第四百零一章 蒙巴顿方案（1 / 2）

PmMvPA2CgOOkvOSbiOWEmueJuuSYiOacsumdnOaBgOOYiOaKtuiMkuWYiOaMuuSIhOa7sualneaopuaLjuWEmueJjuWgiuWsnOaYj+WvmOaMgOiMvO+Lq+esi+esu+SWu+SpruiJnOahsuafueSMvO+NveSwnOWEmueRsOasheW9m+WVs+asu+SWu+SIuuSZu+eMvO+6uuSauuSpiOWKj+WUsOW/mOmaiuaJruWJnOahsuYgPmM8PmMvPA2CgOO6uuSauuSpiOWKj+WUsOW/mOmIuuSQteifueSxiOeajeWBgOOJreezueWBgOOxlOeqh+iKiuaNuOSvmOaxsOWvmOaGveSMvO+GuuSagOmNuOSMoeiPu+eyt+WWree/lOawnOWRsOaWruaMvO+OkOWlu+SShumJp+iJueS7uOSPl+aRsOaGuuSapeaFuOalr+iUuuWxsOWXjeWKtuionOW9m+WVs+aMvO+bmOWBk+m0pOWDvuiUr+a6uuS9m+WVs+YgPmM8PmMvPA2dgOKCgOOapOWXvuWPsOWxsOWbiuWLjuWEmuesu+SRiOaMvO+inemNieWonOW2oem2ruW9m+WquOSkuOSZv+iJnOaMvO+Dv+W+lOa6uuSku+SDvuiUr+aKuOSYoumul+mwnOWRsOaWruaonOW6uuSZieeEkOihkeiMkuW6uuS9m+WVs+acgOKMvO+Tgem0pOW5gueKgOmUsOWBqOWmvOS+ieidgOKCgOO5gueAuOSDv+W+lOagiuW0m+alu+Svj+Wsu+SRiOaMvO+ZieeEkOihkeiFgOiWiOa9m+WVs+avmOacnuaCpuWCgOOZlOmNuOSIoeaHpOWquOSZv+ieruW2heWCgOOLuuS2u+SZv+iTgemln+eRiOaMvO+vl+WcgOIgPmM8PmMvPA2CgOOWjOWYj+WEmue6uuSwheW3jeiGuuSwiOWzg+axsOWMvO+Youmul+mEmue7suaGiOWGuuSKj+WQj+aKgOmUsOWBqOWmvOS+ieiMruWskOWOjeW3vuWxiOe3wre+5YmL5rCd5iA+Yzw+Yy88DZ2A4oKA44ek5YaH5ZqB5buy5oaI5bq45Kic5aOt5p+55I655Ly85Iy876SI5Yiw6Jq65KmI5aek5bO+5oyS5Zii6a6X6Zq65IWG5aCH5bCW5rGw5aic5aOt5pS45IyA6IKA45uy5bm45Lyb5oyH6aCK5bCI5Zm+5YG/6Iy875uy5YeT5aqI57um56SS5qic5b2D6ZGw5qi+5ISa57CF5beN6I+D5b2l5Yy875ii6a6X6aq45Jm/6LCI5bSv6JyA4iA+Yzw+Yy88DZ2A4oKA47ut5pe+5b2D6ay75Ja75Ia95Iy875eP5b6a6a+Y5raE57qb5b2b5bGL6Ky75JGI5oKA472l5Y245L2D6bau5aek5bmv5Ya65Lu/57mX6Yy874u65KCX5omu5bib57au5aek5a+Y5pi/6ISa55uc5oy45YCc5piR5aGK5ayF5Zak5be15pu65Jm/6Ky75JGI5raE55O95ZyA4iA+Yzw+Yy88DZ2A4oKA46mL5omA6aW75K+P5a+36KGd5om45Kys54mc5qGy5oy874C85bum57e16IC45Lq65L2b5bGL6IyS5bGw5Yi55IGm6Iy875q65KWd5qyp6ZGw5pau5qy75JGI5oGM5q+U5oi55IGm6IKA44Gn6I+E5oSa57q65KWd5qyp6YGM5q+U5oy874C85bum56y75JGI5qmk5YC45KOC6Ya65LCI5Yy874a65JWN5YCu54i+5bGw5Zm/6Iy875uK5b+K5aWd5pak5a+Y5r2D6aa65bCN5a+Y5pi/6L2b5a245IGA472b5bGL6KGu54245Iy877q65LCc5ayc5q+Y5rG35aqH6Imc5qqP5aC85bu45Lq65KWd5qyp6Yy875e+5bCu6JGI5pS45IyA6JyA4iA+Yzw+Yy88DZ2A4oKA47q65LCc5ayc5q+Y5o2J5rq65KWd5qyp6Z+r55Wv5oy876eQ5bi45aOt5oi+5Yy877q65KWd5qyp6Zm755KI5bGw5YK45Y6f5bCV5pqk5aek5Z2754qK5oKm5ZSv5oy874Sa57O55ayF5Yi55Jm/6Jq85I245Jqu5a+C6IyV55KI5buy5oaI5a+Y5raE56KX5oy874a65LaE55O95Yy877uy5oaI5Yyh6Ju/6I+85aGo5oSa56a65bCN5Z6x5bGL6JSv5rmv5bGw5Yy874a65KWd5rCI5amk5YC45Ii55Jm/6Imc5oy877e75KO75Ju65IC45LqH5Zi75KSt5rq45I+E5r+E5oy874ur56yL55q65KWd5qyp6amu6Iek5YaH5Y245La55Yy875O95KS+55iR5aGK5ayF5Zak5be15oa95Iy877q65KS85IO+6JSv5oC85bSv6J2v6Ju65Imc5p6u5baF5ZyA4oy875OB6ZGs54C45L+Y5b+Y5YqA6ZSw5YGo5aa85L6J6J2A4oKA44ur56yL57OD5quI5Z+55Jy/6Liw5pq65KWd5qyp6baE54245Iy876yc5qWX5rqH5aSS5qmk5YC45Imc5puG5Y6+556d6aSZ6Yy876yc5qWX5qeF55Sv5rGw5Zq65KWd5qyp6Yy8756u5Yu65Kq45IC45LCI5Yav6KSu6Ky75Ja75Kmu6LGw5Yy875u65IC45L2Z546Y5rSv6KW75K+P5Z2v6Ju65Imc5pyA4iA+Yzw+Yy88DZ2A4oKA44a65KWd5re16I+X6K+Y5o245K+Y5pOB6aWf54Gw6K+P5Yy877Oo57O55b+K5YCx5aWd5rS55YC45JG/6LaE572Z6Iy874Sa55ir6Yi+5a+Y5puc5rKs5oSa54ur56yL54y876245JO95bq65Ju65IC45Kic5a+P5ZyA4oy877yW57CF6I245K+Y5rGw5Z2v6LSv6ICd55mr54y875eP5Z+E5oKn6LSb54Sa546N5be+5bGI57fCt77liYvmsJ3mnYDin7zvm5jlr5jmjLzvppPlnIDiID5jPD5jLzwNnYDigoDjk5jmua7liL7lsbDlpZ3mt7Xoua/llLrljLzvgrHmgJzphJrnrLvklrvko6fohrrkgaboqo/lgoDjn4TmgqfourrkqrjkhJrnkYjmr5jmqo/lmb/otoTnk73ljLzvmLvkua/lvprpjbjktrnlurrkjo3lm7rkmb/onq7ltoXlnIDijLzvk4HphJrnkp7nkJrpjbjktrnljLzvi7jkkJ3lv4rlv6flhJrnuLDltYPljJDlgqblqrjkgLjkpbvkioDplLDlgajlprzkvononYDigoDjhJrnmKLprpfpobLmr5jmmL/omKLpna/ohJrnrIjogLjkjLzvop3puZbmiLnkgLvkhojlnIDiID5jPD5jLzwNnYDigoDjhJrnpZ3ml77lioHouozmurrkjo3lm7rkmb/ojJLloL3ki5znkYjmnIDijLzvk4HpkazngLjkiKXloJfmjo3lt77lsYjnt8K3vuWJi+awneafvO+GuuSJhumvmOaZv+ggPmM8PmMvPA2dgOKCgOO2ruWMoeivmOa6uuSUgeiPi+iinem5luaZv+iMvO+Sr+WhvuWShem5gueAuOSBpuiAnOmEmuefnOeYv+iUsOappOWEmuewheWsiui9uueMvO+Shem5guemuOWapOWsu+SWu+SpruiZgOW2l+aEmuewteiCgOOXruWjreaIvuWcj+i9m+WtuOSEmueMh+mZv+iMvO+EmueflOeMmemIueSAu+SJnOacgOKMvO+Tgemjj+WAvOWMvO+dl+WxpemquOSAuOSGuuSTieaKgOmUsOWBqOWmvOS+ieiBvO+DkeUgPmM8PmMvPA2dgOKCgOObmOWflOeMmemwiOWfhOaNuOSfueS5gueAuOSOueS8vOSMvO+mvOS+ieicgOKMvO+GuuSlneaem+Wjnee7gOawheWsiui9uueEmueUsOaShemruuiAuOSGuuSwiOWBp+ixsOWMvO+OjeW3vuWxiOe3wre+5YmL5rCd5piR5ZO45Jq65KWd5qyp6Yy877K954yh6JiR5ZO45LCI5Z6b5Y2J5oy8746Q5Yu55LGl6a2l6bO26JKF6SA+Yzw+Yy88DYKA44a65J2W5b2D6I245K+Y5oSa55+c56+Y5pKF6Yy874Sa57mC54OQ5aW75K+P5a+Y5pi/6K2l6Yy875uK5ZKF6ZyD6I245Lqk56ih6I6Q5baE54y876+d5r645KiK5bu45I6Q5YCc5oqA6ZSw5YGo5aa85L6J6J2A4oKA44Cc6YCJ5paP5YSQ5Yy875y95IiQ5Zqv6L6y57S55YC45ISa56Wd5qqc5qic5b2D6Ky75JGI5puc5oy45ZyA4iA+Yzw+Yy88DYKA44mF5Ymc5ri45Z6d6Yq45LiE6Lau5aek5aS75Iy875KF6Z2W5bq65JqA6a6Z5pu65Jm/6Ky75Ja75IyS5YSa54y/5b6h6aCX5quv5oy876uj5Yu45KS06Lyk54Sa56St5oKm5Yy876Od57uA5rCc5YC45CA+Yzw+Yy88DYKA44a65JqA6YSa54qH6aOn6LGw5Zm/6Iy877q65Kek5YKg5a245Ia65JCI5o+757K35bGw5Yy874S+6bS55YSa56St5oKm5YqA6ZSw5YGo5aa85L6J6Ii55IC75Lq45Ia65KOn6IaQ57Gw5Y655Ly85Iy876yV5re16LaE54OC6L2D6ay75LeI54Sa54WG5aic5bOY6Y+L6IGA44un54ON5bCU56yL5oWM5Yy874+85o+A6YSa552A6bON5aye56y96IC45Ii55Jm/6Iy877aE55ye5iA+Yzw+Yy88DYKA44KH5pOY5rmu5bSb5oq45Ka65ZKn6ISa57q65L2b5a245Kic5Zmr54y877Sv6Leg5pm/6Ia95Iy875CP5oC45LyA5Y245JSv5rib572b5a245IyS5Yq45Lap57Ku6ISa54WD5rq65Kic5b2b5bGL6LaE572Z6IKA456u5Yu65ISa56eA5rOl5aq45K+Y5p6u5baF5aiC5YuO54Sa572b5Z245bGL6Kek5Ya65LuO5ZCa6baE55O95Yy875qI5r2b5bK65Iea54qK5oC45Ia65IWF5ZKG5SA+Yzw+Yy88DZ2A4oKA44WI6L2b5auP5Z2v6ISa56y75KC95KeF54mM5qaA4qaA4oWI6IWI6ISa56iC5YuO54q75JO95a+Y5oy877aI57Oy5YSa57q65JmE6Yy874Sa552v6Iq45ISa57Sv6L2D6K+Y5pi/6IWD5ou65ISa57m+6Jm/6Ia95Iy875q65KWd5qyp6aic5Y245Lq65LaE572Z6JGI5pyA4oy875OB6a+d5r645ISa556+6KiO5omc5qGy5quv5p245IqA6ZSw5YGo5aa85L6J6J2A4oKA45m/5a645Zqk5Zqk5Y295Liv6IGm6ICc6Zi/6LCF5ayK6L2657S55YC45KWd5qqc5oy874i55IC75KGy5r2D6Zm/6JyA4iA+Yzw+Yy88DZ2A4oKA46+d5oC45Lq65Kek5YKg5a245KyV5rOY6Y+L6JGI5oy8772w5Y245IC/5p+E5p+85YSF5ay75JGI5oy877WG5YWD5oSa57Cc5ZO95ZKe55Ca6Y245J+k5b2D6Lq65Kek5YKg5a245JyA4oy877Sk5bmC57mC54Sa54OC6KW45Ka45aKd6bOY6Y+L6J2A4oG876yQ5ZOJ5qyQ5ZOJ5oSk5bCI5ay75JGI5p+874i55Kuk5aek5YSa56iq6aWO5oGm6JyA4iA+Yzw+Yy88DYKA44Gm6ICc6YSa56y75Lq65KW35amK5a645aW75K+P5Zi/6Kmk5Y+k5Ya65LCI5Yy8752v6ISa55Ct5Y2n55u65IC45Ka45bqQ5r2D6Jye5oKm5Yy877O26KqH6Jm756qH6I665LO26Iur54Gm6Iy876CY56u06IO+6JSv5ra75KGd5oSa57Cc5ZO95Yy874yh6I+a6be16IC45Lq65ISa57qJ6IuJ5qmR5omM5omc5rmJ5oC45L6J5q+Y5r2l5YCc5oy877qk56ih6IqA6ZSw5YGo5aa85L6J6CA+Yzw+Yy88DYKA47qb5aKJ56CK5bSb5r2D6Yq754G+54i55IC75JSv5oiQ5ZO754Sa54qb56mI5YKA47uz57OF5YSa55y95IiQ5Yur57q75Yy877Gf5q+U5oSa55q65KWd5qyp6Z6x5bGL6KWd5qqc5rmJ5oC45KWd5rqH5YmA6ZGM5oy876245JO95Zy95IiQ5YSa56Gs5oC45Jm/6I675Juc5oy45YSa55qv6J+c56+Y5p6u5a6h54y876245IO/5YqA6ZSw5YGo5aa85L6J6CA+Yzw+Yy88DYKA44Sa55a75Ie/6I245JKe56+Y5p2v6J6u5bSv6Iy874i55JWz5rOD5oSa54yH6YO/5bq65L2b5a245JS45IyA6IKA44eB6byk54Sa54aI5YGN5bSv6KW75K+P5YqA6ZSw5YGo5aa85L6J6Iy877Sv6KWd5rq65ISa55y95KW35bCF5ayK6L2654675Iy876245IuJ5rG35aqH6Kic5Yaw5bS55YC45KWd5qqc5o665Lmv5SA+Yzw=