第六章 奥氏均衡与观察者效应（1 / 2）

PmMvPA2CgOO3teibtOW0pOWAuOSmj+WEmueJhOixseWsg+ewgeeOu+S2hOe9v+WBmuiCmuinpOWEmueyieiiuue0pOWAuOSMvO+0l+mdr+i0r+g+Yzw+Yy88DZ2A4oKA47uI5baX5oSa55uc5p2754Cc5oaZ6aek5bKJ6L2Z56+Y5o2J5oy875mA5baX5oSa55m85Lau5aek5aq45Iy65Kys57CO57qH5YyV55a45ISa55+06I2H6aqg5Y245I+757K35ae65Zm/6JO95ZyA4j5jPD5jLzwNnYDigoDjhJrnlbPnn7PngJzmr5jmjbjkmL/omb/ohr3knIDiPmM8PmMvPA2avO+3l+mJsuabuuSJnOaXvuW+mOazn+mwo+WMvO+InOWfg+eyuOSev+iAuOS6h+W3luWMvO+Xluafg+eAneeTiuaap+WBgOg+Yzw+Yy88DZ2A4oKA45+i5ZK95Ymc5qqP5YSa54Ou5aWO5o6/6Iy8746Q5Yu55Lqp55qZ6KWF5aCd5ZO95Yy877eg5oC45IGa6IKa6I+w5YSa57yc57e16I245Ja75LaF5Y645KaA4qaA4oCG6IW/57qH5ZaM5Zu/6Imc5qGy5pi/6IOu5YyA6Ju877qp55qZ6KWF5aCd5YGa6IKa6Kek5aqP5Zm/6LSH6Lyv5Yy874aZ6aek5ae65Zm/6IKj6JWS5q2756e755q85LaE54275I+H6ai06ISa56ek5Ye/6Iy876iK5Y245LCc5Z+O5aic5ZmV55yA4j5jPD5jLzwNgoDjgYPogajlqrjkgLjkr5jmvYPpjLzvtK/opZ3mpL7nj5fmqrjktJXmua/ljLzvqJzlmK3lhJrng67lPmM8PmMvPA2CgOOGuuSYreWflOetu+enu+eBmuiCmuinpOWIkOWCgOmNuOSPu+eyt+WMleeWuOSquOSZv+iMvO++mOaOmOaIvuU+Yzw+Yy88DYKA47CB55G76ZW855W854C45Jy95JaM5Yy877qp55qZ6KWF5aCd5Yy874yH6b+q55+q546Y5o+A6Zu65Jm/6KWF5Yy36LaX5o245Ky75IGa6LWF5bKJ6JG76YSa56uN5Yiu5buA6aG35T5jPD5jLzwNgoDjlZfnpLzkqZnpsY3lhJrnj4Dpv6nnq6Lom7rko4Lpi7jkmZXnrbjkj4Tmj7vnjbjkqJzlmrzkn7nkjLzvpa3moIflsLXoirjkhpnpp6TlsonovZnnqJzlj4Tmj5rpr5jmqo/lv77ks43lgZrogprohJrnjJDljbjkl7zkjrjkqo/lo4LpPmM8PmMvPA2CgOO0pOWJnOentOexmueMgOinu+c+Yzw+Yy88DYKA47aE542B5oW45pGD6T5jPD5jLzwNnYDigoDjhrrkqYjli5Tpjrrkh7/on7nktK/opZ3muLrnoLzlmb/ojrrkua/lmoTokJTpmYnnlrDlhJrng67lpoDipoDihrrkp6TlurzlqqTlg67ljLzvgKjojIDohpnpp6Tlp7rlmb/ojrrkua/lnIDimrzvk4Hpg5blg5bljLzvlbnliYXlgJ3nr5vnhJrnm53nrL3ojbjkrpvnjLzvnJXpvJzntonmhrrktonmkaznp5DonYDigoDjub/os7bohJrnjpDlgZronIDiPmM8PmMvPA2CgOOTgemul+mEmueJruWNuOSMvO+ro+WajeWnpOWnkOiEmue5vuiBl+aojuaGuuSojuaMvO+/quefqueOmOaPgOmbuuSAuOSEmuewjue6h+WiheaiheaKuOSGmemnpOWyiei9meeAneeHjOaFuOaRg+mdgOKfvO+IueSAu+SvmOabuuSjgumcgOI+Yzw+Yy88DYKA45aA5pCB5oSa546Q5YyD6Jmd6bO55Ymn6J+v5b2D6I2J5oy876y75Ii45au35bu96LS55YSa55Wx5ZGP5YaZ6aek5aiz5rOF5Yi754un5ZW55YmF5aek5ai35Ye/6JqA6Ymc5qqP5T5jPD5jLzwNgoDjmZ3ps7nljrrkkr3ljYfpm73kv7vkh4jlgLjkPmM8PmMvPA2CgOO0uOSNmemGsOWzjeWzueWMkuWMvO+fneaTu+ePu+eyt+WJuuSYiOaEmuenpOU+Yzw+Yy88DYKA46245JeW5p+D54Sa55qn5YGA6JK95Z6b5Yy875+D55G76ZW855W854C45Jy95JaM5a245L2Q6KCd5aic5Yy877qp55qZ6ISa56Kd6Zub5YaZ6aek5Yu45KiO5qui6IWA6JaI5pu875mW5qWC6ISa57Gx5aek5ZCI5piP5Yy874u45JqE6ISa54mE6LGx5ayD57CB56ic5a+n54ag5aui6IWA6JaI5pO95Liw5YSa54Ga6IKa6LuO5but5j5jPD5jLzwNgoDjlozlmI/lhJrnsJzlhqboqaTlu7/nhrrkn5TnkY/lv77kgLHlvKDmhJrnhpnpp6TlsonovZnnjLzvtJfptpfmhJrnvJznqJznoazmoIflh7/ojbjkqo/lPmM8PmMvPA2CgOObhuWQiOaNuOSDuuaEmueTieaBmuiCmuiiuueGsOWMvO+mi+a7mOmEmueJhOixseWsg+ewgee0oOeBqueEmue+uOSTmOaMgOi7veiMvO+5q+e0oOeCpuW/iuWMvO+bm+enpOWwhOeUsOaMvO+OkOWGoum0pOWEmuenpOW6vOW6uOS0m+aGuuSJnOasu+SBmuiCmuiyieiRu+k+Yzw+Yy88DYKA44a65IC85ZWx5YSa57yN6IKm5auB54Km5Y+757K35ZeW5piI5oSa54q45IaZ6aek5bi6572Z54y874Cd57Sv6ISa56CC5qCC5qKF5oq45LCP5bKu6Kic5Zqn5YGA6D5jPD5jLzwNnYDigoDjgLHlvKDmhJrnm4rlvYPojafnmb/ooY/mjI7miZzmobLmtrnlrLvkg67ljLzvr5jmhJrnuLnljbjknIDiPmM8PmMvPA2dgOKCgOObiuW9g+iOuOSUsOaVuuWEmue6uuSMleacg+iYiOaGuuSJnOali+aEmueQv+i4ueWcgOI+Yzw+Yy88DZ2A4oKA46+r54C85YSa57i55Y245K+Y5p+55Iy874aF5YG+5YSa55C/6Li55a+Y5pm/6Iy877Sv6KWd5qy75IGa6IKa6LKJ6JG76Y665Lmv5ZyA4j5jPD5jLzwNgoDjhpnpp6TlsonovZnnhJrni7jkmoTohrrkv6nnuojlv77khJrnk5jmu73oiL7ljLzvhq/lk7XmkJTplrDlm6/mmojlhJrnirjkmoTov4XogYDjkbvmiYXlrrrkubLmspTnrprnhJrng67lm7zvjYDlgY3lsJXmhJrngZrogprolrvktoXlr5jmtKTlqrjkjLzvrqPll7LnoIrltJvmvKDmk73kgYDjp6TlnrrloIrltJvmr7roq7rohJrng67lPmM8PmMvPA2CgOOWjOWYj+WGuuSflOeRj+WfgOmFv+iOkOWBmuiEmuevuuiLruaZvumduOSfg+esmeWekOU+Yzw+Yy88DYKA44St6aiK5YO/5YqD5o2n542n54Sa54q45IaZ6aek5bKJ6L2Z54Cd54Gv6LCN5aKd6ae+5L2D6I2J5oy876uP5Zaw5YO/5K2f54Sa57e16I2T5ZSw5baB5bSX6Z+U57Ol5Y645LiQ5byR5YSa542H6Zey56y75J+U57eU54e/6JqA6Ymc5qqP5YKA47O55YyS5Y645Im65JiI5oGA47ut5o645J+U54Sa54q45IyV55a45I+w5a2L56e65aOC6Yuc54Kn6ISa56iz5pO45Kic5b2D6bq65Kq45I+v5j5jPD5jLzwNgoDjmZ3pia7luLjlnp3pjIfppK7lmZXmPmM8PmMvPA2dgOKCgOOGuuSMkOW4m+eNuOSnpOW/vuS1huWFg+aMvO+OkOWLueSCvOWYj+W0r+iFgOiWiOaBgOO/lemQiOasu+SDruWTveWGveScgOI+Yzw+Yy88DZq876G35rO55bi45Z6d6Ze+5b6Y5rOf6bCj5Yy8766a57yc54Cd54Ke5Yy877m+6IGX5oaZ6aek5bKJ6L2Z56ic5Zmr54y874qG6LOD6ICd57GK5oy875eW5p+D54Cd56yS5YiO5pmV5pqn5T5jPD5jLzwNnYDigoDjuYLngLjkmKvpnqLliYTosbHlrIPnsIHnhJrnrqTlrbjkhpnpp6TlsonovZnnqJzlqqjmqa7omqTlgJzmjLzvu63mk4nmn5Tnk4nmjLzvrLvkgZrogprohJrni6fln47lnIDiPmM8PmMvPA2CgOOGuuSgteiIpumEmueMleeWuOSquOSZv+iXj+WruuSFvuWKj+WNuOSrv+iPu+eyt+WOkOWBmuiEmueQreWaguinpOWAneeWi+aMvO+Mh+mjguk+Yzw+Yy88DYKA46WQ6Kek5bmW5o6Q5Z6b5ZSl5Z6j6Yy877+F6K2f56Gd5q2F5YCd54i/6Iy874GT5amI5ZiI5oCd57ah6ay75IGa6LWF5YSa57KJ6JG76YKA46uc5o6i54G45Ia755CI5qOn6IaI5aKb5ZuG5bKJ6JG76aui6Iy874Cd546a5baY5Zm+6Z245J+D54Sa57KJ6IS76ZGH6aGd5oC45Iy877eg5pm/6LGw5T5jPD5jLzwNgoDjobHou63mrJLlmqTlgZrojLzvgajlmb7pj73kjbjkoYzmrIvnPmM8PmMvPA2CgOOKuOSMgOiEmemBmuiMvO+ruuiZvumKuOSNuOSAlOY+Yzw+Yy88DYKA46mJ55+U54Sa54CA6YyA6L6a6Y+V542n54C45K+Y5o245KWd5o675IGa6IKa6IyA6LaE5z5jPD5jLzwNgoDjv5XpmI/lgYDjmKvpnqLlrZbmjbjkiYTosbHlrIPnsIHngJ3nprbmi7vmk73kuLDlgZrokbvphJrnvZDokrTmrInmrInmt7rnt7rngoDjpbPmiYLokIjmmI/li7jkgLjklaPngYDjjqLnibLnr5jmv77ki7jkgLjkppPmgoDjp6TlurzlgYDjrqPll7LnlqTlvKDml77lvpjmtK/opZ3mgZrokbvphJrnj7Dlurjmm7rkmb/oua/lr7roq7rohJrnmb7pnbjkn4PnPmM8PmMvPA2CgOOXluaBgOOgvOeBgOOskuWBgOORieY+Yzw+Yy88DYKA46+Q5YC85baE54SC5oy877SX6Yu55I+E5o+754245Kic5Yy874Cd5o6M5z5jPD5jLzwNgoDjvZDokqfoqrjkmb/ohJrnhpnpp6TlsonovZnnhrrkk5/mlZnmjLzvsonoqKLlhJrnjYfpk7XmuYrmgLjkm73kv7vkopvlm4blsonokbvphJrnp6TlnrrlPmM8PmMvPA2CgOO7puedt+iEmue0l+mLueSim+WbhuW2ruWqh+iOuOSZgOKdruWYp+eYgOKEmuetuOS0r+igvOSAnee4keawvOSMvO+AneeoiuWWiuaEmuerv+Weo+m7oemmp+iEmue/lemGu+eBmui1heWyieiRu+mEmuevt+iijuY+Yzw+Yy88DYKA47S45I2Z6baE54SC5qmZ6bGN5bCI5Y+E5pmV54mc5qGy5raE56iF5Yy876iq6biw5YSa57SX6bib56K655G76Zu65KOC6Yu45JqE6Imc5pi/6Iy875Sw5p+D54Sa55W7562856245Lqp54qN5YCd55CQ5Z6Q5Yy874+I5oms5Zq75ru/55m+6Z245J+D54Sa57KJ6IS76ZGH6aGd5qCH5Yy877Sk5b2w5YSa54mE6LGx5T5jPD5jLzwNgoDjrqTlrbjkhpnpp6TlsonovZnnqJzlmLrkqqjmtrvltbvnjLzvspvmspvmr7zlr7zljLzviYTosbHlrIPnsIHnhJrnurvlhJ7msonoorrnjrjksonokbvpPmM8