21开出白毛的概率是百分百（1 / 1）
PmMvPCknICcgLCcgPmMvPJ2A4oG875OB6YWD5qCX5pyA4pq877Cj5bqH5auP5Yy876Wd5re16KyI57WB54C/5qq45IC45Kem57+V6SA+Yzw+Yy88goDjsLPlk4HprpfphJrngZfmsLPlkLrmhbjmpYXlnqPpsb3lkYnlm7rko4LpID5jPD5jLzyCgOOZu+SCpuWYo+mYo+mMvO+hh+Wdu+eYsOWFuOaquOSquOS6uuSLueSKuOSRieWMvO+xveWruuiRieWhvuWTgemgh+WHv+iRu+a6qeeppOW2hOeBqucgPmM8PmMvPIKA45Ct5YyP5bW/5bOD5qmk5Z2T6ICd55uc5oq45LCc5YmN6Kic5bq66Kem57+V6Yy874a65L2l5bGw5aic5aWT5Yi45aek5ZCn5Yi45aek5a+Y5oGm6CA+Yzw+Yy88gbzvg7/ltLTor5jmsbDluabliLjlj7DlhJrnu4XlsbflqofojLzvhJrnk4nmkLnkqaTljJLloqzmnJbluozmr5jmmL/op6bnv5Xphr3kjLzvorXojbjkk4nmn7nktoTnvZnogoDjvpjmjpjmqqTll77lmoHltLDmvpTmiormjbjkjLzvtInpi7nkpr3ojYnlhJrnj5nmqbjmhrrklo/luJDlkLnkqaTlID5jPD5jLzyCgOOyuuiZiOWyuui9g+iMvO+apOWNuOSut+W3lOeuv+SUremEmueXnuaDoeaMkuW2nuaTieaMvO+zhuW5r+WcluWNuOSMvO+QreW3oOaBgOivmOaYv+ijoeiAp+cgPmM8PmMvPIKA45Wv6JSv5quI5YaI5ZC55Kmk5bmm5Yi45Y+w5YqP5aW75KOh6ICn56WT5Yi45Zub5YyS5YiP5aem57+V6Y6Q5Yu55CA+Yzw+Yy88goDjmqTlh6Lpt47otpTmp6bnv5XppZ3mi7jkupzlgLjkjLzvuYLnh4zmjrrkhJblmL/ojLzvk4nmvYPoopfmkKfliLjljLrkjLzvs7boobvmhojlgY3ljLzvvYjnlLDmhbjmnqXnpZ3mi7jki6Pnh4jlhr3kjLzvorXok4nmobLmrbjki7nkmZbmj4TmgqblvZnop6bnv5XpjLzvkKfliLjljLrkhJrnr4/lpK7okr7llqbpkK3ljI/lr5jmp4TmjbjkID5jPD5jLzydgOKCgOOGuuSlnea5puWIuOWcgOKMvO+wo+WGuuSZgOWul+m2hOegguaMvO+GuuSlneanpue/lemTgemln+exsOW0pOWsiuaNuOSMvO+QreWRu+manuaAuOSLuOS9kOiHjOaLieaMvO+IvOWqh+i2jOi5g+eonOWMm+aSnemMvO+Qp+WIuOWMuuSBp+i7juWnpue/lekgPmM8PmMvPIKA45Cn5Yi45Yy65L6J5ruO5bGw5Yu65Ii55IC75Imc5pye5oKm5Yy874Sa56O75KS65I2J5bC16LS45KWT5Yi45aek5ZCn5Yi45aek5be16LOD5oy876mk5aCH5Ya65LK66Kem57+V6YSa55yq56C86bSk5bGK5iA+Yzw+Yy88goDjk4nmsJzlm4rlqIXlvbDluoflvYPpjLzvgbDor5jmoL3koa7nID5jPD5jLzyCgOOfnOekruiEmueGkOe7reakrui/nea7iOWNp+ejgumvmOaMvO+fnOekruiRkOWAuOSMvO+Vr+iUr+a5r+WinemDl+aIiOaMvO+Ii+e8i+esiOiZv+ivmOafueSTieaQp+WIuOWBj+WrouiPmeapuOaEmuefnOa2l+aRsOW0ueWdiOWTveWzg+YgPmM8PmMvPIKA44a65Jy65qem57+V6Yy874e/6Je+5ZG36Ia95Iy874e/6I245JOJ5q+Y5pOJ5oy874Sa56Wd5rqH5YO7576v6Ji/57S55Zqk5bml5a+Y5r2D6Yy877u05j5jPCAnKCknICcgLCcgPmMvPLWB55Wz5qu66Kem57+V6b2l5Zi/6Iy876qo5q6b6JOB6bic6bq45IGe5oy8746Z6JuM54Km5ZSw5pGJ5YSa54OX5oiI5iA+Yzw+Yy88goDju4flm5fnrYHpqIPmjLzvla/olK/mkKfliLjlgY/lvonmu47lkbfoiI/lp6bnv5XpID5jPD5jLzydgOKCgOOikeWavOSIueSOgOacgOKMvO+7juWwteinpue/lemRkOWMvO+RrOerkOWum+eJnOeMvO+YnumlheWRieW2lOaPmeapuOYgPmM8PmMvPIKA44Sa55O86ZO86ZSw5qem57+V6Z2A4oKA46+Y5o245K+Y5oa65LSw5r6U5oiP5aC95Iy875+85Yi45ZyA4iA+Yzw+Yy88goDjuaXlmbvnk77orbjkla/olK/mqJzlvaXlsIHmvYPpoazmj6/mtI3lp6bnv5Xpirjkua/ljLzvkbDlgZ7mpbTomqTlnIPojLzvvJznrrrkurjkgZ7mqbvnmIjmlqTlua/ljpjmjpjmlrvkh7/ojbjkjLzvh4vli6XlipHlqofoqrjkgLjkrKznj5nmqbjmID5jPD5jLzyCgOOcnuaQiOaLnOeLnOeYiOaeruWAneezg+aMvO+QiOaJnOaomeWtqemRj+WIhOa5peWvmOaMgOiMvO+8gueuv+Srv+Wki+WngOasvei2hOeBque5peWvmOaNuOSSgOWMvO+Lo+eHiOWVr+iUr+aol+mMkOWMkuWavOSUsOW2geWnpue/lemMvO+OkOW+tOaOo+m1geeem+UgPmM8PmMvPIKA44a65LC16JGJ5aG+5ZK05oe95qu66Ky96Iy8752A4qC95JOJ5qWd5o2G5amk5bmU5pyA4qWP5YC45Iu45KK45Lml5Yy8752A5o+E5omc5rq45KSu6IyA6I2P5Yy876W06KuM5omn6I245J+55Kem57+V6SA+Yzw+Yy88goDjq6/mhojllrvksIjlpLzkobLmvYPpqJnlr5jmmL/okYnlr5jmuq7ooJfmjLzvu4flu5TmqIPpqIXliY7msrrosbDlv4Hpqpfpor3lq7rooJ3pqIXljLzvm4vmpY7miLnkjoDmjbjkjrnkoIfljLzvmqTluK7ouoflmKvpuaXllK/mjrnkvLzkurjkrr/kuZbmua/lID5jPD5jLzyCgOOHv+iTieahsua6uOSgm+WMvO+GuuSTieaNuOSnpue/lemMvO+OkOWfkum7iOWAuOQgPmM8PmMvPJ2A4oG874i55Lae5oC45JOJ5oiF5aKd6YGn6K+Y5o245Kq75Lyk54Sa56uj5a6/5JyA4pq875OB6ZGs57SY5aeS5Yy876yJ5qC85YWD5p6l54y875Gg5ouc57Sk5bC75Kem57+V6SA+Yzw+Yy88nYDin7zvl5DlhrrkiLnkgLvkmZTpmoHlkYjmr5jmjLzvtq7lurrkk4nmtoTngarniLnkjoDmmKjlkafloL7kp6TljZDloJfmnIDimrzvrpfpmojmgJPljLzvpLzksoLmhaPor73kjLzvg7/lp43mkK3lv6XomoHljLzvirjkkaDmg6HmnpvlgIDpjLzvq7roqpfpu7TmtYHnkK3lt5TnID5jPD5jLzyCgOOrv+WBnuaLiea6h+WMvO+5lua5r+W7h+W7lOa2hOeBqueGheWEoumgl+arr+aMvO+Aneevg+aNuOSNiea5peWMvO+9iOeNuOS5gueJnOanpue/lemprui9g+m+sOWwiOW0pOWOu+Suv+SUremqgOaHpeWquOSZv+ggPmM8PmMvPJ2A4oKA45io5ZGn5aC+5Kek5Y2Q5aCX5oy876eQ5b2l5ZyA4oy875eP5aWO5rSX6aye54iP5Yy875Gs55eA6aui6JCt5beU552A4oKA45eZ5ZyA4iA+Yzw+Yy88goDjiafon4TmhJrng7Dojr3kiL7ll77ls67liY7ljafniZzmjLzvt4/lsKfnqrjkmb/oj4Tmobvmqofol5rmjLzvjK7ltK/op6bnv5XpnYDigoDjoL7kp6TljZDloJfmjLzvkYjmq4/lsbDloL3knIDiID5jPD5jLzyCgOO0r+iNuOSfueSnpue/lemMvO+0r+iNuOS5lua5r+UgPmM8PmMvPJ2A4p+8742Q5bOK6Jio5ZGn5ZmV5rev6JyA4pq876em57+V6be16K6X6ZKA5Y2P5Yy875On5Y2Q5bG35aqH6LSv6I245JCt5beU5yA+Yzw+Yy88nYDifqaT5aW75K+P5b2D6Yi55IC75JGI5quP5bOD5qC95Iy877eP5aas54Sa54Gm6I2H6Y245Kq45IC45K+Y5oe/6I245Jet5Y2Q5Yy875eQ5Zet5Y2Q5YSa57au5bq65K6X6a+Y5pio5ZGn5ZyA4iA+Yzw+Yy88goDjsonojr7njYnlvJznhqfooJfmjLzvhYPmjqPpo6fojbjkp6bnv5XpnYDin7zvgbDor5jmoL3kpbvkgInmnIDiID5jPD5jLzyCgOONieW4g+iOuuSuvee6oemLjeaMvO+Rj+W/lemHv+i9jOaMvO+LnuWggOmuuuSCvOaquOSAuOS6h+W5h+WPhOaPu+eNuOSdu+eFtuiMvO+ruuiHv+iPgeWuvuWQreW3lOeMvO+Rj+W9meeEmueWu+SirOacluWnpue/lem6uOSlu+SvmOaOueS8vOQgPmM8PmMvPIKA45a75IiQ5YKA6a+r56CX5rSN5Ya95Iy876+655+k5Y245Je+5b2Z54y875GP5bCB57aT6a665ISa55W855W855245J245IKd5oKP5a245JGP5b2Z54Sa54eJ56ek5aic5ZGP5b2Z54Sa566/5JSt6Y295Jm/6IyA6Iy877yc54CA6I6N5ZSf5reg5oC45ImF5Yic5ry85Iy877mO6IG05oi+5q+656yI6Kqb6YKm5ZGP5b2Z54Sa54qw5Zm75I6N5Zyu54y876uI5bqM5YCJ5omc5q+Y5pi/6JGP5b2Z54Sa54WA6Iy65Iuc54a754e/6I245CA+Yzw+Yy88gbzvvpnnhojlvpnnr5jmtoTnn6vnh47ngqbmhJrnm6/mvZnnuoflgLzlub7oqJHlvrTmjqPptYHnID5jPD5jLzyCgOOuv+SUremRj+W9meeNveSZv+iBp+iekuaIj+WQreWXnua/peionOWMvO+KsOWZu+SOjeWcrueEmueRj+Wqm+mGuuSwiOWHgemnpue/lemXnuaGr+W5vuicuOSonOUgPmM8PmMvPIKA44q45JGP5b2Z57Sk5YC45KOC6ZCt5beU56ic5ZmV55yB5b+654an6Iy874uc54245KOP5biD6LKc6bij6ISa566b56me57q65JW85Y+E5oWV5pa75ICd576U5oy875GW54aw5aG/5Iaw5aem57+V6SA+Yzw+Yy88nYDigoDjhrrkpK3mjrrkmZXngprmsbDljLzvsInmk4nmurrkobLmn7nkjLzvmZTpjbjkr5nmjqPpjLzvjIfpmb/ohrrksIjlm4DpvaXlmojljLzvmZ3phbjmsrropZ3muofll77lvIDpq6LojLzvpoPnqqTlgJ3nhb7ljJXnlK3pr5jmjbjkmL/ojLzvppPlurrkj53lr5jmjbjkr4/lkYjmnIDiID5jPD5jLzyCgOOMleewnOWOo+m1gee6h+W2tei/oemAuOSNj+a0muaWu+SKiuaMvO+KsOWIuOWKkeWApue7juWeo+m7iOWLq+enpue/lemMvO+6uuSPneWvmOaWu+ScnuaCpuUgPmM8PmMvPJ2A4p+874Sa54u65I+d5ZqB5aWd5q+Y5qC95Iy874yH6ZCt5Zee5oSa57605o6j6bWB56ic5bCO57qH5Zq85Ii55IC75Lq45K6/5JSt6aq45IC45KC95JyA4iA+Yzw+Yy88goDjopHlhrrklLDmn5TntJvmiafon4TmiLnkjoDmjK7lrJDlID5jPD5jLzymgOKmgOKavO+npue/lekgPmM8PmMvPJ2A4oKA44a65IKH5r2l5aqk5YWD5qih6ISa56C95Jio5ZGn5a+Y5qqP5Yy876+c5oO/5buv6Jq85I245La55bau5bq65Iy876aV5b2l5aaV5b2l5ZyA4oy874uJ5oyP5be16L645JKH5rWF5pa75Iy875O+6Ia65KSu6JCt5beU56+Y5pi/6I6Q5YCc5iA+Yzw+Yy88goDjmI/lh7jklLrlmI/ljbjkID5jPD5jLzyCgOOYu+mJsuaBjOadv+Snpue/lemMvO+ikeW5peWIr+ivuueVjeWvmOaYv+ifvO+vnOaDv+W7r+iavOSfnOcgPmM8PmMvPIKA45Gs57u96IeU5b6L5ZCt5beU552A4p+875GI5oKq6YyH6YO/5aic5a+Y5q+P5Zio5ZGn5ZyA4iA+Yzw+Yy88goDjurrkgqrpjIfpg7/lqJzljLzvkK3lt5Tnqp7nvJzngJ3nr5znjLzvlLrlnpvljbjkp6bnv5XpID5jPD5jLzyfvO+wo+WDv+WEmue5peWBp+iskOW9g+iWu+SfvO+IueSAu+QgPmM8PmMvPJ2A4oKA45St6YWt6Yi55IC75K+Y5o245K+P5bau5bq65Iy876aT5a+Y5o245JyA4iA+Yzw+Yy88goDjk4HplK3pha3pr5jmhJrnrr/kh7/ojbjkjLzvrr/klK3pr5jmnq7lrqHnjLzvn4Lmp6TltoTnjYHmp6bnv5XpgbzvipXlID5jPD5jLzymgOKmgOKQi+ePg+W0m+a0r+iCpuWNuOSMvO+uv+SUremvmOa0r+ggPmM8PmMvPIKA47KJ6IW15oSa56CY5rib57GK6IOh5oyS5a+Y5p+55LOj6KOh6Iy875Sw5pmm6Zu65Imc5rOH6JqU54y875Sw5pG76Ymc5qGy5oW75I245Iy877m+6L6y5o245LmC54qN5ZCt5beU542J5byc54y875G76au66IC45L6w5bCI5bSk5Y675Iy875W7562855Sw5pG76au66JG15q+Y5r2D6a6/5JSt6YSa54yH6aGx6LCN5b+d5ruI5aem57+V6Yy874a65Iel5Z+55Jm/6CA+Yzw+Yy88goDjvJznqJznp6bnv5XpnZzmlrvknYDigoDjppPlrr/klK3pjZDlgLjkr5jmjLzvlqblr5jmjbjkkYjmh7/ojbjknIDiID5jPD5jLzyCgOO8nOenheaMj+WJnOaMvO+6uuSHv+iWoumqgeinpue/lem4pOWYv+iMvO+GuuSRrOeMgOiNj+WMvO+8geaNuOSfueSiveeskOWQreW3lOcgPmM8PmMvPJ2A4oG8772t5Zam5bmW5pW95K+Y5qC95IG875SR5ZyA4pq877CI5Z2W5bO26IGN5ZSw5q245Iy875Ct5beU56qA5oel5YeM5rSb55aw5ZGJ5Y6Q5Y+95JyB5Yy877GK6JGJ5aq45I2A6IuJ5re16Iy876Wt5qS45ICA6Y6Q5aem57+V6SA+Yzw+Yy88goDjhrrkjrvnlLzmqofosrrkmrzkupzmiZzmkoDlpZfmirvkjLzvoqzmnJblr5jmiL7lp6bnv5Xpja/osI/lpY/liZzmjLzvkK3lrJzmna/otJfpurrkhJrni5znpZ3mn4Dlo4LpiYLmtYHnjrvkt7Xos4PmID5jPD5jLzyCgOOTgemWpOWUremqgumPg+W0m+aMvO++tOajreaol+mNkOWIueSAu+SvmOaNuOSonOWeruWMvO+6uuSZv+iNieW8nOeAneennue5peUgPmM8PmMvPIKA47SV5pC96bOj6KOh6IGg57e16J+55Iy877yk54Wb6YS65a+r56+Y5o245Jeu57Gw5Yy876uj5a6/5JOB6aOt5q+Y5r2D6YSa54Gn6IyH6b605o6j6bWB56ic5YW+5Yy874aO5bi45oi45bqH5b6b5qqc5pi/6Lml5Yy876mJ57q65ISa54+85beg5pm/6Ie/6IGn6KGy5qem57+V6SA+Yzw+Yy88goDjjILouIPospzpkqLojLzvnpXmvp3mtJvml77lr4nmqYnno6HoiormmYjlnq7ljLzvoovmtpTmn6Xoo6HohJrno5XmiIrllLDmkYnlq6Lor5jmj4PlvaXlo4LpiormhaPoh4Hli4nmqJTntJfpna/otK/oID5jPD5jLzydgOKCgOOGuuSjj+W4g+i2ruW6uuSwiOWkvOSUsOaRieWEmueYqOWRp+WNieaaiOWMvO+AkeWOk+WcgOKavO+0r+iwo+W6h+WQreW3lOeMvO+epeewteinpue/lemBp+ggPmM8PmMvPIKA44Go5aON6L275IC45Ka45aqH6K245Jmd6bO55YSa54qw5Zm75KeF56aw6K+Y5oy874mO5YyH5bKJ6KOt5oSa54qw5Zm75I6N5Zyu56+Y5oy876iX6YyO5o6j6bWB54Sa54yH6aGx6LCN5bml5SA+Yzw+Yy88goDjqJfpjI7mjqPptYHnhJrnor3lo63mobLmiLnkmb/oiZzms4Pmjbjkr4/luaXljLzvhrrkvaXlqqTljLzvlLDmo4/lvp3mp6TljLzvirjkjbjkua/lvYPpoLzlmb/ojYnlvJznjJLljLzvjYHpgLjkhrrkh7/ouITohJrnqJfpjI7mjb3knbnkgY3ljLrkvpnngLjkmb3ktoXlgZjpmbvkpL7nhrDljIfpi6LokYToqJzln4DpiYXljLzvmb7pjLnknpvlgLjkuoflnpDmjYbljYXlurjkjLzvhrrklYDmn5znr5jmuaXljLzvhrrkvrLnnpvlmb/op6bnv5XpID5jPD5jLzyCgOO+nea+lOavmOaIvuWMvO+iheaNuOSntOeNuOSMvO+npue/lemRkOWwteilreazm+aMvO+wnOWLuOS9kOieo+mYo+mYo+m7veiQreW3lOeKuOSRoOYgPmM8ICcoPmM8