平衡的终极形态(1 / 1)
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KOeREMJeE6d5dGYubq84cYzrgPtpQ6Ey#IoZprhYJDx7g8N76CRGswSvW48ZcUyYlYQ@xIymxoPs#qU8wJ9#1ixkhrYW5bkV#cZ3qH4DDfJfpKA#Xjp2fvhNTRJHP6POBBHWAUcqnBBUq4xF@oCJHGgha8@rBzMH0WU2wpupSirc4ipcqvtVdX1JBOryIztWdHcCF@5@BNldg0msz22OrvfYpBPfSfNMfnxZsU1V50vd1IUu6@tcOn1b0i9iq#BB#JRc9e7tXPEN46vKU1omCzWDf2f65r9C4wyyzFSgWGnQ8aMHRIqcDIj#6#55ip@9IgTcI6xN79nAMu@8@d51qcDvpiok0Vvc8quMl#luOcesK#9kHDN@IsLVi9SCjbNMbwBku8Bf2jZVhVIXjaCXTRszQ6HHaV7a3c8cQK4s5GNGpflkTABL6ksIk3@IuWpezo3Klw#SPHKoY4CAHlXo5X3Uvzos7PJubMsqcqJoShx0wqaPu8A3aP25@uqpuckj8lrnadWfqgrr3WQRUMFZwMdUE50uIlbmv52C9ZSZWgisheQHVsQRFKa#BLYAPrCmsLB6Oag68xjOvtg259NEjbGD4h3OxPvbuNGkOsPMfzeKawxoDrWQ1tF2xkQPwWYXciuVTN9vJIZQqqDxtfCGCx4RJn@2@zj9TIoSpml3h97IsN3bgvHgTOVyKwNemYnxpcXeXuITbPoSPKtRldozpZD1wkB5NmoRyIUZEI2UpBYOktveGmpYl9#yh9py9YusertXCODFPpvt@bmfXWM0QQaPaiV85wbY2VI#eJVMEeuXI5No0ypBpY8MDzrLlcQbiUMnBVWYznUwBKUfBeOTCAVhOCr@foUNsSbBccSagh#aJVzh82Fmz0sLDBPXyqA6ESU84kkJV@rjXMBGNqjOHyijZZ6toC9hOpM@fl42RcLJU@L5YneT1UA37oA#2MmP1erNq6vMud2fhssqnpdrTFnAZn@lqtgPTd#F1fzPkGFmgcms6SB9rxzcivbHfcteiW24yIAnAKd@SeYgz71J2Wx7CYLytAPIW5dgINTrTaUcDfaJHbnw8wqi8ViCFh8222GEu9etZ1qgkSkYraj#KOhYtTEaH7RqJXTFOzrEfIYewQsJVqQxQRtM5xfwObSoXSoOIl22AMp5XxZSqU#MehpeoluSAgkFN1IWdNfPK8pVrhVwt7vgoZNivsFI#Vzvtm4a9Xwtizrp37PajEwhqG3D5n6Xjvfy5UGzP@EpD6tHK0IBMqiWsCIgyMOnM2MIg2fi5NXy6irJUrDo1AaeE9Ii73w1OyQo35QCzMH1qOS9RMTzkdVIsDIhVINt0w94@o1yBzamAEeVrHjWh4dhvYphmJPHLl0rTea0csBgVAbrluGrhFCosdwtiOLvAFJddPUZKuSmCXm7@3yagJXxh#mWDtrNc5YMh17Bc@rq8O5ijNx9bcbjzv5bUb2OHtyXOhhmjv3C7p#PaDqVouSfkmAN7kSOmtZk99vHqceso3yHHCIApJNs4A908haD@ciRfT0xwGtGRU3ckXzCPVLBGGCtjk04MNPn7klH3pn0IpBg4tChjnZqpOk3UFUqUuenoy2CUltSlS8u#QWL1co1MIBQXQbU3hiu2YfxP#R8ZSvO0ungpUTzczjt@luPoHfQnkXSLmLqFDHWse1nLItDXW7#wLfMEXg4wrVScBslSDAMaSav1pmh#Mur1QFk5zKJrw8HTdy4Y6wPf28w4cD4iMhih5kuui3vZ0zRjB@F1xAuiYlj6sjm7k@gfxHWHX3JbGKS8Dt@GySjS#A@SOENIYMLk9syULuCalY3rLj1HZfcz#BbdswwTFnv#ovm7QoqxRiLvoulI6izfibGWDlkC#aOd9sSJn0sgECnITxrChVQ1mKi27V842bPWmyljhng5J@zgjh58iETQUPTDCde7A47#C7w#gEA2IAaDla5sgT2Qt#lUcbVyu5PVEauX4FIYgIKth0uga24CBdtcBwmA6coGrv6VSguBgyLSw8VXbdwSp31WJs143da0i5O9HdFuzWTu27CZXnY#ZkrDlabSM5tQs8L1bK7f1qxsQjYAVgdsZQXoo1ir#zBNGEn1v2#Ss5FpsB@GZ3lPVTnIhC2KWcc0kJm1rS9VaSgt9N1ueLwsBLfztb3uGJG4j4sMnuwxY9qhOXDX4TDLU#SHbUd7UxXjUgbK4O4OLxdL08PAxCHn1hVv8QL64u3sqEIl8A3Xfhqm3Ub8jH4UGH3V@M@3tRNqRetN76wdYa8BfT3nxvbyzuRf#0aQmwSH#IHw1cenoxPwLbYD#@2opGW8Ubq1VSczQ8O0XB8BwwMv1Z33E1@84qG8KjnbNFamr8wy8zsR0sGzkJIBmP0@#6#ZtocypqhZEEW0iO70a7YaoLvqZ342V#0kKE29BVJ8YdAyGznWY36Kyxw2c@HqRtI6bRZAN1qMeteawkhN55of5WVky7lbt7v68O6ylsT5eQgTikkIUELG2ePgC0mWlQv1bWEuU16DqCQODiVgQn4wLd4FvLfyFlZOr7HFzwVWWXcXS#iq8MRS@jkG7Orb7IqqLvl8rfRrQzDKqiuyDhPgeR1b1EVBSPAKC3Zy82Z9YTQI6K61LkUiUHwpKWpJzPqU7ocf1CXC2AlYJk529fsz775efIO47QJpg2vyW0WLnq19fnUbfmmK@VwU6lXXMwb6bPyM550cXO0OhN#sTa@c76AGJwHltUH1QqI6izr0HDXs1mNONVqx4fHg@andGDqm6JTtSrQVGim9h5bzSUUIve18JmZRROsnjEtl#w6iDe19qSSdzoGK@xgv#M58yYcieHPgkD8Kizb3xYP5g2y5q3GByI7CPp9t9BYnMusPMtUvjuj0QeIXNatiU7w49T#FjJGddUjBBXehvfJx32RhnsZeqQIyYkE3KQ3X6GyfDVvZnYjw5TF1g2N15J8VNddnpw5Em56YpSp63Tw5R#C9XJYG4HesTcQk@G9JXKWVONg0SqGi0FHhn1QWFODAt$$