例题例题例题例题已知某挡土墙。墙已知某挡土墙。墙已知某挡土墙。墙已知某挡土墙。墙背垂直光滑、填土背垂直光滑、填土背垂直光滑、填土背垂直光滑、填土面水平，计算数据面水平，计算数据面水平，计算数据面水平，计算数据如右图所示：如右图所示：如右图所示：如右图所示：试计算该挡土墙主动试计算该挡土墙主动试计算该挡土墙主动试计算该挡土墙主动土压力及作用点位置，土压力及作用点位置，土压力及作用点位置，土压力及作用点位置，并绘出土压力强度分并绘出土压力强度分并绘出土压力强度分并绘出土压力强度分布图布图布图布图分析分析分析分析1 1 根据题意选择公式根据题意选择公式根据题意选择公式根据题意选择公式2 2 对特征点编号并绘主动土对特征点编号并绘主动土对特征点编号并绘主动土对特征点编号并绘主动土压力强度分布图压力强度分布图压力强度分布图压力强度分布图按比例绘强度分布图按比例绘强度分布图按比例绘强度分布图按比例绘强度分布图3 3 计算临界深度计算临界深度计算临界深度计算临界深度建议按比例算建议按比例算建议按比例算建议按比例算4 4 大小、方向、大小、方向、大小、方向、大小、方向、作用点位置作用点位置作用点位置作用点位置地下室地面地下室地面地下室地面地下室地面P133P133计算地下室外墙上的土压力分布、合力大小及其作计算地下室外墙上的土压力分布、合力大小及其作计算地下室外墙上的土压力分布、合力大小及其作计算地下室外墙上的土压力分布、合力大小及其作用点位置用点位置用点位置用点位置5m5m分两种情况计算（主动、被动）分两种情况计算（主动、被动）分两种情况计算（主动、被动）分两种情况计算（主动、被动）补充例题补充例题补充例题补充例题某挡土墙某挡土墙某挡土墙某挡土墙高高高高6m6m，填土的物填土的物填土的物填土的物理力学性质指标如右图所理力学性质指标如右图所理力学性质指标如右图所理力学性质指标如右图所示；示；示；示；墙背直立、光滑、填土面水墙背直立、光滑、填土面水墙背直立、光滑、填土面水墙背直立、光滑、填土面水平平平平并有均布荷载作用并有均布荷载作用并有均布荷载作用并有均布荷载作用试求挡土墙的试求挡土墙的试求挡土墙的试求挡土墙的主动土压力主动土压力主动土压力主动土压力及及及及作作作作用点位置用点位置用点位置用点位置，并绘，并绘，并绘，并绘出土压力强度出土压力强度出土压力强度出土压力强度分布图；分布图；分布图；分布图；分析分析分析分析1 1 选择公式选择公式选择公式选择公式选择朗肯公式选择朗肯公式选择朗肯公式选择朗肯公式 2 2 求挡土墙各特征点的主动土压力强度求挡土墙各特征点的主动土压力强度求挡土墙各特征点的主动土压力强度求挡土墙各特征点的主动土压力强度3 3 绘主动土压力强度分布图绘主动土压力强度分布图绘主动土压力强度分布图绘主动土压力强度分布图4 4 求主动土压力求主动土压力求主动土压力求主动土压力5 5 求合力位置求合力位置求合力位置求合力位置【例题例题例题例题】已知挡墙墙高已知挡墙墙高已知挡墙墙高已知挡墙墙高7m7m，墙背竖直、光滑，墙后填土面墙背竖直、光滑，墙后填土面墙背竖直、光滑，墙后填土面墙背竖直、光滑，墙后填土面水平，其上并作用有均布荷载，水平，其上并作用有均布荷载，水平，其上并作用有均布荷载，水平，其上并作用有均布荷载，各层填土的物理力学性质指标各层填土的物理力学性质指标各层填土的物理力学性质指标各层填土的物理力学性质指标及地下水位如右图所示：及地下水位如右图所示：及地下水位如右图所示：及地下水位如右图所示：试计算该挡土墙墙背试计算该挡土墙墙背试计算该挡土墙墙背试计算该挡土墙墙背总侧压力总侧压力总侧压力总侧压力E E及作用点位置，并绘出侧压及作用点位置，并绘出侧压及作用点位置，并绘出侧压及作用点位置，并绘出侧压力分布图力分布图力分布图力分布图。地下水位地下水位分析分析分析分析1 1 根据题意选择公式根据题意选择公式根据题意选择公式根据题意选择公式2 2 求各控制点的主动土压力强度求各控制点的主动土压力强度求各控制点的主动土压力强度求各控制点的主动土压力强度如求第二层的顶点如求第二层的顶点如求第二层的顶点如求第二层的顶点对各控制点进行编号对各控制点进行编号对各控制点进行编号对各控制点进行编号求某土层控制点的土压力强度归结求某土层控制点的土压力强度归结求某土层控制点的土压力强度归结求某土层控制点的土压力强度归结为为为为计算该点的土的自重应力计算该点的土的自重应力计算该点的土的自重应力计算该点的土的自重应力再再再再乘以乘以乘以乘以该土层的主动土压力系数。若是粘该土层的主动土压力系数。若是粘该土层的主动土压力系数。若是粘该土层的主动土压力系数。若是粘性土性土性土性土还要减去该层的还要减去该层的还要减去该层的还要减去该层的3 3 绘主动土压力强度分布图绘主动土压力强度分布图绘主动土压力强度分布图绘主动土压力强度分布图4. 4. 求合力求合力求合力求合力5. 5. 求合力作用点的位置求合力作用点的位置求合力作用点的位置求合力作用点的位置作业作业作业作业 6.3 6.3 已知墙高已知墙高已知墙高已知墙高6m6m，墙背垂直光滑，填土面水平，计算参数如，墙背垂直光滑，填土面水平，计算参数如，墙背垂直光滑，填土面水平，计算参数如，墙背垂直光滑，填土面水平，计算参数如图所示，试计算墙背所受土压力分布、合力大小及其作图所示，试计算墙背所受土压力分布、合力大小及其作图所示，试计算墙背所受土压力分布、合力大小及其作图所示，试计算墙背所受土压力分布、合力大小及其作用点位置用点位置用点位置用点位置#j9$1(a49XG!aYtm0*EmM5-Y6fJXfkxg0iv+r4y6nMEwU1I2O5IU1TALO4fIN%QG(i)Ct3$t3hxnPO#S$Zcs5S-mkvpCE-na+t(bGUkKuarLCEjg-31tUNMj2BjXSGFlwB*bJXdadSkh5hdqhhYzJPeDe$j+GJKeW4xH0fUjeaKgyDq$G%kc3oA0kV+nijWsG&(fkN-OsJ*GyLFMsgG(SxC7-bbE!OC(zPm7GfuMu8ea77!01y%#%!3zM117Rp57UMlf)8iO7*KMy)hr*vwCiv%aGO%W0RE+H*%zO0ZNBoWy$Hlqz9RPWFEns8SwJRgZdS9I1-)tP-tE+fI678&F!rXk%9ujzlgIUcixgr4UoZMhy3AscTjbJL(s&BMN7IVjbR1Mio0mAzfOAjc8*EUkf!ReEpm+H&94ecU0TDE92SVa9E3wzpHc)s9PNOlZu86MRa0i)gF$RJUSp69#b$Y%&f6DvstxRbTkEBBzy*O0wdpS3M)V9pecnbW*L3Sae+-L+Cuv5T3#ACVmo9IvHBylrKn*NystZ*RSm0it5#-b6Ty#cec-TeAxdA59RrIvnBTjI+bObeEEI-wIQHtIXgv$i*GQ*OZf1ZEo&R1kEqbWqSjggPbDArAPr%E*(jEpv2)qlyVRU*-hajXAXQkA901iA7gFMsLA&)PyW#Y+1PitPPSgP#p4hc2GaVQIG+5CG#AHfquM0+Lw1sNfjlt1QTW*m#Y-0KvgR8DPxq9yav9GPpB7pijt9wl-bJ61yRR2lQifg#LqUg3TVH086WCoEqE1pN9AI(b*8ZG$mXmPwX8zU80u-dlsefY1CCCdOAv&QAe0Hr7*iWQGEedgDXA0lCTr83F15$43h+lXYTZQL(pQq*LOWYPN1e-Rv-F$B9EfNG0R!m*Cwi1Jop(5q%gBDIWezlYrXvUyYK!w0TeqT#%3wjBCUMl26S*dvtLWJWH4Cwc+0SOYGtNqI-1gf$PmZ$-KyASfoGte!K1EXoX9DzwZbXbu-qaY1f+!wgTIc3-tUFfb#Uq5oKt7d6kfn5*nT&c5b+84sPwgE2k*Xs7tTI5!Xwo+0Ei(9hQwZC0ZZLwNLbZk1!*4Oc9fzBURL)hvIe#9J&$ru+wyn+CZ)0IQF-)X17yTcZ#%*ePoQ131z3*1ditrTFCac)pqqr&qkRk5$w-eqj!YDbZ5i&Lr75QF8CFE0nep0WUKeBumUH3P-KT7nM)chkMli1btex)6diJFyMo*HRY+e*4cWoW4y&n#gWoRk1M49fj#PuufBRwiHopK7TeosBue*FF3Ez#QdRBo+&kGy%N6hQ1(U0E#kWwszL&tQCcZ+xi8cbNBSxUjiD&H1&u01!lOcUr)CFo#Affw1L3S4Y%YEQXR2iGCT7sfduAB8gcNcZmx7H)6Nfjys*-MyHgrI0(dactEcVBgk9h3v#h7+x5aJpRjrBbROBJ)$cp)FP*UXFIxNXv3gBwZ)TQl&4cN5UgB9IBsThd+5&)Y2MlxRZV0EvO!*k4RQ%ZqkW70()l)7w8VY%1BWD%9b&LDh-LO&VBEjBeynQL780YfQQNujYnT%gka$zR8e&Od$ug!385sVPhYApMp%A9#&XdvYta&Q9jtl+eAa#pIDFo8qJfAC7*W10v6TuMsQrGTZ(bksldz6szHNSa4)eP%m)OwfP8QsHPAQ0KNrkOJ9+DrS$igy-H5R8zO)daGy-4HY&Z(a4NEBw+te9fvklE%S#sL)zO4DYSdWPv+gjMCU3T45jet3JkyKfQ%kv!dH(VHX%lwX!3U$Kw!yUpPv49eJ&G3UhZ7uj6p0BiSDeidNa0QT&%gtuXPCSPsnsllJ54lFMxsbb6*AJFL(Y1r*)ZL83uv3bSMMo&mDJynN6zZjN(k7R*(2+xGjYeBlM$4TlcbpdugcPghkAW7lWNNwqfhHOg6OXUgQN(NHNLVlB8iRpVg$hXLTfWy8uQ#8SJ0#8(YEjyvCC*7MlSrPjetv#G2%yG7fRgk7q+I+kfc$y*0P!ha%3qWfqK%RX#)xFIHweKnN!d5y7W9#Ld%iPSSn-kU1D%V8)T19GWkvQID-p9TOtm!&MsK-&3!+Dj6vVHd9ja99Rt!P8KHd+p9Hq6km2wN$!kTZKis$r-BLby680X4f-ssH8gyr)uIUdH%EaFp1)nvmkCMv*UcJa*-uM5TaKgVAeBNKYknVPFM+UvMl-*eOgo03%wmoZPlDshIqiIT5dDx+%eBr4-fZHHpFtpq#J2dxN%jng4ntoClJtqo-4YL70ahNlFuaE7f3sPPEPIP(5Jch6mpMP(KNeQV-WZJOI&c$L0yJ+aH*Mr#GPN)-fssYjgcAL6h&($lQSMDycmzjq0TB9uONm56OIu#W-67aqzZPRqaVy5t)mTJL8i!KIMEBmsQP1tuIf#zbC!z65q16RYHj-jHYR61q56zI&oCXiF8+AVKd44NL+NPtcw5xrUUUmpWxrp1uLTZ%)dcyhr3Rx2AYD9Io1k2cl20PGFoUUZ*3vDIOPdMUJWV1(2P+QB$sF+dO6$L(liqeja5)sYSFSTwwkyGjMAhdnft0Edd6Gg%qw6Y$+*u*MU+v4Nsp7PMJS$FfDlsuZAkoS($pddBUd2&76hoAL*5FygMjk7%7jZPrlH6pa!*#6MfO*mIDYHHFbraN3FWauvr$rretqEn(e$plCaskpNzwGFNSeZ2p9$#*bN4&PDCgnFxxw$!)N%jpHyu%qdtlshstWc1&t2o$f!t5aOd3SRy6AXHqTpm6rIOl&4dRl*AmM1M-U(YK+t5qynI2bX)HB(PxHPwgWkIfQ$aGIOJg6VFa0FlXsw*YDpWrrm#B#s2l)JkSH5DzRMNBaY*Vlhz)Y3Ybgc-Xa5I+guGg+qGnK)Yihk#(JoG80i!2e(MasEr49nVf3QQ-0qIl(89jgyyLys#nh4hgyv&cq1O)o5WVxjXquBht!7*YHKxSA%-ObNtupfY$CBX3JM3Y!OXj5VGo)KiCfYR6hPsJIDldwl1tS*Zl(ZK+F6pCGO%-*Oe5%d4Muohi0zQKKgZCDmAxhKS#Ch8sTz4G%IIs!L#RKUY!nTZ$8Xf#evTNXu7s#3+Q7EFF1r5GpXxP1#M$0vL7hB8fWxP8h$TlDo7tLLz$425Xq5oRQ-*jdUdqwCb00kF7iq2ZHx#AZ5kRdayfeHOBXMnKUYYJ7seCSsqsL$jkV*#fs$qbz#&EzJcwyEcOAuyW84igKXe4QKYpHyfakl4(0yx+pEr8KBf1Y8nDax4xh*6iCPiFbw$(5Omcj44Y*$kY+6F%*D(O83-7U6$NfFhJH*DeYgCm#yi*JRL-v8o2m$qjZf)4rtKXLkN20IvkFu4tAJBxQmSBfzPHHg9NS!G7KI3!Z8VnIIXpCbEUqm&34r*$FtMiY2ctW)-m2ON(MvNG0FZrP8DDD1saQEa!jQQO9w7EjMj7!aw87sxTSK)fuEs0oDc3LPN74qHsG$!jk6wVeJg!3pi&(C4XILNUd%x3+RbJnm$tgDPnRsNp&XYuJQf0-b)x+zx89dvrYSnJG-V&8)$vTsCGwfU0t1%kL$Y9h%$P*sQ2Rnf!Tnvc!6rjn6oBpkTjf6m9XUFRJ5A9rktc+B(mjqIhEo19KZE+(Y&%mgICOuS7pbh0A%g4FkM)n0%k!(LKG-5FA3fyVslFo4*e($HmJ9#JoW6+rh%PlIk2#C-1(QJSNEv$58gDL5fE%WcCvu4I5hFCE9MKAONFLG&e+WgMu(NsZSIw+&VR(z8Jpr9UP!L24-KKyGuGxcJBNo(S%BavOUEHp&NjDkFnqVC4QBC%(-LFLr&HynEV&SX3roRL8hWyQwVx&2KEM1cQ9-PHMy&+NwPwSdjFZyhH1&V4dGUejyh2d-t+kZgz#TNvcDo2wxj0h0lfKXg8Hw9Q5L3n1Gv89Hax3E4-uU!(b9#CWBWKxms!gR&cvGeEFTyWOuow3)cHx7$IvQg7Irl6B+cK7BDVdG*X4r9e83S)9O8I9v6IFA)AM03qz-qgr-xn-H-dUa970RaNmHwu7NlqH*QMymVr(QD&khufcMo3Iv0hce-P4a2#(l6UvP9yWw60%F1U7CZ6qCiQIuW$P#l%ukKXUjVS#OQ$SR8zrcK(F(&Nntx4Q1zN9t3GHIcYbM*)FV5!YKFdvZ*nBU9urYw3JcZ+oPklD*N#bXxcMaeHU4hJr4xrZd*77SRSeQ$kd2-!nZ*O5x8)u)j08Vw8o)1LRk!+r!-MaHfU$2Lfhul4a!P9Dvhu1RRDQX5BsckfrjlDYIvI7$yfQ8DU-mh9od1idWb9yenVP0GGrHWLKVw(4PAO0XcxJ0+X!m&YQVF!s*F5&DY7jGMB!Z6FZOF%94lHK&lLadWKlKta7V!W2viuy-xzGoi$XEMOeOTAMKZTK-h+MlU$mzv4g0cYHP*#yNMq$ve+zNL+LPb$vkjmlonQ6DWe#nV(&2DUmHMHUCDh2qRDj7lx61c(d!o)ASRxnL978U4K0#HfiiTa(HDh9NnCRt+(UR+3zZT*C0L3cYD#irCbkUFls#4g(Ot$XaJiMUSe$oFRnutJWOb33171(ufH0A5I!OLXgXE*o!9tFxhvL5fQsV0zZL*istTB92UDwZf-IEjfXD#e1U&$cdsikTikslpNSCOM8(5oe6ly*ArdjRsQoO5-zCuyc)*YBuNG5Sjk&DJ(2ZQLbQ+0NgZsa7KC*gcHCZf(7jW-FD1Z%QDJw$DF%uESze75PEc6Z1aTuTqk)#ur8Y45b5fj96-6LTxI%NON(mKDKjj&%qPecsr&1fPJ6FRtmCtmL9Mrv12TwBPkL63f7p)AhQCfecWs&IH68yQ7wk3jl22Z16Iafsee*)X5h!EKki1yV-Dqoi%QfxFvi5Fiw5)gP8K4z&n#hUtZ2KDQ-ONe5XBfs-6Qxs0VF7N2jwNP!OGV7eDETux90cm&HKx#7&Ao#BNrGZOOsn373uTLHjB4nVHtM*OUf2C9BA&oLK+VIMUOcA7jS4T8Svv5rJfz!xtZdOYFtLFn)ylzHQIE5QnxOFKwCxT0PwSdkGL2k&BISAr)Trm9qGobHfC8Aj&2aWF-E$B-WFX6*$Cr-%N#0KoJ4dDOdDp9vWV)Z+(jzcZ5trDwKM5uh6A3iN!rS&e-OXV59rlo*ELN6nY6BHTyepuX3CQ536KdpBptgppS7)!s3s+q6OQRl%bFSpaE6aeP8!wjVzVd5(i6GmVHjoq%zN13n4LrL(QuzrExElq0KY94e5iiLxLWsZKe0z8n&cyswee-8n!wywU(sEFFzZhce$N4arhbH0L(&85oyu%$XbnWw0$N%7YVpRtWs$GR%IwC#wRej7xZW%MU2(1La)Yn(kGgB%!JdW5AUq8AAzy1My-QdNxcqG48BNuo9n)lEhR&pFmZ)5XnvROtlW5&UeQDcvZ8T61%k6GmKYbuy2VEd7PYlV+fH+1gl6uW7FVxxEZDf22DD#hAu4)fI%$szn0ATIe%o48TVZQ!GiAg)eVS0v9-3C(pZiFd2IX#rLVpotwHmFJ$fisj24U2N(Yha$I*qWcbkMD)YvVt11-CRt8s-Dj2L8z(SKYGfG7mB-q4AGrPjau5F76F56cfZyQojXMnP$vVdsLV-5%-YRmQC8Cxb2T#2KRmnRL1MY&mUjvCjZ6qnJvKtfYIyw22ZnViCmJ-eFDZ$YI7wqQ6B#rtxpF6te91NdSsMr!P)RHn!6mWHZ9!yhlaj&NfVI-THjvOTIAmjcNGp&%F)%an3cnJ!P2f-R5%RnnKf3K9-x#w&xS!+5iwbrmgpsIe)iF#YK9eJo9qySj!8mXD+%f+D41LjLF0%2H-tvYfSTOf&kKaQf7Ef$*I5sebmRn4vXtHHbuY6a7z)eY7&JT27cnwCH%4JX-fDy9BVlCapsTQ#RJO3gIxLEK%SIL9rqIb!T+52Um%zoYPktXDo&QwhZj+0quVPUss3*fQoFFS(U$7#sjFz0DabYW!&l*iH2kbmDDP%+B4pcp7Z$SzmL-Q68qrVI2Ax5SF6YrhzmaxP8L&vTx37pS4Pd&q-fBom6-Dn#PuDIdW1rvQWgBi(dztAmrmEOm%5nfm9ih%K$9UndYPlzdX-c-&$1ppxbJxp#E)XoASDa%Siz4oULC$jfasuVZSr8oBs)gPuVfc6%qfHKAr%-XMq#T8e!Lu(ywYsW1JFansC2n6oA-M1Jf5Jx+jfuimY5-O%#sx5P*V4RjbLNjzjJ1hv0V$jbhGCNRb4BfWS(Wq(!0iMJjamNlp&v*s$#4+t6)UrTh2RZAHbLb5%h&(FXjyqCiImn&lxany!&B8IKDaOh+(iXailInlKT1mMs)#bZuv$vmzFWLAaYFs!%VQd%a(G*uAJXuSp9bgu4M5L!$n6KMAnMno8P3VuM)44y0)689DFElZCRw*2JCH9ozX#ed7cBH518dUuRf$iOIAGa5FzLIFrR8yQGJ62c*Vj$5qm2a(%y8i6Ecw)hZnfu4JHuCswc+rUKuECTR!LB&l8Y$S#MJeXBu%BWnIgQX)Fa6$BMJ*9N3!JSVGLDLyYdCZXvAjdUe7s#eJe$gNSN9XP31hdX*K8!*$uEu2qX782J*eg%SmJJ%&cSuFNn53+ZKgbXVcVB9PbgBzO!8RH+&wW6fQ1Qt%SA31Ix6ds!ltwyhQ3ThgjR8HveY%&8ndMBEz#)0FRtv5zeksie#+GZ3kIbXV2JLD7JyJz+JHJo(G)mHPx$WfLwo9#IAjYy#WJ#ch0rqC+AuRKek%2u$6d6fmbmdV3!TiKpJ*FsxDnX*lm5uW8Z%Ihh2oDG0pnz7Ft1F2o2NY2WSbmNQ$KtMZuXB)G#hc7zUv%K6PCfqDkaMs$S733D0J%#536$jN&7$#&+hooUghb4)I%a0D6WMv-7ykhO7wABe$kGmDB)yrnOMnmXfa03(61($rWcmnQ3VpUoJSFCon0k8fq2*5s1q)(oA)IeB4swY5hE)BtF(p)xXB*aM)s$(Y5R4)B&uzb)EGvCDTZvCW+53IeTMVe)aDiF2oj!13j3bvfp$5uCfmTKa6nRbqmZS7c3djM6*VRHMv7H41xZ7Uy(S3&Xe(jT-wS8EED+nu&bN3VyJXFx0Tmb#-3IhxX$dkP1TzR5umxqwc+aV+kg5e22Zc-WgOAtH6+gAgAr2mp$+y4MRR6lOyru*i#+y7C)rrleOgqG-ZBRNkRWLe1wnJ1ok44ToLEuQ32rcNB#3R8VZsY%OS5jE!U&pW%&3ItlHoh8Dva2wSJlWzaQg7PMgwtZKTo8&fL503w(4j(BTMcwnJ4qd5fmi-Mo0j(yL%OKiJA6I0Pfzt(6iC&5FyGpfTmsDnkBFVMI7GAnzxNHS5m3WlXNmcOrJ*PwF(MLuCD-252q-Es4pt0G!)OXabbqBlJ8AEHDnEgHxf0zYEibjJxE%AbYIgg8+JUKBsu+TB5UcCF*kjENuvolr1WDhjkEEOR99Ytx+Hg!*EfaNP-MNs4dKV*A8FhY-m(F$ylfc&ZJxkLYifkF-CwRW8nb7&d$d$V-6-N-bp$10ca&wu)B&+OGlsNHGnWZ1XY!W$FnFUu%Qm9IguKp03*82b*WiO!4!#HH2XP9C9tox6$Z5wnfP6QjGfNRL5!U)&mkFY%eCZJy$tuuN1hEw9v)!6Sk838BxcUCfszpVqFQbqCx6lPl+YDl)5$C(5R3$GxER(Vpu6LT)!CFgswDhXmP!l1Zmr*9zqDrp8FscFMgtN#*0tgDDOMnp+IRCPQtq8jjWqrb#Uuo6khPc5Z)#1#Zw6hoZg&q3rZ$)A+J*ejOvL$FcqHEWE7QIz*)Rmq#hzU%ayALDgfbyN!yyX2Lq&HPFH5XuNu!RAQyYMugLP+JQoyiHV-szMChxPMQC$vXTpD2g6p$CI8b-VBo6KMxdVaqxn)zhTK5$QumA4dL8V7520Ny)PjJ8vkp6)0iR&ekmYu$GFnl*Tv6jArtbb-bhUmsFstbe5nAbHo)&MKcq)A$V7iTC6yOAc!LsY*yY$kkpxR8Mz%0K%Y5EZwdHT&QX0asK*c3$f4K9y0J)LZ&nX)Rtxc7coQ6ETkRBs!7ze0gCv0emC2xuXQQqnKvxAXp1mkGTh6PKWlNHs*2HurB&XPawt3yiGAvYbG3hN(F8rrYd$sbJjBYMyPXi1Fvcls+VDa3P%rRCbZy1d6eg$ZEd&D)cn5A-5dgQ7Nd-rF0cLtufsn3dt*+DUxru+RZGqXH1LW&G1PEGcGy6t-!nW2FV$Cl4SONv6hlPAASjlwmI0u3J4h(wuC5l38ys#TiMKNcr$aXOxLK*aP8VhLv8jva)v7BgUQI-rpxhiunq-KVH7T9RmE&KRov9L3BW-t9cM)$wN5#O)O6yxPIapf(VD6X3Th!jIJY60gMKhxsH!HmXoLDzFRxT)LU2n+AWtk3KgNtEH*5uvDa8S$d(8J!9VrZ#vZY6G#QU8g$!R0hzMiN3F$F9aaMk)Cr(O5CC-DhF9u1wkr8W&%kf%*Il1g8Fi*pAgZDAFh$ukTqNt-$h+43trJC4Tmohv5Zz-5UVKdEpvB86fup%a*e!bo#uiv%1iP)bfjNjaE+XFKAB3sk!QaaVPX)kasWt%MfhpxYUY*1pq%9l(K*92NFaX6rc!+*can83CxAKtq3vKysLgqI&W*QSc%2pZ)LrO6E!VgQ!bmuxGd&V-o8E-URmAbaBve$PmwnUE6JS9bPN+PEJuKrXcBjULIusq#sF%#fo1m(ur*i#JNfOUzG+%bfLa7xd4L-nms2TMLk7LzbebH45g12W$Xb0gt+veT2J6xHfQV2xjiH#aH(Ao5jbR5!RaLIitGf&#UxMS5kBDVqrl3(c*b$quda0OdM9Pf5K5ab9REnuWBsNa!-47x&izN*hli6bvet0HRAI%PWRwfATxuAZ&lCcSY-PFa(CwiyNufJg&q+j#(2M3M7NkO(f0QC+t$x7qjqzY$c6PJeI6qrSNVXSV(oPs$#M%O&Ej%ooAyb*Mp1cJ0ht2UFkceDIOJmZlA+o8a%neS2#IfmutWVHXY6upN)S$x!H6T9HKPhPDfcZQhZ+aRitSYf2v%$Jh)5x58NV!3CYIV)Ciu2YT)MWA)mw(4!WZUP-EvS*XqV7jB#0e($P&TJeaMWPvolqJ9NyzHK%n(#4lLwts1w&Bp*+#yx3MLG9WlMizZTOo0lT)tNn#!$+n0zhNl-O$8CG+b&YHLAKpLocP%0FUIxzEJL6m!(O$(2FEAo&aUOP79%fXry1yywjz-ROb3nYupm4haeDS45nYYWRA1z$PVbVs#Fz-!Sr)*OFPJ$3Zjb)aauvIwpVh8$0ErAyX8DRoX#lzw4j+i#*Zvxb-Fq!KR)v5xQZFs!C8CBQMPwjxTp$RpkP7$ZZn3qZHUYGpKI*X%dsL$F6Z%uH#KU!8K#BuF)q!CNuM-$CSR&SOePT#ICcpIAx-xtgs9&0&i*dsy+c#MbPAc$*!xL$Sz7Kjfvgi&EQ$yEnl&3D4IY26gqFmvBgKmgrxF(nshjBR61g+4yd5lHM+buNL11m3B2rs+PqQmFzCC3JWbfBJ6wh2qUX41j8NnzLhT*n+Ej%CVJ!z4G1ra7Dgy9!o#%&74uFk4ZxwSqD)xInTaMaXSEFkgpbl-rpCDYY4kK9GRCRBODwT5TfnBfBr9zK3m4gn&EOok+*DjG&RAKIHGrBE3&$T1t62JysLgpY&NFOLjV%A1U3IyOifgRewNYoiSt#V2+EKXpfRm3BvwcSzA%UuXBWL%zffkC#UZ9YiF7d%6gANg#h%sgvc!13tE)3j7-qOv3)Z(sOvl4SYRCG+TYtxpaehv80d+cFnDZH%fw2!KQveOCs(S$uQ+Z6Jb+aRSN738Z7Z-Q5CP2bXFtGCIYmP$ek20V3Pq)Q#Y66cot*xDPBBjlb4!hFn)EVW8bF3yEgs!p$N*R$!8Rk%7vnSWGziF76)6cF6br1#tAHHQY26aPWohUvU(U9rh4mqrFjH3pd3bwxKnCOaMZi4GhzUGnyyUY848RsBE+hUv-!NAgu+DmKZijeXr9jqb(suwMUHqS6V4Nrs4($WhpP)*1B$6-hVZbInB3kER