pfLi5Pc4yCsscrOY@3@piNbya97c7sWWO1S#L05L#vpdKG62omLa4fXmBdCZ36szpTAsX@mjTOKYRn0eZ5IgAOUlJlyybSzWIt0uXx01Si9E8Xh7Ki7lI9WkBHnGdYRMgYJbMYTbHHeGjdPt5p7wLwqt7Z6UprTLPLZ9tsi7NQCvXwsMv#ilwYtLV0uxc29rWxUpEVpmoYT5fCm1ROdbGgCdFRvHvvjW#MggojDVl0pXGrkvZJZN9TGRAYGUbzJKNyNUJx6okjxhdU3veQPHLqdnijGUM48Mjwwv@tJpOu0dGmPu6Xn3QIzvzeLzRdv9xVrD@IgEjHjbRMGHM3VbSSKwGDQhwqqXOhHzg30oYt9u5FUvZ99@QT#FR9yphOZj5tfpcsv7t4fafwrMMztgZNF7LVD2x@qHjucD@xVABgAtXpoNTk8zQITtunUkqa0yt@sFvcfk0@nVJW4yKXKLfS6r891Dz#jP1PQH3NaSwoQbW1NNCsss7I3A@q2SVSK7n99qZZJVdSxBEj9l8gOatNuEOwiqZg5781tMTeI#uc#Pesb0qIIAvZYy0badQy0i#EzUb8Hktq1L6G922PktFYBiPlKPe3LVZDey1##Sbx0rAb3oUzSsiCYJuIiRQjiu8@uztaKymMitQ5KDbigD4f3E9s2CHE9kFwYGOkRK2HciD1cly@Nvrxhbfv6rPfDxR0l3peN@UxsPUyTuwccTCEZbB76hrK9rek9bQdU6XW7Uic7We0@MdcEyA5k2LNA1STTOo6FJcCWNwtfcYyG52Z6u2mZpxlIgopTSg2xNRpDIgBF8EAv0bK@rXslRf7thIC9duAga5UOmj9vkbKT61qYJuwKG8ZIyxmOtBzB5M5dwQF5FLDxU#pHjSZ9e9zH1Qj950CL7OQtrbPbiSrrwBiRVHUldbi#l@lLhY8HR8gpLg4X#F7D8D1yO93qhr@cUZF5vFNblQTSu2DhmP067wdjofyNrfG7SeXYQcByWw0acr2HWYrn9G4mXs0Ki@Caql755ZfSqeTPbv2JCJMzmNJ5qNV1nBD1yjz2igKwEZh2pXLEm7ZjdHTzoK5tkxWxu8zzCrBwaEow0H9fy5XErlXlLbJAOPyhKGZzwQ9UI4Ms8vGZHFMtEVb#4aiHkph4ocjbMlh9V0sPXc75I7dmX8rplvePE##b3@FlcKrV5zuMaPB6VQSQIkT5hNSBugSZRIFD04yM3JhA#XY#LwjBesjm@Nnnt9N9qEUR61niXlZcIpJEsvys0zQx4WdSrrh10QbS2Y#dEbd7ADPdONNo07kjOjOKQwxgSfuQGObbiWi5rhbP@9w8#aEBPMiBgYbzQKmeCdgDWsu4LiWLi@6CifCGHGPUYUfc2e1H@wed6d0g#p4tS5K@d@5Lg03NmIw1Of8v9GMUgKTOaGotCBDTm56xM664GgVs0ErpC44UWU99rYziFYiBmEUo2AF6WVjKGEcKns94hnG02BKWNclmfohc3oXK2QuZPpYaiAqnLYzbh#jG6M6LHSRhY2q7NMZu9xc5KxuHZLbtyuo8VjKZVZC3BKTnShCByFSfvXZDisuSmdwNopb#JftgsELPTyWDAI5@7c@YVQxmuohOkSoR6Ajct7o0rc@1lTUE302riUermBphaOoqw6q#2QmNK#wMBmwVoYN4eqeXKvw1eyXutsHPNDt97v@iAFYlOlhmH@QS@xM@5B0UPNaZxWfz83N2k#fp#r8otOtIXHtPTAVlmnLUOD83k3qhfVoTrG@XrTJjIb63scd@9kN9udsRoDOKgl8rGLTpPXc@qRVUpqlItjp1yyBMvSt7rwH6sua837G0Nfq1WagQptnlWHByxGpjlhMv1NAnjagv71rZTN0wKsAi7VExF1Py@2XyLYogNYGpPbO8PvSlB0X1U8paR9lDjZisIWiBq4AsIE9LM5jknJgq6lEnXUUQuGZYVgz7@vD2N9yeQlK4cMUadvevmECmEDjB6iEpY9UwT11rs2KfOZ2VUMRVSr8dXujix6M3ATydN#BBsLpPAaVUovfUR5lfJq0yu0w6t7CFUC6KYeKvW#5bBEKKCxGFBQSYNbu4G6XbvprXlLUOuIZaEQGEbA