Chapter4-10（1 / 2）

PHA+5a6L5pWP5oOg55qE5Yiw5p2l5oiW5aSa5oiW5bCR5b2x5ZON5Yiw5oiR55qE5b+D5oOF77yM5L2G5piv5LiK5Y2I6L+Y5piv5b6I5bmz6Z2Z55qE6L+H5Y675LqG44CCPC9wPjxwPui/meauteaXtumXtOWui+aVj+aDoOayoeacieS7u+S9leWKqOS9nOiZveeEtuiuqeaIkeaEn+WIsOacieS6m+iutuW8gu+8jOeUmuiHs+iuqeaIkeaAgOeWkeaYr+aatOmjjumbqOWJjeeahOWvp+mdme+8jOS9huaYr+i9rOW/teS4gOaDs++8jOeOsOWcqOWcqOi/meaJgOWtpuagoeW5tuS4jeWDj+S7peWJjemCo+agt+WPr+S7peiuqeWlueiChuaEj+WmhOS4uu+8jOWkmuWkmuWwkeWwkeaKkeWItuWluemCo+Wao+W8oOeahOihjOW+hO+8jOWPquaYr++8jOaAu+inieW+l+i/meS5iOWuiemdmeayoeacieS7u+S9leWKqOS9nOeahOWlue+8jOabtOiuqeaIkeaEn+WIsOaLheW/g+OAgjwvcD48cD7lupTor6XigKbigKbkuI3kvJrmnInkuovlkKfigKbigKbnnIvnnYDnqpflpJbmmbTmnJfml6DkupHnmoTok53lpKnvvIzpmpDpmpDmhJ/liLDkupvorrjnmoTkuI3lronjgII8L3A+PHA+5Lit5Y2I77yM5oiR5ZKM5pWP54aZ5ZiJ5YeM6L+Y5pyJ6b2Q5a2Q5p2w5Yeg5Liq5Lq65YOP5bmz5bi45LiA5qC35p2l5Yiw6aOf5aCC5ZCD5Y2I6aSQ77yM5Ly85LmO6L+Z5bey57uP5Y+Y5oiQ5Lmg5oOv5LqG77yM6Ieq5LuO5LiK5qyh5Y675LqG5ri45LmQ5Zut5ZCO77yM5oiR5Lus5Yeg5Liq5Lq65Y+Y5b6X5pu05Yqg55qE5Lqy5a+G77yM5omA5Lul5peg6K665YGa5LuA5LmI5oiR5Lus5aSn6YOo5YiG6YO95Zyo5LiA6LW377yM5bCx5YOP6b2Q5a2Q5p2w6K+055qE77yM5oiR5LiN5YaN5piv5LiA5Liq5Lq677yM5pyJ5LuW5Lus55qE6Zmq5Ly077yM55yf55qE6K6p5oiR5oSf5Yiw5b6I5rip5pqW44CCPC9wPjxwPuOAjOasuOasuO+8jOaIkemXruS9oOS7rOWWlO+8geS9oOS7rOS7iuWkqeaUvuWtpuacieS7gOS5iOS6i+WQl++8n+OAjeaVj+eGmeWSjOmjn+eJqeWli+aImOWIsOS4gOWNiu+8jOeqgeeEtuaKrOi1t+WktOS4gOiEuOacn+W+heeahOeci+edgOaIkeS7rO+8jOeci+i1t+adpeS8vOS5juWPiOacieS7gOS5iOiuoeeUu++8jOavleern+aVj+eGmeaAu+acieS4gOWkp+WghumsvOeCueWtkOOAgjwvcD48cD7jgIzmsqHmnInvvIzmgI7kuYjkuobvvJ/jgI3lmInlh4zpl67lh7rmiJHku6zlh6DkuKrnmoTnlpHmg5HjgII8L3A+PHA+44CM5bCx5piv5ZWK77yM5pyA6L+R6ZmE6L+R5paw5byA5LqG5LiA5a6256S85ZOB5bqX4oCm4oCm44CN5pWP54aZ56yR5Zi75Zi75Zyw6K+077yM5Y2z5L2/5aW56L+Y5rKh5pyJ6K+05a6M77yM5oiR5Lus5Yeg5Liq5Lmf5aSn5qaC54yc55qE5Ye65p2l5aW55oOz6K+055qE6K+d44CCPC9wPjxwPuaIkeS7rOW9vOatpOeereeEtuWcsOeci+S6huS4gOecvO+8jOOAjOS9oOeahOaEj+aAneaYr+imgeaIkeS7rOmZquS9oOWOu+WvueWQp++8n+OAjeaIkeaOpeS4i+WlueeahOivne+8jOS8vOeskemdnueskeeahOeci+edgOWlueOAgjwvcD48cD7jgIzlmL/lmL/vvIzlr7nllabvvIHjgI3kuI3lh7rmiJHmiYDmlpnvvIzooqvnjJzkuK3lv4Plo7DnmoTmlY/nhpnlk4jlk4jnrJHvvIzjgIzkvaDku6zpg73nn6XpgZPllabvvIHjgI08L3A+PHA+5Zyo5oiR5Lus6L+Z576k5Lq66YeM5bCx5bGe5pWP54aZ5aW55pyA5Y2V57qv77yM6L+Z5qC355qE5aW577yM5YK75YK755qE77yM5LiN6L+H5b6I5Y+v54ix77yM6ICM5LiU5Lmf5q2j5piv5Zug5Li65aW55Y2V57qv77yM5omA5Lul5oiR5Lus5Yeg5Liq5Lmf5omN6L+Z5LmI5Zac5qyi5aW55ZWK77yBPC9wPjxwPuOAjOWkj+aVj+eGmeS9oOaDs+eahOi/mOS4jemDveaYr+i/meS6m+ayoeiQpeWFu+eahOS4nOilv++8jOeUqOiGneebluaDs+mDveeMnOeahOWHuuadpeOAguOAjeWPtuaJv+Wuh+aWnOecvOeci+edgOaVj+eGme+8jOi/mOWBh+ijheaXoOWliOeahOaRh+aRh+WktOOAgjwvcD48cD7jgIzlloLvvIzku4DkuYjlj6vmsqHokKXlhbvnmoTkuJzopb/llYrvvIHjgI3pl7voqIDvvIzlj6/niLHnmoTmlY/nhpnnnqzpl7TlsLHlj5johLjkuobvvIzlpbnnnqrnnYDlj7bmib/lrofvvIzlg4/mmK/opoHmiorku5bnmoTouqvkvZPnnqrlh7rkuIDkuKrmtJ7kuIDmoLfjgII8L3A+PHA+44CM5oiR6K+055qE5piv5LqL5a6e5ZWK77yB44CN5Y+25om/5a6H5LiA6IS46Ieq5bex5rKh6ZSZ55qE5qih5qC377yM6YCX5b6X5oiR5Lus5Yeg5Liq6YO956yR5LqG5Ye65p2l44CCPC9wPjxwPuOAjOS9oOWGjeiusuS4gOWPpeivleivleeci+OAguOAjeaVj+eGmeebtOaOpeWcqOS7lueahOWktOS4iuaLjeS6huS4gOaOjO+8jOi/meWlveWDj+aIkOS6huavj+WkqeS8muS4iua8lOeahOahpeauteOAgjwvcD48cD7mlY/nhpnlkozlj7bmib/lrofov5nkuKTkuKrkurrlsLHmmK/kuKrmtLvlrp3vvIzlj6ropoHmnInku5bku6zlnKjnmoTlnLDmlrnmsJTmsJvpg73kvJrlvojmhInmgqbjgII8L3A+PHA+5oiR5Lus5Yeg5Liq5peg5aWI55qE5a+56KeG5LiA55y877yM5a+55LqO6L+Z5Lik5Liq5rS75a6d77yM5oiR5Lus6YO95rKh5pyJ5Yqe5rOV5rK75b6X5LqG5LuW5Lus44CCPC9wPjxwPuS4jei/h++8jOaIkeaAu+inieW+l+S7luS7rOS4pOS4queahOebuOWkhOaooeW8j+WwseaYr+imgei/meagt+WQteWQtemXuemXueeahO+8jOS4jeeEtuWwseS4jeWDj+S7luS7rOS6huOAgjwvcD48cD7jgIzlpb3kuobllabvvIHkuI3opoHpl7nkuobvvIzlv6vngrnlnZDkuIvmnaXlkIPppa3jgILjgI3lvKDlmInljY7ml6DlpYjnmoTlh7rlo7DliLbmraLvvIzopoHmmK/ku5bku6zlho3pl7nkuIvljrvvvIzmgZDmgJXov57lkIPppa3nmoTml7bpl7Tpg73kuI3lpJ/kuobjgII8L3A+PHA+44CM55+l6YGT5LqG5ZWm77yB44CN5pei54S26YO95pyJ5Lq65Ye65aOw5LqG77yM5LuW5Lus5Lmf5bCx5LiN5pWi5YaN5LqS55u45LqJ5ZC177yM5a6J5a6J6Z2Z6Z2Z5Zyw5Z2Q5LiL5p2l6Lef6aOf54mp5aWL5oiY44CCPC9wPjxwPuS4jei/h+WuieWIhuWQg+edgOS4nOilv+eahOS4pOS6uu+8jOern+eEtui+ueWQg+i/mOi+ueazqOinhuedgOWvueaWue+8jOi/meagt+eahOWcuuaZr+ecn+eahOW+iOWDj+aYr+S4gOWvueaDheS+o+WcqOmXueW9huaJreOAgjwvcD48cD7ku5bku6zopoHmmK/nnJ/nmoTlnKjkuIDotbfnmoTor53vvIzkuI3nn6XpgZPkvJrmgI7kuYjmoLflkaLvvJ/lj6/og73mr4/lpKnpg73lg4/ov5nmoLflkLXlkLXpl7npl7nlkKfvvIHmiJHnmoTohJHmtbfkuK3nqoHnhLbmta7njrDov5nlr7nmrKLllpzlhqTlrrbnm7jlpITnmoTnlLvpnaLvvIzmg7Pmg7PlsLHop4nlvpflvojlpb3nrJHjgII8L3A+PHA+44CM5pWP54aZ5ZWK77yM5Yir5YaN5rCU5ZWm77yB44CN5oiR56yR552A5ouN5aW555qE5aS077yM55yL6KeB5aW55Zif5Zi06L+Y5piv5b6I5LiN5ruh55qE5qC35a2Q77yM5oiR5Y+q5aW95a6J5oqa5aW577ya44CM5pS+5a2m5oiR5Lus5Yeg5Liq5YaN6Zmq5L2g5Y676YCb6YKj5a6256S85ZOB5bqX77yM5L2g5bCx5LiN6KaB5YaN5rCU5LqG77yM5aW95ZCX77yf44CNPC9wPjxwPuOAjOecn+eahOWQl++8n+OAjeWQrOingeaIkeeahOivne+8jOaVj+eGmeaVtOS4quWFtOWli+i1t+adpe+8jOaLieedgOaIkeeahOaJi+iHguaLvOWRveeahOaRh+WViuaRh++8jOWlveWDj+aAleaIkeWPjeaClOS8vOeahOOAgjwvcD48cD7jgIzlr7nllabvvIHliKvlho3mkYfkuobvvIzlpLTlvojmmZXogLbvvIHjgI08L3A+PHA+44CM5a+55LiN6LW35ZWm77yB5oiR5aSq5byA5b+D5LqG77yB44CN5pWP54aZ5pS+5byA5omL77yM5LiN5aW95oSP5oCd5Zyw55yL5oiR77yM44CM6YKj6K+05aW95ZuJ77yB5pS+5a2m5LiA6LW35Y6744CC44CNPC9wPjxwPuOAjOWlve+8jOS9oOW/q+WQg+WQp++8geOAjeaIkeeCueeCueWktO+8jOeci+edgOWluee7iOS6juS5luS5luWQg+iHquW3seeahOS4nOilv++8jOaIkeacm+WQkem9kOWtkOadsOS7luS7rOS4ieS4queUt+eUn+OAgjwvcD48cD7jgIzmrLjvvIzpvZDlrZDmnbDjgIHlj7bmib/lrofjgIHlvKDlmInljY7vvIzkvaDku6zlh6DkuKrkuZ/opoHnu5nmiJHkuIDotbfljrvvvIzlkKzliLDmsqHmnInvvIHjgI08L3A+PHA+44CM5Li65LuA5LmI77yf44CN5LuW5Lus5LiA5Y+j5ZCM5aOw55qE6Zeu77yM6buY5aWR5Y2B6Laz44CCPC9wPjxwPuS5n+WPquacieaJk+evrueQg+i/mOaciei/meenjeaXtuWAmeS7luS7rOaJjeS8mui/meS5iOWPiOm7mOWlkeOAgjwvcD48cD7jgIzkvaDku6zmg7Pmg7PvvIzpmarlpbPnlJ/pgJvooZfvvIznlLfnlJ/nmoTkvZznlKjlj6rmnInkuIDkuKrvvIzkvaDku6zlupTor6XlvojmuIXmpZrlkKfvvJ/jgI3miJHnlKjngb/ng4LnmoTnrJHlrrnmnJvnnYDku5bku6zjgII8L3A+PHA+6Ze76KiA77yM5oiR5piO5pi+5b6X55yL5LuW5Lus5LiJ5Liq5ZCM5pe25oSj5LqG5LiA5LiL44CCPC9wPjxwPuWRteWRte+8jOecn+WlveeOqe+8jOWwsei/nuW5s+aXtuS4jeaAjuS5iOaKiuiEuOmDqOihqOaDheaYvuekuuWcqOiEuOS4iueahOm9kOWtkOadsOmDveaEn+WIsOWus+aAle+8jOeci+adpemZquWls+WtqemAm+ihl+ecn+eahOiuqeS7luS7rOeUt+eUn+W+iOaciemYtOW9seOAgjwvcD4=