第441章 奥斯曼的分歧（2 / 2）
PmMvPIKA46+c5oCK5oyS5bGS6ZGH6YSa54Cc6aWA5paP5aKN5oy8772R5Z+U54Sa57WF5auj5ZaN5bqH5ZSA4pSA4o+85bmW5oSa57Sa5pey54Cc5oGA46WO5rSb54Cc5oa65KmL5omA6b2b5bGK6LGo5oKA47q65IGA6ISa55Cv5b2D6I245Jyk5YyH6biC6Ziu5ay65Jy45Kic5aq45KOC6Ya65Le16LOD5oy875uc5qyF5bqv5a2b5b+l6Ia65Le16LOD5rCz5YiZ6T5jPD5jLzyCgOOZiOWVs+aXnuabuOSvmOa2hOedvuSMvO+joeiWpOWEmueku+SevuikuuSWpOWKuOS/qeeMvO+ZiOWVs+aXnuabuOSEmuefo+m6vOWJguixvOWCgOOijeakuuSKm+epiOWvmOaMgOiMvO+EluWIheavmOaNuOSlneaOu+S7sua/lOaFmem9m+WCgOOeruWwjuevmOaxsOWZv+iGveQ+Yzw+Yy88goDjsbfmtbrnpZXnmIjmjJLlqIXlia7lkLrmvYPohJrntLnlgY3llLrkpZ3mqpzmlo/li7Dos4rosIXlurjkpZ3mjLzvq7HouYrnhJrnurrkvZvlsYvoqJTnjLzvgJzppYDmhJrnurrkvZvlt77lqJTnjLzvm5zmnbvnhJrnvZvlnbjlvJvmr5bmpaXlqJTngoDjmYTpkY3lpoDipoDim7rkiZzms4fompTnjLzvoa7ol67niL7ljLzvt4Xpt4bliL7lmb/oPmM8PmMvPIKA44qb56mI5ai06J6u5ZaP5aKN5rqv6L+J5oqz56Go5qiU54y876ic5Zit5aWV55iI5paP5aKN5qmK5bSP5q+c5oCK5qiU54y874Od5riu6LmJ55C65oS16JaP5aKN5oek5YWj6KiZ5aat5qiU55q875OY5qS65ISa56Gu6L6u6IO/5b6y57qc5YC45Ie/6JqA6a+Y5oyA6Iy8762I55iI5oe/6JqA6a+Y5o245IKA47KP5bet5rWu5pm/6JmG5bmU5pq85Lqc5omc5pa75Iy876ic5bCO5z5jPD5jLzyCgOOAseW8oOaMleeWuOSGuuSYj+W5lOaVveSCpuWRh+mEu+myieiRu+mEmueLuOSgvOaZsuabuuSjgumMvO+KuOSFseWlneaOkOWVveSCpuW9m+WOvueMvO+5suazn+ecuOStuOS2iOWnjuaVveSCpuW9m+Wxi+iUgOKUgOKyj+W3reaEmueMleeWuOSquOSAuOSmj+WGuuS3teizg+aWu+SCgOOIkOWEu+eBgOOsveiLl+atuOS3teaRhOiWu+SonOWNr+ibuuSZv+imgOKmgOK5guevlOalleeYiOaBgOO5suazn+eBgOO+ueavluais+aBgOOauuSzsee+vuiNuOSitOeOvueCgOOKuOS+m+WwnOWonOW9kOiwluaNh+mJheWum+c+Yzw+Yy88goDjkobphbjmtJfprJ7nlrvkqa7ojLzvmZLliZblh7/omrvmrIjosITnq4HngqblkoXpiIPnjLzvo4/lj7DlgLjkhrrkv4rmlrvkgoDjnqXnkI/mpZ3mqJTnr5jmjIDojLzvl4/lq7rkpZ3mqJTnr5jmjbjkjLzvkoXpvZnnprrlmKvpr5jmhJrnhaPoop3pjIfpgoDjtqPlkoXpqLTotpPphJrns7nlgYnmqrjkgLjkuofllo/ljLzvibHlvYrmgLzliYvmlrvkPmM8PmMvPIKA472D6I245Kic5bCO55Gw5bOH6Iy876+B5pG85L2D6I245Ja75Ia95IKA46uD5rKW556l576y54Sa56Wd5qa45YCJ5qWt5oC45I+v5peu56Gu6IGA45WD5qat6Ka65Zir6YGM5p2/5J+c5r+V6Y2n56OC6a+Y5oyA6Iy876aA5bKW54Sa55O95Ku66K+Y5o245JSA4pSA4qaA5bKW57CI5Z+E5pa75IKA44q45JCt5YWk5p6b5ZCd5bCW5o2H6bCz5YiZ6Yy8746Q5YC85bum56at5oeW5ouO5z5jPD5jLzydgOKCgOOvmOacgOI+Yzw+Yy88nYDigoDjgorohrvniZzmgInmhJrnuqTnlLzmpK7ouqLnjLzvrLvklrvkgafoiIXlgabokYjmjLzvjpDloaDlpp3lr5bmirzkvr7otYrmjLzvn5jpopvlr5zmgIrmhJrnjKHoqJrppZ/nmoDpjLzviZzmmL/ogoDjuoflkY/lhq/loIrlnIDimrzvpq3mh5bmi47nmbvnpLrkjLzvob/kvaXlgbDllrvkjLzvjK7lmYblPmM8PmMvPJ2A4oKA45uK5b2D6Ka656Wx5bqk55Wx5YGm6ICc6ay75JGI5oKA45i75KS65I2J5Yic5qic5buh6YW/5ZiJ6Jub5bmJ5pam6Yy876KU55+U57CI6JCA6bGp6Y+A46e657Oy5p+x5o6A45+A6aCK5Zq876aP5YKA46GP5oqK5oyh6KqH6Liv5YaI5YKA44+A44qb56mI5b2b5ayc5qSK5p2/5Lu75KO06Imc5rOK6LCF5Yy874+d5bSg57CI5a2B6Zqu5bOo57qM5bCc5aWL6I6A47qk55ea5raX5oyQ5Yy874+A46C85amJ5pGw5pau5oSa54+85aK95ZW95Lu75Lmv5Y2P5Yy877SV5oyu5YOd5ru45Lau5b2b5Ymc5oCJ5o2H6Yqw5bOK6LCF5Y6A47qk56ih6Iqz56Go5q+P5Yy876KO5pWv6Ly85Lux54mc5o2G5YKm5a27546Q5YKA45O95Ze+5YaQ54Sk5Yy874u65IC45K6X6aKv6L2b5bGL6Jq877+V6aiD6ZiI5ZyA4j5jPD5jLzyavO+Nk+WcveSZsuaZsuaKuOS4uueonOWWsOWUrOeCgOO1lOeem+WEmuePpue4sOaYiOWZu+eJjei3teiLp+WAvOWMvO+4uuehv+SAvOWKkeaMvO+NieWMoeamueSwiOWem+WWu+Q+Yzw+Yy88kb3nprnki5znMTAxq7rkhojll77lsK7ojLzvk5jmjbjksJbmtJvmPmM8PmMvPJ2A4oKA452A5om45I245Je+5Y245I2J5aiK5Yyh6JaP5aGO5qic5ay75Ja75Kmu6Iy875GZ6KaE56y75Ja75Kmu6Iy875yM57q65L2b5bGL6Kmu6IGm6K+Y5rGw5YKA44a65Lmv5ZqB5ay75JGI5o6Y5rSv6Iy874+E5qG75o245Iq26Ja75JyA4pq876yJ5q6+5ZKn6LSY5bCz5YiZ6T5jPD5jLzydgOKCgOOPhOahu+aNuOSIvuWlnea3teiLnOeLuuSGoum9m+Wxi+iPgOOCgOOynOmPgOm/vuSNuOSMvO+Gr+W6nOaauOSGleWKj+WJtuaTmOakuuSTveS3heWMvO+lneaAvuW4tOibhuW4uOWjreaJnOa9g+m2ruW9m+WJnOaAieaOuOSziuiwheWOgOOavO+Ureeem+W6pOeHjOaEmueoguanheeJjOaWu+SCgOOomeWmreaulOW6h+W8m+avlualpeWRkOWonOWmkOWvmOasu+SRiOaul+mir+iMvO+/ruici+a2hOeBqueIjeWLuOSppOWKu+SLuuSGoum9m+Wxi+i0r+iMvO+liua1lOelneaRj+Wci+acneaOu+S/lemog+mPpue4sOaYiOWcgOKMvO+IueSAu+S3teizg+amreaHluaLjuedgOKCgOOLuuS2u+SAuOSJnOaYv+icgOI+Yzw+Yy88goDjqJTnqYjlhJrnvpvnm5/nqIPpp4XluZbmua/lua/lrIvmhYzlmL/ojLzviLzlmo3llqTlua/lr5jmhbvkhbvkjbjklIDilIDisbfmi7nkoa7ol67nhqLpn7vnp6TlsIjll4/ln4TmoazmjYbllrvkgoDjlb3lsK7on4Dpq7/lpq3mh5bmi47nPmM8PmMvPJ2A4oKA46iU54mc5rSb5ryb5q+W5qWl5YSa54O65qm05bS45JK/5oGA46qb56iK5aq45IC45JSv5oy877yb5q+W5qWl5YSa56mK5bSP5qiD6Zak5Ymc5oGA45qu5bOo56q45IC45Iy877Sv6KWd5r2b5be+5bmv5bq45KCb5YKA44uO5b2W5qy75JGI5q645Zq85Ky75Ja75Iy877OH6JqU55yA4oy876C85pKN6ISa54CA6Y6Q5Z+A6Z6j6aKd6Zak5ZeR6Juc5oy877m+6Jeq56a96LCI5bC16LCz5YiZ6Z2A4oKA47mv5Y2P5Zq85I245LGw5bq65L2b5be+5ZSA4pSA4piI5oKP5a2756e757yb5q+W5qWl5YGv6J2/5L2D6Yy877CP5Yq45IGw6Lqu6KCX5pSA4pSA4rqv6L+J5qy75JGI5oGm6KqP5aW75ICJ5oKA472b5bGL6IyS5b2b5YS/5LaI5bWJ562756e7572D6I245L2D6Lyb5q+W5qWl5Y655Kic5aqP5Yy874Od5oyO5oGw6I655Kic5Y245Lq65L2b5be+5ZyA4j5jPD5jLzydgOKfvO+BsOiBjOavlOasu+SWu+SfvO+ikeW6uuS9m+W3vuWjgumcgOI+Yzw+Yy88nYDigoDjtrvkoZ3mhJrnrLvkkYjml4/lpY7mvYPor4/ltJvmlrvkjLzvlLDltLvnqYHmhJrnqZnpkoblm7/ogL/mt7XolK/mgoDjj43lpablgabogJzpvZvlnbjlk4HppZ/njLzvnq7loYrlua/luJvnhqflqYjliJPllLjkjIDogoDjiLjlqrjkgY3lh7/ohbbovIDlt7vkjLzvurrkvK/lhqLpvJvmr5bmpaXlhJrns4rosIXlsrrkqrjkgLjknIDijLzvtK/osJzlmZ3ps7nlsLPliJnpnYDigoDju7Lmv5Tmnq7lsI7nr5jmmb/onIDiPmM8PmMvPJ2A4qaA4qaA4r+U5qeF5Ym25rK55byW5omt55m/6JyA4pq875ud57yc56ek5YGd56at5oeW5ouO5z5jPD5jLzydgOKCgOOPgOOcmumdv+SoheWJruW6uuSquOSOgOOmgOKmgOKbvuSQj+amuOSMvO+Ljue/lOaEkea6uOSQiOaWu+SBjOavlOalu+Svj+WziuiwheWMvO+uruiPjeWQiOaDv+S9g+iWu+ScnuaCpuWMvO+Gp+WpiOWIk+WJr+iKkeWLuOSBp+eMvO+WpOWmj+WcgOKMvO+/oemGuuS/oemws+WImemdgOKCgOO5vuiokeWJi+avlua0t+WonOWtuOSGm+mBpui7uOSMvO+buuSAuOSPsOWlu+Svj+WIoea5luZvm7zvsJTnubLmqJzlnL3mhJrnlLDlj4voqZHmrIvmhYzljLzvp6TltJvmn5/luozlhJrngaboiKHmuZbmboa95IKA44Od5pGP5YC85biu6LmJ54Sa55q65LOx576+6I245KK0546+56+Y5r2D6ZyA4j5jPD5jLzydgOKfvO+ikeW2u+ShneacgOI+Yzw=