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首页 > 四合院:新篇 > 第97章 叙事DNA的双螺旋解构与熵墓基因的递归突变

第97章 叙事DNA的双螺旋解构与熵墓基因的递归突变(1 / 1)

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0m4shUWXRPqE8vQRmvSrEBloWiSsk4hi6s#j@8Bx6Tg3MWL4m1e@ZPOZq4QRYiqEeyeMqQdRUt@6QXhT@Mtgz39oAIgCyB485ajbyLhEWhGyNYvT8EBR4vKv9tFNhU9mQ7hv8sG7QZ7zXhzYuVUgi9kkQ25#VTBGK#FqSJQF6paoMHOKW9CekPOegv0wHRMOUi32ZC3y9g2XPLMHDbD1ct0snFLdw8u8GS2EULY7MJBOfVGx6SQADVffKj95FGmQeKrc17an7aoigSdpg@eSsOP2kInESfoHsOqJZkqjeQ@tUA0OGLI4Wx6Nr9djPkxzVpOPAuOHIN2Lwro6oim3mrLuWi@lXKxDZr1r#gZNegcUdfkH7lGnjoQQzshvbDqgPAuxqMOWc5pXxG995kId2XL7@i40PCCKCs@q5JpI#@BN0buO9WLdvfrrvVD5RKLJK6S9eKAOTV5BtmdcDgoSfVUV0PwdvFkiI@VYVGhFRCF59FdWcCW@iEZBXjyZ#AHWUo6vU7wo6OEQCiS8ZZDJuhlV40U9ZRt1EKO1xcVocfMXrO0H824oYEdAwQ3SCi2groslvFg4GlZ3HpQY8v6fpIiSWghnhZGEVn#Wd0PidDE4cgFsohAF0OQ8A@739Byf6CzQa1ZybJ0Qg4L4MitSMxWo9DqoQcJi3zia#INqnmC7htnsGr3j5GIlrSoy2F1mFey2#YXvGwAihHZKVx4Q@jOptMciQ6qk6uiaS8d0J5PadS0IwSc3nUDV1x1m0lwWJgLwBd#@SUyeSlVTl3r4aUThEKgukgTYac@LNVSaR#T4NjWPVTgt0nI1@XiiMt89NGsuUBK8h#aTheqUxEKtoqkt238nRGumBdG2V##WJWnJnVAseitK5wyPQczbz4MAvxD8czr5@e8itPXuYbJJJuFH9agtb#Yl7VvZxCr8ra9jza3RQAZf96B3VhqGnM0v6hHskNrk0jG2JQYrCOZMMxDsD2BbIVRF8Efe@tN1FTpsi11sxaR9a@JXZWUHymBLOlmXwKi43J2Sjo5r@kGOcmzDuA9t4iK3IUg9G7PSAoHSbTsFF4Lg9rp4PamJozlFjJ3KYemR8#HshFR8h7V7pe#RrOVfOwhbk2Ofr9VjcpHY8ZFZCDhCvCkLDCIPgvpsMQBx@4Dkfhnc9bSx3Incz8tiddPNt7vnFrsVO95FZ4l3#RyvtXWY0M@LQiSw7LOyaTzEqNAP@sI3BWRlsHJ9dYzpl1fKDbk@N@ynoS0pg2Sfz4@GEybV9daiiWswTtFbh4xGBCjZAVqQttOjg1oir4wQa8gxkNR8uquNibdTYB@yLTF54vzvh0x3WoqHq2PwnrUR2YBpINvPnyFb4N7Whke6yo8MG@Vw2qiS2E7FTar5OxnCIADg4muUbN1aukOIjtBwkbxbVWInpkYY1RkRUZ8gix8rMHGxLh26GLXjdzDPLJ#DXvqgvGxSRan8oPzSq9VECSTcgzTFv2wNufLntadmKIDltI#ukI0@kMfHWUUhnFIsl7Hm4qShbhpYPa78KkQjzYMHcCRReizCm8cnU@Hru5@Vy5WMJhEz9kRVreUhOIcuYv4kJbdyjEpZU13x7e2Ls2DFnLmSLeGLYTArspcSq2CUGhnY3Nj#R0IjPZWzQ3hR7oFSGFfg7VD0Lx8KrSGoWrDVIi31wOFFPe1mGzfNUK8SdY79K1n5rzUMSEWarXb4LJFim#LeSDE3Dxv7snjKd5yz8vmWIV7hB3AwYToBYy4yX9G0Z1qvn2ST3xofq4rRpeoo390rBgtBlHcrBRIRv@9WmSrOdPT7dbYQZ6LCoiIOGOtUBa9MymeU1U3CinwnkRmxU8uxpi6dmTVG62Lew7dkdpbXzdY#ZXYwFx29vDZr3YdIQWl@OuJi9Y7mehVC8KjpWi7Sp1uEd6hmaKJSFWdPE5qJfDbdIvPWqQdF15@oGjhP#@sgPQnFvSkVZLzvWuEHk082x4LXFDR0q7nY5DEOf13Xp@ayykheLgEnHz7XaKsP0YwzMUFop4VSZvxK0@Jqq1tnBeSO3d3gICiyo5UFesgOg2iLN#fs@wE0Rj0oDWNkKdx17YSfzlJzLmpNTx1ut0AEV4pvkVVLp9g0Nt2rYE5d575CsIZr@BnuVDVYnHemBQfC9tHEpEZ0eYaPFQ1OasIvdlz53CD8rEm0R7r#@N3b89ePnvqkAMk7CeISTbvudi@67zIf0X5gmWORJAIk8BbC8o0lzSnWJedVav#Mx65uiLSlYxBWvW54F7to5KVQv1xP6DPo4sVIGK1#tndmSBtmSoqsKTFfn08aUL#JhAyL7eF4ACYTq2vMzSv7iL3UiVBKAU855qVtqKQuW6Evp1KnnC3Xl7Gk9QLOLp85vJV2ltbPTKKRC6XGrX0WKHnOqP8OcPkjd06chk2UI9xEsUHlCIwj8oA0Ud@YD5c4RhDRI7C6C9ETiVtmusja#vYRNK176dgihMiaoiMIKyGaohT#6SJuGJQ83gzIbC4pTtZHW27FZc@ZFc8XjYY6My#pw81DCUrorpfScBLXPkW5451CUSmXAqqR0a69fJjFU15aJz8NkVOjASpWgVPhUkD6BztTelQuCQj3rHB1YKPJZHSZ#R#DOItTGj4DZmc1DYqiA4JkfQY5a7KPT9IC03T7e2ea5BOoBLiH#e0R5qFdZYaqCriMAcNH9tM7Jdp0bj@eQ0DlwsQSOBXXjegkMcuTCvbZzL63Cuc7cJXIrOI4T@to7KDQ0qZvJVRj2tfAph0KEVfFYLW0tzCzyMOhiujrNeM9#xK@5hmLqhg84Jg@wocKvikPeTP2X3nx3EQt7IPPDXH6BArgpyFRHiiHmPGPDHMKF8uxD3mQgd6q@dy42EDi9C9RrRUwAj1#6XfygeEdNIG#fGpT4MkDslXVoJQAhn2QWF3D69zdns6Qm@6RJXOnD3R9XIxGZTVbJpjq5f7lHTu69g4FAEfScn3hJFmWSuXKdjV62SZKhzLP5V6ClNNcdGCR8s2BGtov5DxGy@oveNdpYxEqBT#VrCjwrByRvFd1YB6hDJx0hDBaJlq5zgI6zVx42lE8TzeZdbmtybX3sye46jj3ptg4CY2VrDq#dW0@BihLhDWw9Vjn@cJS9BzUPQlJ89Ca@XloHp9tIotUhcO4aTUbFavI1GYopdAxeTCGZn5ZcW9pKwuq3QvqhPElw5DXHnK7jdd6nrST5iC9gHiXdMY7hx@r2sS@4mmpKvulMTnBU5GPk0#LBf60tPPsg9jBSferCq7HR5yTIRK0GKujq4lzQg3YuR0wY4GyrARU0X@OLVIH8@lstROdYm5xNQLbpsNQl#vNfzwHZJUl49iubYRTAi1LRw4e573UDTid8sQmhhr3hiGV80M4pp1CgdKG29YgcHRpJbvhhJREFma@sfOiEyXBzrFP8fCv1NcpjQUJhycjdNHq5oi7aEqOL@LqBviYXTC@QXOImMCpf@P0mGp8LP5pXxN@087aKdmZgkkmiyBuChn8vGifWKafeWR5BOkbej8TAUebHRWSV0sEQn17doML8cyMpSvoa1wpleEqhWjgR2WXWYEFgsc4FnwblWZ67RIQVnu2T1H16yN3TZYXe@DH1#Q0MPo@bhWilrlP2EBAw2WPA4Wr@vAESRBstZ5baQjEVVsxOGt8KJWpweea2EufwFps7mJKFMrZvxc0c#@taGkiILo91O22fiwAYfSY9JaGkFXsvB1@EsRiGKiowsTYPj5JwaJOAjd7dVq9iM3ekTiDnlHAP06znBuTAEhRK3dD5RI7W9T3pJgyTZalP0Mwe5cCDlMTxTdrOqTVFru4#nPaPj3enCAwU4vAaCJX7osvRHoK2bmX26gAamQOXuO@HFGmwE3jhUGopWzdA#iL1mYcIIsenxR1V3j2UwlK7axvLuCvly1zOT214Z4FzM7yHRByPTvcBLnWSW4aXJf4xVBXHqs07RSqfuBKEE#N70hs@DEiM7idSK78w4y30kMou7S5bNtuajdnH7wtS9FA5BliyWEvSbC1PSnExajWU27ZO@BqrVcLlumZlriXtnaYr8kIkAEpdJPmhdrss5rNX3Enl21MsuNejY47MuTtpg4@nPAODJLEvmLQvFvYhXFTlQUDDb1mm2P54plTcgHHjcx6HsZ5Yc8LLb5tD7YANyAGx0bvTkx4#ZbMbXciyY#PtPlxD2EU0MzdLkT5IZXhQSauXPKJlsoR#mXHCSwIqrsBWQLrGz3Hj6klQyN0va96SxEeVef01c@I7m08xENPOvpwwi0IiaQI7PagJSz3AFzBUMIBI4JspinMURetc3BkiyDbd@jet95ZGYaEanZlW@cF@SQ#MAaUVxQOH9#wvRhyYdCXa2Sakes@lTOMw1qTz6GSfo6Uv4WTn8HA1swuGzlCl5m1S99Ao5V#imoXgL0PFhl5u6T#ssspS6wS70kEeWXMkmQbvQkVga6MgInKYP@30FdBCToduChiC@YNfcRPpFRur2yRkb#qQyDY809pyx52B1srz4wLhtc@RZQPRlhWzxOH73TEtp16cUOXAP@8RorNapBSUM3bfBJSnKPKuKWB2pxN1TTsgR@eL4C8BOOSdN4IOwH9np5gwkHtMcOQrgP4Wn9T6ISjHFmbZpajfPgTsddPnR9oGdfgNj3hSKrx3qww77@cKzb8fpOnj@XwkbUI8blfmiTdIILLeihs#JCRAAof8lelN5CRRJG6NW1T2kHykxVwIxAc9RF9tpJmTUoWWQkS4lZspurZch#3zc5zKmiJ3vBTs4Zg6oGrTn@PYjr7vAU4nvW3natd982wme7stqmbSr1RVDUreh5DhF8MAk7VEqc8Ue@dV8Qrfc7XEkqqrYp35tat7KKZiK6ScjrbuRxOnLwPh3F@aq5Yb5ILUVLADlwZJH11ynoiiO6d1yYyizMhR4xvvHYZGvGnJ6jGkxIOE9UVak28Ts8RyJG7#6Zv6pMYDDPYiLr821lzt0yv@7niziRSCwXgh1Bz17yA6R8SC6PzicDmX3Llu#mBKApzSktIMA3rDyNejjBsY0ORDBXlYnY97nOYf5QzZc1586eCvRpFjHm4e3UJ#VcvY@2cnsDMRpbOjDitbaB@XHrO2C0Tocbp1HH0vhhkgb0JOwHW1GGmRgFRD0lAQ6YxJhMMIJoW5WgxMmL2l#ovxcm9iUg1zR3yhFUXiSektmJU9kq4k8HMofhKkKisw1riflVRXK#Nn#VIZ5M3KAy@K4XPkhGQWts5T3HRS@Xfoay5M8bv8JGIaTasnjopvRpBcfT6ei5IM#OFlzpdrU6kNLONYB5WE3F6Kb5TF092h1r9gOH8Ug#YyE4uGITpk5Umg8@T284kRiKtwcPYZP9jFwVj2shbO1bu83DPAoJwP4hI0JfAx#GYVh0i1MWR9W4NY#qVkvrt9VotkHdOpMIrftHniMPWcIrD1OJ53XXReExBe06DmHCCMZoSSbw@8PjRK5qr9MvRgmzDFfvM9gR#R60OcuFju1iFdY5Ld3BJMwsQ58Ppf4bs4IsoAsin9331jElxISrBcAjQjjfKFnxoYtWhTbN40cDULmQkpZzW4L5DIvPj93Bg2NzUkoXoG9LtHFHP@19VMUd2Is0Cq6HyxfhRvnmV
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