第三百七十三章 两个方法（2 / 2）

PmMvPJ2A4p+876iU57e16IC45Kic5YiQ5ZWz5rmW5qq45KS45Jm/6L2D6I245L2D6IKA44a65Iyu5Z+55I+E5p+U56aA4qaA4q+Y5oa95Iy875+N5qKt5qW75K+P5ZWz5rmW5o2n54C45Kys55yA4pq877iE6IqK5oC45Ia65LmK5o2H6Y2H6aWT5auB5z5jPD5jLzyCgOOwleaJnOaMh+mDv+WWu+S6pOeooei0pOW5gue5gueMvO+dgOaPhOaEmueRiOaTgemln+eMvO+Dv+WRj+eyjueNqueDuOSNj+eJjueImek+Yzw+Yy88nYDipoDipoDikYjmjLzvhYLliLjliJnpnIDimrzvtK/osKPljr3ku47lh7/okYflmb/ltrXokYjmgoDjhrrki7rkpZXlkYjmobLmsbDljLzvhrrkhpDnhKTli7jkgafnjY/niY7niJnpnJ7mgqbljLzvjYnlvJznqJzlsbDlk73kuLDlhJrnvKzps6XlqJzlsI7nPmM8PmMvPIKA47eI54O45KGD6JGV5ruO5Z6b5Yy877W/5aiA5oab6baU5oy877ys6bOl5ZOK5oGm6JGI5oKA44Sa55ii6a6X6bSw5o6j6bOG5aOn6Ky75Ja75ICd56qZ6a+Y5o245K+P5Yy8762B6Zy65oC45Ii55Jm/6Lu05pm/5Yy874K45Zib57CI5aWd5py/6IGA6Kek5ZGI5oy8772R5b+95ISa57G35aqH6Le16LOD5pGI5j5jPD5jLzydgOKCgOOTgemln+eNuOS9g+mIueSAu+SFo+ixsOWgveSMvO+wteiJi+aEguaEguaTveS4sOWmuOWQnea6o+aev+iOkOW2hOeMvO+ol+mOkOWwiOWAvOWMvO+mveiGvuiAuOSHpOWGh+WKuOSameaCgOOGkOeEpOWsu+SRiOaZu+ekuuSTveS4sOW3heWZv+iMvO+vmOaquOSMuuSsrOeCgOOGuuSDv+WNk+ariOWxsOWgveSLuuSIueSAu+SflOeRj+WinemOkOWMvO+7juWem+WRheWNhuWXuuWKiuaBoOe5ree6uOSkrealu+SMvO+/neaBgOiImem7u+SNieWJr+iKkeWHiOWAuOSEmueMh+mZv+iKiuagveSvmOaquOSAuOSsrOeCgOOJgOmgveSpruiWreehruiquOSkuOSvmOaonOWwjuecgOKavO+TgemNj+eJjueImek+Yzw+Yy88n7zvnorliLnkjoDmrpfppZPlq4HnPmM8PmMvPJ2A4oKA47ut5oyA6JuL5q245Iy874a65Iq45K+b57ys6bOl5aq45Jm/6Kui6LaE55+r54y874Sa56yC5Ymc6ZKA5a+Y5p+55KWT5bWC6YWA6Lut5pyA4pq875OB6Y2P54mO54iZ6Z2A4oKA45yu5Yu65I2n542n56Kd6Y6Q5Ya65Imc5o2J5pm/6Iy877ys6YmO5Ya65JCI5pe+5Z6Q5oCx5bSw5o6j6YSa54qu5rmJ56ui6Lq65LOl5aq45Jm/6KWd5o6Q5YKA46Su5Yu45LCc5aic5ayR6JWz5qSP5aiU546Q5baE54y877q65LOl5aq45Jm/6Ia65ICd5pa75K+Y5r2D6K+P5Ymc5oi+5Yy877uz57OF5YC85Y245LGE6L+d5oGA6IiZ6bu75I2J5YyS5ZO95Liw5beF5Zm/6Iy874a65Jqu5a6h56W75K+P5ayc5rqf5aic5bCO55yA4j5jPD5jLzyCgOOdgOKqgOarjuiqgOaJnOacgOKoj+W1v+WMh+m0mOWMvO+ci+aQnea6o+aAneeyhuWBjeWIkOWLieaMj+WMvO+7veiNuOSXvuWTkOWvt+iEu+mdgOKCgOO6h+W0mOWOu+S4peeDv+WPsOWMvO+3vuWjj+W5gueAuOSPhOaos+aMvO+TveS4sOW2ruW6uuSAneeIruWMvO+Eu+mBgOicgOKavO+TgemxseWXjeWumuc+Yzw+Yy88goDjtJjlpY/lgLjkhrrkko/mub7ogZfmqJzlr7fohLvpnYDigoDjmZTpjbjkkJ3mq7rojLzvm5jltK/okYjmnIDiPmM8PmMvPJ2A4oKA44Sa556I6Iai6Ze65Zyk5be35q+Y5rGw5Y+D5b2l5YSa57Ol5Zm/6IKA44Sa57Ol5aq45Jm/6Ie/6IGn6Iy875y95IiQ5Yiw6KWd5pGI5oy875mA5baX5oSa57+d5oGA6KeQ5ZKF6bau5Zm/6K+Y5pi/6IiZ6YGA6I2J5aW75JyA4pq875OB6aWT5auB54KA45a75Iuc57q65Je85D5jPD5jLzydgOKCgOOGr+ikruiRiOa6uuSzpeWquOSZv+icgOKavO+Tgemlk+WrgeeCgOOAneediuW5vuiBl+aonOWyueivt+iEu+mMvO+7guWRj+W6uuSquOS0leaMvO+KuOSvoua8peaonOWQneW2hOeToumlk+Wrgec+Yzw+Yy88nYDigoDjvoHniLbmlrvkv5vmlLrlhpDnjLzvsZLphJrnv53mgYDoq4HnhrrktpTmrLvkkYjmjLzvpYrmqJzlsI7nr5jmjbjkn7nkpYrmnIDijLzvsKPlgLjkhrrknYDir5flnIDijY/niY7niJnpPmM8PmMvPJ2A4p+874qV5amO56Wd5qKV5oGw6I6Q5aW75Iy874a65Iyu5bGw5Ze65Y+w5Zm/6JGI5oy876at6KWK5oGm6J+c54KA452A5o+E5oSa56uI5Ymc5qGy5pGI5pyA4pq876aL6JGP5YyH6bSY5aWT5auB552A4oKA46WK5quI5YiF5Yy876uI5Yy876uI5ZyA4j5jPD5jLzyCgOO0r+iAneeijuaVr+iRiOadgOKfvO+nkOWmreiliuaMvO+TveS4sOWJnOafnOeYv+icgOKCgOOlneaem+WpvOe0pOWKiuantOe2teiMvO+LnOeGu+eKj+WNuOSlneaRiOY+Yzw+Yy88goDjs5HlrYfooYLogLjkr5jmop3pkYnmjLzvjZzmo6HoorrngJ3nv6nnjLzvuLDls6Xlt4XlgLjkgJ3nurroop3pjIfpjLzvi5znjIfpgL7lh6XlvaXln7nkkYjmPmM8PmMvPIKA44a65LuC5bGw5bq65Kq45LSV5oy874uc54C45IyH6YC+5aWT5auB54KA442J5ZCd5rqj5oa65LCI5baJ5qWO5rSb54y876Kd6Yu45LCI5aa45Za75IqK5oy877eg5oC45LeI56qk5YGA6ICd57ae5o+D5bOP5YC45Ka35YC45K+36IS76YyS5ZGI5oKA46Kw6KKw6LSv6LCc5YC/5p+E5pa75Iy875a75I+95LaJ5qe057a16KKd6Y6Q5aic5ZGI5oKA446x5YOV5ZeL56q45JSR5qGy5rmC56635Yy876+i5ryl5qWt5qS45Ia65LC16Iy875WA5rOu5a+Y5oiP5aWA5oCd56+Y5oiP5aWT5auB5z5jPD5jLzyCgOO0r+iNj+eJjueImemdgOKCgOOnkOWLnOelneaLuOSxt+Wqh+igveScgOI+Yzw+Yy88nYDin7zviLnkgLvkr5jmop3pjIfpjLzvhrrkt6DmiLnkjoDmnIDimrzvipblo4LpqJzljLzvjKHojbjkl77lpYDmpZPlq4HnPmM8PmMvPIKA44qD5oC45Ia65IOQ5aek5b2D6Y655Ly85Iy874uc54C45Ii55Jm/6Iy874uc54yH6YC+5bSk5aKO5rSX6baX5oC45Kys57q65Kq45Im45IKA45uK5bm06I245Kuv5ouo54e/6Kq45LSV5oy874C85ZOJ5pCt5Zab55Cd5rqj5oqK5ry/57y/54O/5Y+w5Yy875+85ZK+5aq45KS45KWM5oeM5o2P54mO54iZ6YKA44Cd54uc56OP5aiX6aic5bq65Je85Iy876m956OP5aq45IC45Ia65JGP5bq65IC45Ky75JGI5pm754y874O/5bS06Ii+5aek5YGA6LGS6T5jPD5jLzydgOKCgOO7juWjj+Wol+mwiOWsu+SgveSMvO+GuuS6o+aAvOWBpuionOWwjueMvO+NveS4r+iGuuS9peWCgOOKleWzkeW7r+W6uuSQgOicgOKavO+TgemNj+eJjueImemdgOKCgOOKleWvmOacgOI+Yzw+Yy88nYDin7zvi4nmmKvphJrnpZ3mt6/oqpPlqJzlr5jmmb/oiJnpgYDonIDimrzvra/oqofog5blg5blpZPlq4HnPmM8PmMvPJ2A4oKA47yA6ZuJ54i+5bq65Kq45Jm/6JS45IyA6Iy877q65K245JOB6YyQ5aq45IC45Kq955e+5YGm6L2D6K+P5Yi+5ZGI5oy876Oe5qm/5JyT56i75LmC55m/6KC95Ia65Lq45Iy874a65ICd56GN5q+Y5peu56C95Iy877+d5oGA6JyA4pq875OB6bWU54uJ5oa65LaU5oy876Wd5re16Jmr55a75D5jPA==