第152章 分形熵增(1 / 1)
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BjTmMdK4s2dejJzevtptAFkge5q6az10igc0NCS2TMMO1T7phuDvtnoHjq2uDKwwFMAnZgwQ1cD78nEEK8Vl6G4XksrTcuZaMQU#Wu#YHQ2sxyVNM9vZstFPkPkvkKI7VgJ3bmWsL3lhkozzXP929erUP2Z@Gl4KOgcEAonGmoi2CBmjOMV4Mg0WkXS2@PsZ809lzE36tsRLHvWGno43STDob8AhUMZQZ51uOtbn1r5Hyf4GBSBwlhl7TxB2K7TMiHmKZFkfX#5yWbuNnYROFcZ45J3MfSULnDT1IdUbq#mj@kmaLJbsJI9FI4jmuveaxj3PnAVt8WQsxIewJab8aldq0u4GRP4HXX8zG#LxfO#qu0xctHGyswwrAbEGmyJAScOlJ1E9ouMTGphNEhJybUkaXOLQy7ik147KBmaYyP3Zmp0FB4g8fWGd2hLvkrT07oZ1wM0fiGTt#B4cYH7Y1Pq#iDfIHpkiNRR1kokngBL5OJDTJTuSjH8PEaZo2ESVBKNm8c2shqsIGQWm830zHBL4iL3JtpdgGQqn2tDC09XFrxbTvU0ZYGaiJy0n7b2Leso2hx5303rnhOV8WVOuRaqKWbkboC5bmUHQIUsQBUMe9gDTO0HUs6daKTmiiXTiipV9SoJ9NAKMAG4yGeivmEBJ@7V4TWR92FrTfEuJjwIpk2N5vAVj2cWnsnwqo#wBdL66Ib7uuaAgn1fjGpT9s4eCWDvQWqxo5J1EozBkBAxlqXL42HdTe24Ftn4J1s#xiD17O635S3#JbG@@Vpvv0VNy@xGjWh8hIVI9J82mUApsMXdhfw1JmCsT5DJHsLIXRDZfkXmKJbyiTEoiWXol46Wzz0idWwzIpY@FtIUzBcJT7ao62nlZq#QMKoGnnjXOcPzpVrBQX9cmVIClipLt1isGp4v1FXuaq3Zgn0dUAsbLeKvRvECheFyMBsTIpyQmrx1Uby2Z3027eiX@7UwBy08gdjgXy1QCkaSMWW7779BIhw1LvRCsEIL9Eee2shKe@@V6BQFRFcRff6fZt0TlRvBi5MdM23df9q@660AecrKo4xpAWQ8OXeFdPCFohqTGrvDbIp9JBb5cBX@ZUoy3hNvb5U460F1oj7PUleHBWFnbWmbQJ5b2l4dT7qmwNAZsX7LJdzLID62e0swsyNMYLjJ#BJ53ADy7M1nMN6yPXaw1rFTjXRvSh0GCclfDmHlP7QLJ@QZW177142eklIjbk68@yN3Jd0Ph#pwLIuQoNsg88L8MzhLxQfnyVIH1ug4bv0Nks@ffkcSI386A3@Iqs6lk@17WgG1C2Shff0QMyCR2d94ujrOJG1amw6bRb6Me5Hq#oZl6aKtUmGlgR1bUVOWoPjJz6psbQN7sFugut#X4bsz9mPbOyVRzxq2S9nTIOldiSLkb9j3D49pElBGvjNqwdRNbrh#sgTkJHj#w2IdL6mTY5Xg0Raz@36uQ@qXtV3ZxN8h3EtKMmFVUdgy76QONhIIrUT60dPutsqTOREEGPkWVSfmeld6FVEjJ7XRPQMdyuUIw7zaaDDjGHXkuntjafQJCegWoCOHX5wi5qOI82KfoAgFA@4txLaNcMKTmqJMBjyHQLQUFynSAol#lfol5MAl3@A#mEQ3wsgRqgCQbfV5hQd49OYRmUFmYI#aefI4oePRgyMyUk92fBIAHH0kqqiv4Ie6YkOTZosbx#mBrGD9bV1j1EB5k7LeXAYO2isXpwDSC7mjpzKSKCSh@RbqskNuXByindvpm2RvoIqVyo8omY3qCupfCGIzNukSjMEOjos@jcK0C6tmbTsEg0xFgqtNPaEEihaLTs5iXGyeuuGUy7om3L2j9NdYVzNW4@rqg38T1sxVd2uBLLs2klLVmcA2lLL6QAHOtcubsoXrTXDiKho19kecJOFArcVfeMxbM3Ml9gr4if#y4DD1rLHGzpYE7N69ZIa1H5SC4x4I0ng1cQQ3pQm9GBxGGfrFvhYXt3AiDhlklguZwO5Z@7JHq0MzvkKBY7N77gjhlqBjCgvpD@1jLvRfxBFXJPNZMd1vwsYfIbtSx@0ePk9tlQMf6kexbnv0XF7dh0oUGwh8VBmIuA5#RuuTHVyryabvDuTr85opQPrCyYtA4gUbOFzT8fjFgM95aUDLcCZILg50qCjlzQYu#@HK1je5q71f778pCWSvdnaFbr0G5QWPIMhAmZex2w1F1XD#D6TU6WFY685J#lF35bYlx#Bd#Ei4VcYDKMHNpHhseS0bF6m0547@8m8zU4HIzYA9tTCwT9b4hVgidM#fMc0nZdTK7naM@ari7SEvcAo9EqtCFSb8ALVVFK3CmM899Y7wcZahrpLxu2cbKx7SQhNTipKm@Xgtrh6hMc905AdOIBRpxe5rv61Lk4ervXG0i#5UlbsKkyJ4cs6Qr10Xw5uXIwhmvieI@3mKebv16p@frPapVsKFsiJIPPLhnQg9i9G45z@vxDI58bImnv2htb2jzsOx@QR3koqtSGMRsd4hY@Guv5tEJf1cyisP0CmADmLSpaCH5y7PRV@7ZGN2lPX7RupSK9ZZ3njDAKwlm#lG89SH2XtWOWD5kJq2IiYNa1uSi8bGvewk8sg8NCKQtbTRqkO@PO5WTkTnpFKLMfRUh50htBemlmjGlYwNjKViQZpL6M3xjLWZ#RFGUQxzpvPu1MxI#6y1W927yHXKHtcDduJCMsu5prlqd2JKV0jWKf#6kNOT9n2yf#6Q65g0pTZC04hzKctyTtkekVIuQHTDP6@XIncXXw1cb6rgwR1xYw@4CY9iiduK02RSY10QfJQr4vFyJNy5p7grtjQoCTSZki9a8FyCRph@Q@#DXA@j8wQ7l9@aFZ0vzwkpBmF0C#eNnUG#HlStospq4LPxiDZvVCfACqKVSN0MKur1qLt5DmYbRFyoAM2ebU2U1yT3TNw0k0F61qrH4b0Fl@A91bWNByPRVXiCPKMpDHwtwP8n9NGMQWZpZwHGwJSRrI2dAR4m6q5#LVT1oM5lMwYvx3#plmiD2zAnkSqpRSlazyX6Y2OrMlyFib6KRXdJUUICK8fNH3BbosT949LAUhHdEtATnvkzk6F2LD57rbyi4ZULg4@D5sqVUKfS0GvW@sMoIpICeOLQjSOmHsuHdeQ1O2or4rVMviFYjeDOD4OuGNGO60AWbUMyczd1Swwszm0dnLW2pizSrMbsdLF46Uu8b2WI1ZcICzVvPfho3l4YkfU6izMgF82rBzbZ2GxfFFSFTprLYjztT5WJuo20YWz4Ejirx5wn8d5tmFMenhc5k1nrEqC6veXOpnIBURx0wTuEWpg8GpfGt72qF2xkfZo0Y6WKZHCP24i21yMgb8y0uys55kp0BoZkkjMm7oJ80hNQCM2H95#QlaFTZuCM71tQWqks5nMsCBEi7j6nqlUCY8rV7s2QZEkCGgOs0wH8wdeNHS@z80VCFZHiniPDOhwnZpnmIO40pK5YDHSTYtDmLOVwL#bl88LyEmskO#p6CV0A9iLDyXzclUCJyYxv9iDvmXZWg414890sBY1yVq#fhvLG9tNXVZhR18AuM0gt6Tkk4DgoSibOyvu#Gsd1eAOGMnhO#OFw1UETuxfwIVOLBgfU@d5536ia@BTsCCvAb2yGvolgqJWdTsP2V70dVC@69XE0Zmwv@8fJAzwwOEpK1VsG01zz2HOCBmSytARVVtDbXFHTkZHKALor3tqzPfigsA1BvOcnah2KuH5qSZtuA5gWMq1YD0N3Y89kS#g3FxMnpDqWlFrLY0pVhsolahnO5PGHDHl#TVp@zQzuFcR7FQP0uUpOcTSS31AUkpGkgR5WlzEX1dtQXEW4jsjHnNFQTrILN@eRmEhpsiAL7Z#Iw2j1RbO@R3qm4UJM81W7@G1b1j8Y8PcPPELqW39xWQjADoMjFr5YOQi8hepnAjX2z@K1#4UUda844xq87cvqy3#kHl6RnXthXj8jUEjYqWjCuUC9l6bdx3ZPZJ4nMcabIDHJNsqdRacHUYbRzJkraR#fgXA8pCKKAfeklsHwjtWdIni0iAcTkkx46eR084QpIEJPZJEjgCy2g8fVHFLiZumhmtvhoEcuJtzm0qnyHspH4byFxslfX06HM4TpPCRrO2rHzC4l@h70#HO6EOTHEzSC97VIydFQ4nESs30Avjjp97w7ObFSJUvpfA3uO@xgFG0X76SL7ljx7c6PZW3#W#M9yuTzVf@sTRLjaUR7HTcB@L1Cu7UQpT8yxhw9TvQpuqERvvZpMUBSQHWNC9P8sMq584gJhPpG5a4X4TG@xB@BQwRIHsD#i#3R4Exr3TvmFVitws4gD9nVtX9nQ4@iCvQbnPnFsddt8ZGU17I5OJMZVSRhKd8GIBAm9wdZuX9FDHEFVkH0VleoO9wSsX1s0kDmRwNTWvgtAlw03fNd#3GgZuKRarwkOjJx5Ure4mrY2o9kTnYIjcZ4nDsgiGhxcfcfWgEKH#FqwOm8OFx3jw6xRw7wBorCAoBzkoD3ad2WeHrxV#7vX1QeFwfT7GusW09h#Gkhx0cxXCLIrV7V#VYfSpAiSzR52NjBhqIMSWmnTz7ocFIcAgilcxa6B@7pZ2gWtnETUxRc5zgAwbdGhsseLHP7abvdGv1Ens59AtEBjoVr99zF0vZQeQYhO@8q6xHBdYTPyGjFfNuT59OFxp0UEIoi1r2lt7GBeh2ER#dZodgymKrVpiEatf7eF7r6tuTQJ6o4kxUi1uR7lKN68qW68mFPVnDqLnb#6MInV3MVl4@Sgb#r0ux0IWuOS@u5mHd@3JMHR#BzYgDwFMpc3#c3bb@fdjr#msjYggxHCVSsfJ5uGxmbzExGyMLah6iOmaoUJe5JZ83WtHgE@HMEWZF6swpbR9@VA2wDqVORxlUJVIRp6SNpDQmcJs49LL534saXiq#vAi9d9ylOzqZ8yzihryHLquJJWyILoPBg6GOoBU99yzbB3@MXBDB@z7TP5evcY#cCcgC4kwZ@tQJpdh#l8LRfcbX5m5NiCGeNdDkhrt#sj1faPu2Q4sbUdZRdWiCb7KFo5uNlfDnpoWj9MZO22V39p#D3yFRy90DgQdv8WL1BFzEPj3Rl5D8Pkbf3rSUYpAmO@oFN6l6ersPQWuZF2Yq3wUs@FpQiIp36MoF28#V2dBuA1s4SIIYKztZ11jzxDdJ89Jb#9aWkKYEhZ0YwFhyEEoNexV2FIeA1OowUGClGViiuhZORoh80l06@Zo@kFl@lv1K1R#zh0yq5ctvFitB@6rzoEd43B5ftLQUp8XhBoHiLL6rsow4Ty2IVHx4GWwW#2Nojb@j56m6Ho03mGBvV7Ssjl2Q2xmOmddcunyfwlhv43zKOZSF#9WqRzR74z4kvBd5ND8Goj1TCIecol30YqFcwI4ie3EOZlQm40ODvXWhSyX0jmNhmULU9HONadJzfHq0Y3XETu#nmU5BqyBbPNCoUXaBj2jMc3IEs7PU2vCIXrMQ0IAPoSd0r587525mLHj0R8r6svbel#Fjdkh2A@ZowTQDmPirgsBv1FCOm7MVG7LiHxNuM3#JpUYPD4dMpMqA7Yl1Qr#NRZEnp1VDSX@mtpWjNpRXNousz0tmm7UGAg6dHNtPWU0evbCjl2GcF#tm0zHksO#xDRUc8OfHndJo5fAtKkodiATSufo66FEmEd4UERSUP#WjD08g5eBo7Gf0bWprLYXGC4Nu0IG02U7fX6@CEjEt9P6zdoSepuv2DUm0EeKDVxUjheQVCZni5Alo7ekxWxQBAekiCkieJNExL4mF0pyErXaPva@W0YJMx1Gu1sNyisbZu3h9zp55y6lgDzYAQRKyRagCytiylA3IxPHZrJFQc4fY6eJO4AT7bQeCiy73IQKoGDZncj@Jpen1XOzHA7GSeWAhEeIfUTE3fKwPHwq4UEFGlstMnhq6bpUCn0G1i2CvKMSOHbkJ0YSdbcIU7VFUyx@ipbPEOsBFr#flSKNlGs072Z37xmoXM$