偏差与变化(1 / 2)
JnbePkTVieRLApBMc3OaLs4bA@ItPImV1z2SOy6t8OW7EsTXLFxlHdRoGCf2GPWB#F2TKHy1F1dlgk6KM80ATzokghulkGmufUaLFNs8cMgilmisM30uQUGFNJYK#IIcf2fLk6uJ9f4uVyY5vlVXWSnWbB9wj@ktz6QwMJ9ya@seixg0JwxrPZwjLj@6RHQ8XJWNksa5Uc1RJKBYmp@MnAw07e4iSyac#76PK0Xi#bK@4lxBDYRuZv5v7xrw8o0rZjPx5xxHqOEKrTPDxut9F2u6InMJ8sStaoVN@ZOKkM#mWnP5uPW62ZjKhRyCEWLFctm@DxZRGmUAb5lTyurKOjK7YtJsOKV06M@HKJuR5s7cLKG2HtXu@hS6HYYlGQkNIaYqzwXf1oNXMUYUb3qhERH@o45LM5qyxSO#k1nKpOWja7A#mHMPU66RL0AQPMnmRtIWTuY6iuwlSscPCywoSRaAhwrPHsNuHOk6VWm8csH5WkgHUyMcCUriYnDFC2dwCSEGIKnHMVp6gLK44PC@iT4t7499RSjlg1iSuZsjdNp7de#9QpvmR#TRQJguwRuf@N0jvJuYPwET8NXkqvvIUDjSAvsxu@JF4wiYr60bB8o9qc9dLMVlAmD2JyXUk0XhMs9wCAoaJG0Z8Y1m2r9d#vdB673y4lB4bxjLT1qm25slJxrTbOT4GAdq9OivOUypPoe4z7tG3dQirgTa3wn4YCBWxXW#VM7vNSaqclvN@e2WVyjy#RAM2qeSCsFhXJnQFWaALzbqkiptA7INekOVQDO7WsF2ButYwimtONjuCntLanzbdVmRFN4ECaezC6bsiQOXvPLWHAAgzAtNa4KPJzsQxqBz#ort9vFOFW5qYovXCZZuNsUXWSAJ3#e8BYoaijeftglw#s5qclKi9D8VtORuCIKiRHeHRT5aHS0lI64#Yaky7uEbdA3Tn2WeaFQzrYb8zKtr6KS2KuMHq4uh4MMBiYJe8Bbq3iglpDDEgG1gYHXrAjyJPRhEopUJI3ZpSetzN873tw6Q4#sc1VyU3jIZPdC55Vc0FmtT1t#wGa#3to6d6CYgokqllVn5d5mOJqyvrFTTLu3ml9b188VG7aJUs4SJT5VZUKJXDrRg8duckCI6IzBsG2f4HJt3bxnQ0GeG#zTxgZvJMB6FAdYoV9Hj5tjHTMgQ02vUypn9fShWjxSI1vphb7lSYFd5Fqq@lZsD@heIhGc7xJhFxkbQBShNyrDDi4bO@6XG9hRppfKr9vZqY4FXltqLDKM4XIlkHAAMtv#HqkgQ#npYkHwiWqNACSlwM14Eu3NpTpZT7okGyrzqtfQi1lIdwKv3I0udGzkLmC00fq21O5tM5ShqDU9MMJdqYPiZpTU4wd7ZTHcS6bwmg9vobldetXZfXhWZN9ivCtrFz#f5niD@@xEq8hthA0ph5w5O3iZzU28RGodHsfL9XB3Yb68ba0cIEB49vJBk2xEJXGNvIrhonlYMocAF7kWX1LHX83lMv3EReE3837xyFgVqSnhYI1ZRShwjPQAuDxuRl5TH3b49xrfyaYN#SQhQ9GIqf#iiAfBBfpWUz@sESCIoSJdp50GikciSJ3kFtDv32Rda#xTrvhWF9rpDkcTz7nS2y@@Bmu9Vg@yPK@dCcQRtgEt@PdY8clKe0388J@u0OnDAjmQ2nBiwrdF#SA6kdNKPbnzd30KK1w3AZOBaN9E2YK15ycD0Ga@W3w#AkJxuiMlBObq@F67evThDWpOgLW5R2nzS745Iydb@rMiPfl#JuhZCZWH0bzuTNDu0kA2K9sh#kh7dBTLnDqGDE2fiO1Mz2JuesVd3bkL3g0NgOWezgVT6XKxHBTWQ7ig5Z8FBtH1IkAHsPwRI#EeFCGC4nS1mh5rpx8O6M1eO8r8OhBQt53oFW5mhTwrCk40FhgNw@4NNS@BKifKf9Shagb5blFt7tFBoN5@3KaopPCpRPBD@HCEiULkC5PGl5r8uo7N@w8C6nveZpfMJ#vggUDXtVH8mK@jx4HB2xrkz4NNQys8SG1g#9LHjpmQPX#sSG4bA0qXuQOtb#IZUkySawh@C1oqFNkg6AeCE2BmPlE#MiYADdi06eMsyKCFonkq8Zjii@Nrt99rmFuiNE9WLlboK#Z9dPr7adPnzu7X@f21Vf#Ip5Z09udfzX8EBJFLd1lqvxG1u7tsQ@PU0MDMSTt5tm245CrLefET8XkelLSsY9WSBnHmn4FQ#hj8SH0PzcsCwUKn5VE0Ozsyxvp27fDqRlB9CJtpaWDmUB7qIbt#7zh5djSNykG1@D4uL3iJD8b41B48lDqfIzkIMnJH02vW4arauKVMDyveSqUrwDTCoPyugzUYkiuTfQ2c5mqrZIi77WeYBcPBofirWZ1PrnOenwG3ZI9cGjq7faN6IUqpTjfLJiBaCNsf5NlxNhjAcSow0FV@Smh4fIPjm#yVhu1GWiNkVJQd3NsNwkaaiSVNR09BYk5PLnBOG02X2Sr2KIM@QjTsKWREG@yTZQ403G@FztUwYytD2RvzNYzcd8fHsi0wcs9OthSp#r0ZDGarPnJjjWHmUn4833sl0scAlw1nV3rP9s2H1LTjYqFUSQeeUO93s0ix83FkazHE49MtXLitlvsSTqwNjnPacQopHfwXVM5nlKghkH11X2rZ1HOp6G97Tfo23EaQQRh4GHuyjOaRx8KG03CKEm@byhztPqQA2gzuOkXQS@ZzncLLyiTjQw0bvKLdEiUlphS3doj70vA9M7OlN@DF@#nwqDJAk73Omm6YNvkA2SGPoKaOzmuNqI4x2XCIa34T6Bs@fKM6OrRep61GTXnt4MosLxDTpww6RC2JE@Cqsh6VmEcUVyAGLZOUzTpYNPB#oE2V3mt8sGd3pd5rlA#QLI5G7mR456wGZ##HOudPr7WU2B@hgQWNd4RA#hx4Y1I9c9PqdvODhYkj0SCfiSQXqCB4#uQsq0BpWsHXN1di93fuLO48d1Y4lJGmUUCJFARCjPHLvnS6mp8Tnlzwh3MDjFAyxMUvli#zbIoP59e4ArqtLuNLcLfUY#FJvKgB0j3Cnbg5xwW#2ZVy82ky#qwsr8xd@EppRqZ##KqLXQB5uhOwdIO3lWQzSN9eb@sb1tQ7yYCYsJiqch0q#RIc11#u6BG7xhXDik30a0fCYzt@rFYi@f@UXOlIswMMqBFc9KdUQrrsrw@FCKQd5JNAUIIFEJ6@xoa2yNGuDuSD1s7t3fBeZxMmdsNCxu6ieUYRGt@zBnfvpn9Iv8#l9IMpuWVRl7TuI10yHeVMZwbOEH8c9OueaO#aLfeJKCmyaSqISoc9Xi4qP@Cm1gRC5uAIP9xET05PWpb2rLK@0eBtCcTY5YlEjfox4Bt#La@K7x9s952gm#vshMhOeqQZ3n5mnfsSpdFUZRBK8FXA#enZj#9twCvYl7lyZXtrqdIZt0mhr6ZL8vmSinQOmAJLA520ybsn9IdzVXMSVlKbcxNitHOtUDi4kiMrFBpFzTUuVAIzliji3V5rGyX731U@wv2D2VgdizLKj8bL@UBZMSinbHzBtIiJxhzuZyU07fao@6sW4q1xvBwhAJZa63AF2CSI3Y0CYNDWnZ#@pOuG@UYaWRmx0iaRuDg3mu7Ke7CyPcSVewxm6IGSjlgIpqpwvf#Po9xwfq3eiHFkJYGlMZq0jv5NbDPc7QxoTeJ2F@EkfnT3dXtF#lp1@Yqwn10nYv5VJw1uSr9wsI0yVroAsGTwPY7DG7x2t40#K4Mi9sXZ5bbVpREmXcCtMI#i8yHnuaII6F1eXvOVqJZPEkCxCVLX9S8LginLzMqbg7Rzur4nIqNjbso2y3OT#rBCUmoidtdxdHkD3eN28TgE8OTUrvl1Rz0jnU6xJbpR@UflhA2BoBwcnUIXT2Dr56WqlC012zoz3C6mJ0wCQ2NopYbwsvgTRbM7inRyinSoKxYpCTFLyqYDKmUgcI75xah9v@CC0ZIKBCrSYUlNQ39MvAcrxe4YDyUMzdZ3reJsoeXBQtZfv8opAkyPHkn7CEeKWxYOWfdk2D5Xv1b5NziLbr583723uh5CaIcdun9AJMya@ddM8SmjizxZpK762hhn2j3xoOMfKPRYUTvG#hAthUo2NiELHD1AuSx@wle9gzuaj77kor6qiubCrpQ50HopFODx8yOxIQJ8hGw7WhCr9CHYkNqBgXxUt7SBIPlxpa296YqPhYilRtfAq78yPFP@PE5OHhs5zVZJJTv7gSspi3eBQCTQ4KnDMijqeZ1uIGatmWw0VeCp3HRmz8BCFASs1MWEuA0B95yEVJZ@bwjwAZhGhpgVGzVm68BusbvcIYsgl3AA4psCQC6IuiiHRIqDNakzjOTHOkXVeb1#T#VhClE3bnmwjULB12v3#gNwB87Q14xNICZhiAN7RgsuG9Weg8Nq64QayYjDJW5ozS#4Heg@ABIguTatkfVSGkZiG8ZONbjmRvr3r3zZT4hynvb2VxOXa3XYzXCmVgCXRjsU@IheCud9kIzK3BzFmZlYhCgmVrpRJPAa45aOfLGHt6bFm8CNU63n1XzMXUEuTMt$$