问题描述:
在什么情况下使用节点域?节点域的定义和使用方法是怎样的呢?
解答:
节点域的指定允许在节点连接处出现相对转动或某种程度的相对平动,具体操作只需选择节点后指定节点域,而节点所连接的对象包括三种形式:
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梁+其他对象
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支撑+其他对象
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柱子连接
注意:同一个节点不能指定多个节点域!
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAX0AAADfCAYAAAAa2gMAAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAKXDSURBVHhe7d0HgG9FdT/w2d3XC4+qKCpNLNiwoaIiHezGFus/otGgsZvEaBLFHk1UTCxREwtGRcTYghRLFBUpFgRFFBBEEJEiSHlt3+5/Pmfu7N79vd++t6/v23fP7vzu3LnT7r1nvnPmzJm5Ayml0eyC5s2bnx7wwAfm47w0MjLShKY0INbGoLGSpkATapapVYfRVnhEawdkGj/rV+BUbka6qd90b1VRDVtjLu2ENeKUE00tQTsWasdca1FtErFmMhmtKbM1pe2Xbm1lba2kMWXnlgeHhtLg4FAaGhxMA9nhY07bG1m1Kh9X5eeQw6Tr4fGxZ7Yez0mS9iNvn1f/1LPtTY2aHNqXUD1vR0N9oqJ+yVE7i/Wndg7lfUTOvZUIKnF7X0Ghdq2mQuJPjBtn/UA2sm7ef1DfCkxKg5mnli1dln70ox+lFSuWN6GlvFEFPv5xj08PedjD0l123yPNnz8/mG+gqciklUKtJ1Fj1GquVsU11LkXuCuVYv3k62N1aF5SDhod0FCaGNnTzqXkWUL6ZT9WZuuaHHrrEvkKasKjlPCW44iQsbzKccQxu5E45Xda48mBvwnLkSJa/h0JfwnLP2PpxYtrcczhnOv5OMrl8FWRplwv5TT51/ya83wadRa3XItLmSbGKVcjYDw8juVafRuoho1TBIxRTYta3oZWC9hE1K7xliENcWj2rDRr1pw0NwtZCxcvSYuymzV7dhoeHk7DK1akZctvS0tvuSUtvfXmtGrVyua9j1SuDxrNXue1ScQhTkpYOY8zvuZaOUS7zi53NUJKmI5HWHaOY65f+GB2Uud0wvNPCY+8sovrjb85j7L9ZX87rwjvc55/on4lyLn//Bd5F3/xlPMIac7LWflxtebbhJbwmi4f4x4GytNw7jjGkcGsxRW+jVhNXC7/+G+O9Rw5RNsqjaMhnhKhRG/8yg3/YL1cqCm/tJ+mhY3ltWYazPe0dNnSdNmvf52+/73vppNP/t8Il/3oE574pPTUp/95+vVll6Wrr/59lDM0NBgMWh5IqVC7LsLKzaxeg3ZI+CdEqdDgt+QYIe182vFFibIzyGROj2iRrA2QQBb45TDHiDQOkhF7LM967lp4M/WGlWNxBRHLtRJYADMCc3ntsJquxOUKAHO1I2j8TUMej1PTVkBvwpt7WCXuqpEM7FyWArMkGP7hIhGKuypfH83+VU3aKCMf0VgZwuL+OFdK3PAJEN7447J0cS5mhDTxwlsujB1rYEPteDxt/wTqPd9UNIGDtwwNzkpD8+amOXMXpAWLFqeddt417Xi7XaMDWL58WVqx7LZ0y81/Sjddf1266cZr08rlS5v3mKX+Wn9tL468xa+F8MYZoBbWtJtoP008bTpiixvhDahr6xXgAXNzHi7HGYQHjuLU63Fe8q5x80lzrRzrtQgPN55e2dmbz5tjcy3SZCfNmF+dXct/kTb/xb+8wiNu3GI+yjtSlDhj53Ex/7ddqXeJ49lElPzU8h/+9eyzYDmRfwvVPFR+YIjLeZQbKYXltBkYot2Gv8mmUkkravmL5xT3n/Np4qBoi9EOS516qlFoLHD8qriz8kjyDrvdMe25+13Sf3/q+HTK105OA4sWLRr9pze+KS1fOZyuvfbaNH/evDQ0qxl25puIoWeuXHkwrap4IC3qOQ3qGzahysU/IVrPiVMPJPzNDWf8y37AuCpAbGQMDHNYDIsL4BVJuKSrGRe/YxwaavJuBdbzElSO5Xr2j+UJExtQjbglrIJ5lbxLPg2It84nC6/nbeCvUn2ExT3Kv4C/8OHsx1wRJ1zNx8Mq9csn5Th2P65HhYWMx4ug1Y/VX2k8rDe8HsfDe9O2adJrbc7fKLTRM1xnGsrtas7cuWn23PlpwcLFaYedbpd22Pn2aU5udytXAP2l6dZbbk433XBd+tNN16fh3BF4j3i7PGegUFyb2mETjyMZRwJZpBToP7sGWPJJALFjBpzRfBzK59HeAWo+VnAPP1BqwhzFjfzqtZo28muO2TmWdOWobB1JAdtcZsRVnfiZkEbcyCf7o8pjYSW/clvjgJ1TlbROGipl88TVseuAOu5P+ohfnnG0jdIgJM9BeL2J0lBJw5PTz84e9cvgH3XK3tFVOY30w00+8Qr9tDKp9ah1chsDGX+b8LE21hzjT17REbXyqSS4/IzRijx6vOMd76hC6e1vfUsauu/99jv28COOTL/+9WVp0cIFac6cuWnunDz0zG5eZs45jpkhhfNP7mZPOJ89u30tn8f1iXHmNHFqeW1X4477m/LzMHj2bB1SHiLnBlT0ohjCQ2pebKb8vDLVmy/HCi7NIVPzION8/FoAZeNvx8m/cS0eelxvrvlrwupIA+hKJKcAbFJ4hPc/Vv94uDzzOb88MwPFMYePxYvr1V/qUMBefk0+XJRd8ir1V7VyPf809zV+PyWsOW+OqH2s/nxWfutppt74k9Hargf14esNp02S6ZRI4x7KPDs0K/Nx5un5CxZktzDOVw0Ph6N/XZbBf/nS2/K7zJ15fk7eceHpQsJ6n1+EFU+cx7EE1LfU/DvjKrjls7E05ac5hA++OFd8tIzecutvEzyhbvwOLX8cm+vlkH/Kfy6kATp+lP3Ar16vjyCuN3nUQAfPt55HGXEqoIlbk+Q8yyih6XgAditdcU0bKYEShbccdJD5AHcaKT/3XGlgVvYLl79jJM8/rWyc5KtxHtRcK9Ski2P2xH8Td6wufoRlT4ncQxPD8NtNN92U7nGPe6RLL7k4Dd3tbnc79pBDD01X/OaKtBDozy1AO2/egnw+N82aNS9tt93CNA8Az52Xh6RL0nYL5sYoYE4+j45h7oK03ZLt0rwMxrMykM9tOgtHaRYuzow9PwP/0Jy0YPGiPJoonYJyojPIfufzFy1KC3Les3MDKGlz+Tl88fZL0uJFC/M1+cyPCed5Od+5RiV6VA/BQy73GA8rXlb5D399efW5uVLCq388LHxxLfvLvysBsuXqOLhH9CYuV4CVg6wuFX8F7LF4AFt+rfgB2Pw5PEYt4udsSjzpx/21nALw7fTiud7E4Y+6R2VKXE03n8b1qL7f5j5a52PhmSaGtcMbT6Z2/I1K/fh6g2mTZLpWwptDs2aF0FJAf2Hm6UURFqC/ajhL/Msz4GfQX3ZbnHuu7Wfb284DHFrHSpEiwkramoVjCc2eGpZDSriymmvC8Q3KCUr65jyfGBWU83Jx/K+0P5cjTUil4xT3EhfjpIDnGI3nV+peqfprXsC6+EqJ+aQnSjyP6i+H8ERQAL40ZQRRnl3OyUV1Ck8EFWoyGH/W+ScEzewC9HOAo3MX839koZeMPPJP/i+PQuIe4M/UZN3KozlGGiRN/h07b6gmRGPeVlim5Vnav8+++6Yf/+hHaWj33fc49pGPelT63e9+F6AaYD1/YZo7sDRdctnKdKfdZqeLfnplGgS6s4bTL888Pp180W1p9332SdsPrkzLh/N93XZJOv1L30i3zLtz2mX7ocyoKQB9NA8nBgaWpcvO+VW65qbBtNOd5qTffucn6frlszKQz8u966wM3nNyxzIrzV88K1137gXpqmtXpEW7LEyjGkB+LfNnr0w/+sqX09fP+mG64PyfpB//8IfpvPPOy/7z0y9+dl66eWhJutMdbp8Gc1mFPKTxl1aB2mlx5S2Uy02cdvzwhy+O+TcYfyyO/3wEsHG1dW0c8CeeT5DGa1iA98TzCuBtfwH4xrXDw9++VuNLvyqHNWXkcNfzhbHr+X/sviK83ndzrDQev4aVYyvKhPio97yX1nZ9UprIwxuBNnqGUyKNGMAPkvSzQDMvg/6CBQ3oZ4A3cbvSZG6W8kn6wtDE9zBe99LeS/jEOIXKeQH0IB6uNBMBEezQPpdtpG3yb2KVSA3IlLD8yzN+yD+Rmi9+S+zmek5frmQKQBs7Cxo7bYUX3/h5SVbPnTReR4XVAlvUjh7Vj5+iGagqptGYM6z44FgEo0jjJNI4AOPsAfo6DJmQ8OO8xBGhiZ1dU7Gcl78A8haVmNlFmnKtqLBqGpdy3aIZO2vy66WefNs0nEF57732TD/4wZkZ9PfY49hHZdC/6qrfhRQ9Z868NDvdmi6/8Jz03XN+mxYsWZHO+/qZ6cLfXJwu+eVF6cYd7p0eftfd06xrL0+nHPdf6TuXXZx+/tPz0y8vuTz99orL069+cUE69/vfTefdtDiNXHde+uY3vp2+e9p3008uujhd+ftfpDO/+s10/qWXpcsuvyj9cc6O6R577pmWLFqclmSg/8O3Tk9f/b+z0+XXXpF+eeGF6ee//m3a8Y67pMu/+fu08913TXvssXe67373SXe58+5pt113SGnhrumuu98hzZ8zK14S4MuPJl5UMFfjynkb7MdJmvIQ4/lG/HE/QG3OW6Dqrx1W8y95yXMc0PlFD1DuCS/H0dywG9D2l8Mjv3o951uOq4eNufwX6aMO+Zq/HJ5/xo5xH45NHeNa6xjxWlTzbs6aY0RvjqvH3+Q0OU+vJ230DNdKFfTH1DtZwJo/AfRJ+g3oL78tjTSSvve6Glg05xODx09645dr+T0JH3uP9ZSnnMdZc52nCSrJG29QE2k8bo7SAH4E1Z/m2JdnonBHIbUCTbiQfBxLl4MqKI6NHprDGOXwqEMTLagnXcj4jT5e/nWeoWRW772nvhG3eOK5+q+AT63DAf3mWsRzQJFt/lGv6Eta+TYktrQlaR19FH9QpA9P4yahWn7JyE/QcBai77rXXumsH/wgDRz4qING/+Gf3pB7gLPS4sWL0py5C9Ps4avSmf93Wjrnl4Pp/gfuk4Z/fn1avvPcNG/WYJq9cE667rfL0n3ut1+63cCsdLuH3i0tzBWaNW9OGlm5PDPnQLr1+t+kc66elR5x7zumeUMr029+clUa3m6ntNe+C9NVZ1yYVu16l3SnPZaYV0jDf7wsff/bZ6VrVg6na358Ubpl7k7pTnffJQ2ODKZ7HPiY9MDbLU1f/fCl6e6HzEtX/uD8lA57enrsnqvSCSecnpbv/uB05L2WpFtuvi2tWLkybmxlzmflcPaPHbPktJKlS3YZXAuVF1tfqmPx13M9fAPWjuEdZ4Ix0G2AtgK+yzWvcVAfB2hxynm9VtLXY41fOpHIrLlWHAueXGgGAvUZz6Na76iXeyydyLiTd75Y+K3JH8Vv40elnMI3kaZFrWgRr32cKq1r/NVonIc3Em30DNdKJv/6TeRSVa5gvbO8TOTeaCL3xuvSyjqRa/jcogCX1hG1vEGArb7P8XgC/JfzmHTMFIAzJqXSdAtrgCwD0FBcJxlnl8MKKGV/Bjt5OHdNdlVyrmnLdc78W7nmWIoqeZubizTZjRuPlPMA1xy3gHOJN/Eaf1Q46pB/QnUTcZq/+Be/KbNMIotTjVaGVKcIVlpXzKVESHZSlV/lSO8BqUtM4Abo57wzPsZ1P5ngg75JPqMrc3saznmvKgH1vVSKWjb1zZ5Qn9fnWAW20j5zHrmOSD0jfpvameZkzU9aumxZOvKwQ9N73/PucUn/t1ddGfr5wVzLOdvdJd1n37umP127MB1wyEPTXRbcmq7JwIpWDQ+kOz7gQWmvXW9Mp3//++mCc89KZ539/fSd07+Zvv+Ds9MPf3ROOu/nF6c5g7ukXRddlk76zJfSeZdckC688IfpB9/7UfrVdVeli84/K13+u3npXg+5V1r6i6+lH//yd2mPBxye7r3/fdK+97lr2u0Oe6SBG76RLpt1p7TfHZakC793VdrzsY9K++6xKJ3zpX9JH/3vs9PO9zo4PeYhu6WVy5Y3+u8WyMWRZUsFxPx4OA+seeCFir+AkUeYMTEmPZu4cb1Edoz8ax7yEz/KKvHG4rTcePjq14rL4TnPcr34c4IJ55HesQnLnnwuWklX7o1zybHkUcPCX26iqBgjcJxKvBoWCYqvFa2dpjf9ZDTVeOtEPTy+cWiTZNqXNOIJkj6dflvSz4KLidzlJnKXjUv6U3uW4/dR2r40JV1NXwFpAuWwmvuEYrK/gkoERz3iNFPDU0ig/4gqr7ErJU0c46zE670e6cfD6vlYSHPNHEKE5nIiSnOtAGX8j10If5zm6617jkFA/BQXHQAQlyKnKwKRUko+YxkFSVO9OW0G+dDjB+DLK1/MecVzEDXqW+pQPPlfw+2hqEpkzDnPYN90ahMo8lk9PSrpeyjSl3ACcZX0A/QPPOhR6cqrrkpzMxPOmjMvDdz823Tud76RvnPWRWn2/NnpN7++Kt2SE7KcWXXb79KKVUvTvvd/bHrg3XdLA9vtnh5y6EPSDhddm3a91yHpyc99bHrwfvulu+5xu7Rw8a7p7vfbP+267Gdp+aI90qOf8pz0kAfum+6cGf7mC5elOx9yzzT4uwvSzy7+XRpccoc0fPMN6ZZblqalS5elG67+eVp5+/0y6C9KF511TdrtIfdIu8y7Jl14wW/SNX9annbOo4W99tkt5bFwSEFht07KzSBfbNeLP4AVOAaYc/EMMjUAWv35Qn0hY51DuRR5xHl2FYTzfzlvALdK28VfyqmgXM7VQ9xSnwLg1V+ul3wbJ8xfk3/kG3EaxpTedWFRZ/56BPr5P8fhifA4Fhe31RzRuL9ei0NQ/3hbmPrw94bRRs9wUpoK6NeJ3BXL+0/k9qM2QEz0N57V7nEiGE6gKGu8I4jzCBqHlrHq5IDwuqCe/Lx8ceIn5zXmr79tKrmWe2zilwC/4S++iTSmSqp1yOnck9tSvto6l2+teTmWew/Aj3vKfxLFpeZZyzALwPW5l2clXv4NcM8uAL+R8nNeMZlLfdRI6JGFY83Pofp7qJSvJg7joB9RmzqUY6mTayV2obZ/jCLP8GTQX5VBf88AfV1cVKJURqaAZSQtX5HSHfZ/TDry0Lun4T/dAmOioDSyIt229JY0sOD2afuVl6Tzfn1hWni7PdPtd1qVzj3zy+kTH/lo+sQnP5V+dv2teci6KC3Zcae0w/bbpSVLlqSdb7druvOddkvbL9oxDc/dPg2NLk8Ldntouufd7pNW3HhFuunWap98XZq90yPSg3LPNDC6Ks3KQ6grzzolve8z30hLHvT89Na3vDAtuO6MdNKXz0nLB2blWwKIHkauewVYxwqsnDDXG1cAv6SpcT2DEpc/X22nH3M5rEd9MhU3cTTCxr74y6hkvP61nvlKhIV/QtzmmMNLnUsnoO5j77A5oBwl8hLgz8Uat7iQ/Rv/eLqJcYqbKq1r/C1P06+u+Qmu1zNvuxJenXPhmRua68FLjb+eh+Nv8V2c52MRqsbDw1/bgmvhGkGrurjeG1aFsvGwUElW1xu/r6ttqLmPCdfKfdV7aPvLeX1e+TyO8iiuXOPkWc7Lc6zPr6bliZASFscmrMnXBXk2yNtcdx5njStU8m9RRG2HKWGcXGtfj/InxMjkem++mQL0Bcf1DA8jWXIe3H7vdOjjHpP2njeabr11efQYtZByD7PSnFXXpx985+x04XkXp8uv+UMO2yHt98BD0xOf+pT0xCc8Id37jjtmqWVFWpnzW0mXlf9u+t2l6Xunfz2dfs6Z6Tc7zE8L023plxf8OK2av2/ad5+5aaf7HJ4esseqtOtDjkyPuvvc9Jvzr0orcnnDS0fS/F3ukp78nL9OTzxozzRv0b7pyS94cTps/zungdw5lRdaX1x54PUlV2aKFxEvsXHudowhhJU4wv1XBonRQlxr4tX8m+vjzFbDHLky8hhj4BiNNIwe4ePx2396+NBFNiNOziOvzz6O0qhLU+f8E2kdS+z8vpp0OkRCCf9YlCCecjIexl/yrv6pUk23LmnWmzZDEdOB3Ob6PNMavzftuLcdtvp7a4f18vwEYDe6xt/12PC26/i8uAzORt5ZeBtL63oewZSjNiCtOE2asZF6caWdFDfe3nLanGcNi7oKD5VuPjb1z//lONZm3FO9nq814eP3nfOKP+cRWuKFa+LFb3PuxFEztBgrY12uWLiqv+fG4zZujFonEa/x91Kkm3i9CZpAOUbja1MNK51PUe8c+Mj0299eESZkQ7PmpFkrr0vfPP2r6YLhXdMj77kkXfjDX6YV8+emuXkIOrL8hpTycHTBqhvTN6+YnZ5w5N3TJWd/K33vrAvTNbfcmG648ffp8ksvSZddcVXa6c77pMVzB9ONl52brh1enLafNzf95JwfpaWLd0iHPuahaf7vLkmnnPHzdKcjH5kW//qS9P1vXZZ23ntJOuO0K9J9H3rv9Juzvp1W3vGO6eqzzkgX3Xxd+sPF56ezz/xBOvfcc9J551+UrvjNpemalQNplx13yA97Rdm7JDOM40r+lawhMIYX4GVmyj/xYOIBOurQME149SBjTB7R8yEHFUaqzJSP0tRzx8owBdDrtRJe04yHN2WrRy4zRmGAPg8PC+CPhztG/sGcjurEL3WTT5PfWLifsXtsvG4ivOVPvnFNWByb6zVwHWh90mwU8nw2Km30DFcjo+WpqHfCeqel08cDNf3603ja8Wy8u/F3X95lvVj4p4bQqQ8IGEtbPEwdeSN9BIgbPwLLefyVa8IES1TKi5MSdey0xhmnEjd8JeLYdfnk36hOUX2Ue6nnJKjmPHtDFRJxixom1DwlNMfJbcxfbi/ya9cvUkakSBwFaq9Iuwyf9hmAobziBvi9PuFNVvVext+nvIvipeRb6obUp/FkgikRpZTXorGsGip3VGg489Xee+0VJpthvfO6178+fe/7Z6bFixeXla8Dy9MVV16ZBm5317TvzvPTTbfNSrveYcc0b87sNLLs+vTHm65PNy8dSMuHdkj73GFxuv7KX6SLrrwx1ycD7opVUbc5C7dLd73bPdOi2aNp2Z/+kG5bNTst2fn2adHcWZlxRoKhb77p5nTzjbPSLnstTMM33ZBu/uOtac4OO6dl1/4pLbrzzmn4tivSsoFd0qo/XJF+e92f0rDeM9+xXt62A6tyrzpvp9unO+ywJJe7LJYbs+JZsaJY7wyvYtFTpAlP3cOKF9E8xPJSyhEFSDcvqwB2uRagm4+1MyiA38Rrrk2IU+PVsJxP7QD8eRX8hRfzxRxQwJ6LqkTnEZJRrv+K/ExZJQlTv9ppqLW6yCP4qYY3dY96qEMcSVLqKV1UKM4jYuRTjutK65tuo1Ev528U2iSZBk1mvWMbhrDeiW0Y/rRG6531Bf52uon+9jss4fV6OWaXj/DNebHSAVKFZ8NypwHO7MnXx8NL/Bq3novfhAur4a34kZ94Y1Y2revN0RYQOVKTXwmLcp1nF+0pqlTO437q9ci3rOiPFdI5DsqtItpEsLVjhMbtR/486hedh/xZ7ETZIuVjRPZTKMcoHg0UfjnKtWacKfKNmOqbnfrKM/ItQmkkCTwp2FMSOrYKyxRZtaiW37beGXhUBv2/ee1r0xnf/V5avGhRlvZnxSrYhVkCmZ0zHc692ty5c8YeQJgpubl8bTA/oBUZeI0O5swuJk/IA1NBG0gBlsF8XVxSTOQRNwL0BtOsWQOZsYfzmGN2+IH1UH6QwyuG8wvJ5Y6sTAO5PrNzXGksMogFLEwys1u+9NZ069LcWJhmBugXCX84S0h6N8PD/JSi4UTd4iF4qSoZvlLf/FPdGGjzO+Yy1bs+8ADSdtzmfCw8wsr1CI+CIod4R/nuyzFeML7NJyHl50NmRlFjiJwB37NZnp/Fiux0cu28kc6kZJ/DBCiPi7q06gH01X0srNS1pl1XWp80m4wKX29E2ugZjpG2s6GgX6mAxbpRb5pyXt7lxEvlpFxvwKgEBL/GOX8DTL2gu9oxJy7Xm/gRJh3HX+LWazW8nX87bvHn+BlZIsy5v6aTaKep55FOuKN4sCwfgX6YbuZrpV1w8i5tyn3Hsd4Dl/N1Ie5HGc4bcr0mEOo82ktud9kTcZpHHhTx405kqN5DrTzlJV1t66X9FsrHSDtOPadBajHBZHOPPfY4dv+HHpAuvfSSuHmVI1HSxS/PEqYh50rSc9i7N+ZkmRGXL89D0OV09ivj/Lbbbgt3663luNQycvp8acXPhZY8SOJNeD4uXba8kc7tN9LkK8wCleU5D8ecV+R9Wwb4W2/J7tZ0W5ST/UuX54ZR8hJ3ZQZHdS8Sfga6kI6zy38Bhp5XPrrPyVwAec958ZcHPn5eJpNKD9yEA9QYguXf7MpDL1K9l5t5JJjRC42dTDPY6+SG8vksG91lvziF5JnLyPcxnAG/jFhy/spxtck//H79C+O8/OYQacrlJg0mdKEhnNKHWXqpljctaQr1Xzfa6BkG4YH1Ue+s7dkX4Fg3mpim8EWl8Uul3PHiG8/E6GMEYKQdi56pySF+J1xA+Zy2RLDs2pdrGMosH9SusrbcOo06rv4YmoBQNzk6r2HFX9I0YZlEi1/PndelMU+93iTPFM9GdBWKJtq8r8YfCdTfsVLjD4EPOWY3oYPMruTd5FHznZBRQxL1UDuIADxmsrnHnnse++D9H5wuvuTSAP0weSRlZoAJaXllljZzgrLIadytyMAaYJ3d8hVAt3Fj16qqJR+58FdXAHrsPHceJayA/fJ8XvJs0uaOoITraHKnEx1PE8+15noB/JVR7yopx0RQ9NweWAHleIj5BdaXI9yDLBJwAe9x0B/3V7BvH8el5pJ3/OVrlYfo53XYeSSZn29+qQH0+WWHhFFebLwccfgz4MujTEg1gK/zzaBfy1VdcSpFmDLHgzI1FXDNIZx4EZhdvu6kidby9KXIfzrTmqu/HrTRMwzyjjcF6CN5rw+VdDVtFlBa+Yx7a/lNgMNYUD5pgoPbeqo6noULOf+4XiK1f8ep4dl6z441/+xXXJNV8Y+lz0decWtQQ7lljcWLe2purHhLO0TijPvLr7QRMSjOCumtMvkNX05Qj8WVHBxjLiQCxajHQlWiD8A3OlF+1KEpK0cvGNO+06ZebWrqXal9CsPp9GNF7qMOOnj0JS99aTrt9G/EhmsKLjdO4iwV4OJBcM2NjBc/FjRGrSutk7Z/gjeflLN6U+PXGl/regXk0imR5GsnVfyuV+m7gLWUTb3dQj2N/MpPeaBN/s7H0lZQHy83Rg6jqwJ4a9z8m//KS8k/5TnlkMJMCsz+/GIBejxH5UYaf9mX84hos+gp83kODH1+divyKGbZ0tyxLivzEy7qEEpKp82x/vrPYfHn2HRE6h31V1/3m8PDL5U84l9vUupeqeY/7Ske4MakjZ5h0GDu/efEfvpVvXP7tOMu4+odi7JuvZl659p0E/VOHv0GT2fwnypV0Cq0pvuY+G7bycbzKMdxvT9JtIGbfCzqk3GgCj/hJh8jXr4eqpj8J9EESdaINx8DY2L0W1z+LenkFcfsqGPys4v4OY6RcQlTJvVMCVf+rBCm5CWtPJp4NS+qHOUIl1eod8q5+Orp/rB+HN1r/uUPijLrMbvwxm85NhEjKKiJ49d/K9x/4Ks/95frWO6pRCptUztu2mrz2yZpJ9B4AXFvTql3jjjssHRc6PQz6B/z4r9Op5x2Wpo/32cSR9PtdtklM+SCyFuCemOlqFpgDsneelYq06L2aQs4JsRqwtvAEvdYfM1v/guvY3YBYhlw80MwOem8mnUFSEccfknaOWXicSPuJ18j3wsbe7DC4ii/5lzeED5HKZ2JOOVcDuIWf/7JLp5U8E0B/Siv8FFcF0vBbd26Y6TFdKZG8mkFaaOX5cuz9Jedjq3UqdStTXGm7vUYTrifcl9xbPKN6+7HX5xHwsYfJ1snlQe9EWnjZghUZsfusvPT/IWL0vY77Jy233GXNDt3BCtj1Los3Wa9yh9vSDf/yX76tjYhyKyu058KBT+u8y00fIzGDuP51GsVnMZBv4SFTpofP4sNhMvFArQ5be0sJCp+gFyAuuZbQFnK7I+OpOjdI998LCPlAtwRt0lnUramDdAXJ/IraUucCrAlbjij8CZ+VLIhXu3EfykjvFEvfiSvEuJQAiNueOI0UzkX3o4zBvpNfcqFErtiWtNAox7aZ5O8ITHbVPKiYr/uuusD+KnOjzi8BfovOubF6WunnBoTtne+853T4gUL0q8uvjgiV5JpKXYdadJE9SZWp9XC2iCU/e3rbYAKwMrHsQfQXKox2vfgodWkUo1dyz+RS3MiTlwXHzhHxPyTJR/e+vTjINhf5ZkcWK7mJE1hshjrtYF3lCH/HBfD5UcuTXnR+ZjjhJqqsVxSofY991JcaS47lPKVEgfJc6A8BGQKTz1pTjvaZBSNnGpv1uwwmJg/b0HstDk4NCt3yMX4IFbkxjYMvprVUu+s77upTLgBJIta/DhXZ2q8Y2Etnm/7s7ehnnj5Z/xSO+dyIQCyIVfLaQkr4FnOxuLFIT/jeiH/1HiYOzqJEhzkWkmbjxn4hY+nRfW5E+OKgNe6WAgWNKqe1S7VevVQCY47ijTlqC5RzTEKoTKOrcApEAHxnve8Z1qahQabaVJ/TwD9vzrmJel/Tzklvpp1n3vdK/3oh+dGBHqg6UDxfCajSR7qhlDfHCOwXBn3lpdUqb7g8bDWxaDCQO3XF3Cc/ytjSoEBqpYlrgevlXioOfSl3hInpYg45dgdbSQqjx3fNFIo6TIkY1Kdt9yM5Jq5tYYJ1vjOtzytvYLrVv/J81trPhFhYqy1pmmoaXKlLY5Rfhc9GXhHtF1Tzbcf9S+rDwVPrDvNygL7N771rfSwhx2QLvrVxSH1H3nE4RNB/2SgP39+2j1L+ldd+dv0oQ++v0ne0TrTmt7SWt7xamnXFr+jrZcakC//Ro7Ny86H8K8NEDrqaA30Vy95Sbrr3vuk3139+3Tb0mUZ9CdI+i/OoH9qgP6eu++ervjN5en9/3ZcuvW2srNmRx111FFHWw/5INZLX/6KdLe73T1dedXvwuQ9JP33vqeC/jEZ9E+LiHvsfpd0xeUF9G+59db4qhW3rjqljjrqqKOONh9RFTFZpxZcuHDh2kC/SPq9oM8m/vrrr49PKZrd7qijjjrqaHoSK6+73OUuaYcddkizZ8+eGuj7Mv+eQJ96533HhYniD3/4w+hBdt11107a76ijjjqahgSjCeck/Pve974h7b/8Fa9K+9ztbum3V12VQX9pOqoN+kw2gf7CKuk3oG/x009+8pPoPe5whzuE2U9HHXXUUUfTi0j2l156aVjp3Ote9wqp/+WvzKC/TwX9Iun/23vfW0G/6PSBfpX0/42k34A+wL/97W/fgX5HHXXU0TQkoH/ZZZfFOo826N8V6F95Ve4MxkF/kyvqfTFrMjdnzpxQGS2K3T1nh9+CMOedKqmjjsaptg3bn/NrL4byve2kHQ8Z9rdtwet5r0Pyq22Smzt3bszztcvg1z6rcQd/exFnR9OH8puNo7fXeoWbDvQxksnfD37wg+kNb3jDau7YY49NF198cZo3b176yle+ki6//PJgIBPH//M//xPM11FHHZW2pG3ccsst6Ytf/GLafvvt0xVXXJFOP/308FeBCfFfc801EY8JNkCuoAyotSvtsoZXB9yl0Sb55fuzn/0sfe973wu/dipdba9XXXVVCG4nnXRSaACk6drs9KSxLr8B/gB9PYK/ErZxFoRgVOqh//qv/0o333zzmGoo9rjI7vOf/3w688wzg4lOPPHEdO2110YckxFf+MIXgonEa0sZHXW0rZE2YN+UCy64IJ1xxhnpfe97X7rwwgvTySefnD70oQ+Fn8BUgR3o33TTTellL3tZOvroo9Pznve8cNrXt7/97fS0pz0tvfzlLx8L5/76r/86vec970m77bZb+sxnPpN++9vfpl/96lfpS1/6UpTxi1/8ItS8Oh3t9ctf/nL69a9/nX7zm9/EtVe+8pXhF9bR9CJobrO8GMw10D60xx57HvugB++fLrnkktgIasftl6SbbrwxPfrRRwXg/v73v4+hIkmjLAtfneoQsdch4H67290ubbfddmMMeqc73Sntsssu6UEPelDsjf+jH/0o7EsdP/axj6UbbrghJiT22GOPGHLST/XLv3Od25rc2qhfGtLz1Vdfnd773vemc845J6Rv7ePss88OqfwPf/hD+uMf/5ge/vCHh6AE/K+77roA4Q9/+MPp8MMPT4ceemgYYxhB6xQOO+yw9IIXvCAdeOCB6QlPeEK0rwMOOCA9+MEPTg95yEPCYu8DH/hA+upXvxr6YcKZsu3L9c1vfjOk/xszRvzrv/5rCHTK1Wmoy+Me97jAiX730rkNc2si79078S7hLew+9dTT0k4775z+dPMtZT/9u951fGtl2zB87bTT0oI8HCx2+pet00SugoB2JRWkD7TX/d/93d+lJz3pScGk559/fkghj3rUo9L+++8fDPWWt7wlhqHKUB6GItk8+clPTk9/+tPTjjvuGHlzndTf0dZKwJbUvibC3718TiWjQWsbwJ7E/+hHPzokbCqexz72sRHvT3/6U7QlRypSkvpBBx0Ubfaoo45KT33qU9M73/nOqIc8tavnPOc5Ic0D9L/5m78JYFCWa29/+9ujTQL0vffeO93//vePtvvZz342/fd//3eMGIRRMelwTsv4IQ/CXNdeNz55L97bZOS99k7kvuKVr053vds+6cqrTOTWXTarnf6LM+jnXgHos975zRRBHxMLO/fcc0MiUTEv2vHe9753FPyP//iPEc9IAjNhyNoTYax/+Id/iGHlPvvsEx3FwQcfnP75n/85vf/97w8zo8pAmLxKEB11tDWRdqAxAkfHfmCo/ZDiqWGMbpG4d7vb3WLU+7rXvS7aB1AH/nvttVe0MxL9CSecEHkSkt70pjeFCqbq10nrJHBqmne84x2R90te8pJoX0YIzl/84hfHaJ7qiGr1G9/4RqhslAvU99xzzxgZ/MVf/EW05b/927+NsrVFo/Nf/vKX6ZBDDgmwkbd0P//5z+O+u/a64eTdUq094AEPiPkVeNhLk4F+tdP3To7Mo77yjdwM+sfkF/W1sW0Y7px+kxNPFfQBM7XNIx/5yCjQS1ZJfgXp/Z/5zGems846KxgE0x5xxBHpfve7X3rYwx4WQ8evfe1r6VnPelb0ZP/5n/8ZcQ07/+qv/iokB/XA8B11tLXSD/Kw+oEPfGC0jclAn1oFmBOKNFqkHVWpWYMHzDqGt771rTGSfvaznz0G5nTzOgAAIL2j+TJzAUBePOW85jWviclYcR//+MdH+wQqVK3A/SMf+UjaeeedI+4LX/jC9Gd/9mcxWjBB/B//8R+hJrrHPe4RW/dSJekYjBqocF/0ohdFXWun09GGE5z98Y9/HHxhkWw/jcvkoH/3dOXvGjv9DPo2XAud/oP33z8M++fMnpO2X7Ik3XjjH6ek0wfwGJLkccc73jFAXqEV/IH4u971rhiSqjCJQ+GkhO9///uhZzRUZTVwn/vcJ/IQ58orrwz1DgkD87gB5dS8O9e5rc1pR/h7MtImxAHseB6gS6cNakuuE3w0fteobrST448/PkDZKJqUDoBZ1JhsBezf/e53Q5VKwNLmjAKUQ6Xz93//9zG5S1KvqzipV5VntC0PaYxASP+777572mmnndJFF10U0r42aQTxiU98IjqDfffdN0Yzwrv2uvEc0Devo1PVuffiMMIffXX6O43r9Pfeu3wucbDa8Qz4yy97Q4x3pK9OoUYOZvRVmlRAV08vyDpAA6B3RCqKkekO6QpNODzlKU+Jyqssaufduc5tbW5dqTedNoI0+NroATfBSEeh0bPEOfLII9OrXvWqkLy5N7/5zSFQIXmQ6LVDJtOELupX4dqlDoHKx0SvkcFHP/rRAHGWQEDd6NwIXDvVMelMHvOYx0SnYcKY+gfY146qcxvHbQhJHnn4eEw+QvsM+k3mGZjDbSTTfZOzn/vc52KiCeCz2HniE58YDGlil8RiYyAMwt6XqaahIV0ilQ9zsze+8Y0xbNnQG++oo5lA2or2AHD5qWZMqpLyqUXNl1EPkfCpZ0jnOoNTTjklpHUqWqaepP+//Mu/TM997nPT//t//y/aotHB//7v/8Zc3Otf//r02te+NtqiayzqXv3qV8fIgrr3O9/5Tswl6AhoAQhsRvDHHXfcGOB3ND3IuyjfGYbt5b2ETv+lL315fCPXNgzMsn596cXrpNPX0zP1ot6pLxyzAXLAjilI9uIj8UzM6gh0DqQMzGIEIB2Jg0RSLQdc66ijrZm0o7Xp9AEsM2VthsTcS9qPdkEyN9Sv0r9wi6W0MW2GqlY7psbRIdDVa5c6DBY/JP1eYJaftgjEjc7raII6QbtXH23RyJse3yicDlm9mXoy1DBKuPvd7961141MnvF5550X79dzn6pO/+WvfHW6Rxa4r/791em2jLmHH3po+td3vatR7+T3j3GKpL9xSOGscjAhJjaBC9w5DKRimAxzuc5pFPvtt19MErHhd+wYqKOOCmkrQJk6p4Iy4qeqAeQAHuBrYyb9tGvxpdPeSPLalrbWdkYI4muvTDHF4YzSqXX4dQBG5cJ0EsKojrRpgMTftdfpQ7DcR9fxQHwsvgH3EL3jq/ECgf7G0e4EAwL+6tqSBcYgbeiNajyMK6zt+vVoHXW0rZK2op30tid+IF8l/zpKcNTWxHetXxurTtzJ2mF18uD4azyj+FpW9Xc0fQhvxMfgG4fiNz7QPDgrQD9fiQsdddRRRx1t/TQm0PeC/lB8ld8QoFzoqKOOOupo6yWKtorpBfSLQB8IT5dvApUrF6aHtG9oalKXLrJz/R3b7U6P2pGJPG0FP2jgayL8QndfLYHqVuectTWuB1j0ONjgmjU7NZ65Atfa+VbrojZJA1+mQu18+TnzCe5PHWp5Ha2dPK8i0Gdsb5T6AwcddPDo3/zda9M3/+/bGUTmpdvfbpf0i59fmP7tfe8Nvd36Wu9MlWpH48Uqr01e8te//vXQNXKoMkLtpNTJuTxqPvUc81V9pvOq88Sw0tJBioPkU/MQT+NRH+mVKZ74vWU5uka/KU951zr1y0M8JJ37qwzsHNU8lUVPKg/14e+th/IslvHsa74dTU/aGNY7/QgPAG+br1nAg0cYSZhorTzdJmUDVKtqbX2izdpPB4+Ka9GVCV1WQvISVuuCF3UMFoSZxLUY6+Mf/3jY7quz+PbyMalsMhhPui9tQBlMTE0q42f1UD/Xax2dK0sbEt96ASvydSTO+fG6tNL0e44zkTyj9bHesSL3fvvtl667/oa0dNnSdNCBj0xvefOb0tDue+x57IGPPDD95oorcuZz06Lco1oV+5h1WJHLPpj5ZWWctZF8vVgVrYtFVNLLda2+TAzNfEzZVgNiLCDHBpmUqzyLU4QzTWs7jGcHQMzPmqHGwTgeojLkqWz5s15wn+IJZ34mfjUrVZYGiWnlx+8FuA/3wOoIiFsVZ78U9ZS3o5dFUgHW0snXPSiDqZ001bJJmJeqXNZP/Boav3rKQ/3ch3KVKf/ed9PR9KKprMgF2vgLv2kPayMgi3dOPfXUAAWmmmzpdQD4Bk/38gV+1b7xmvUw2gkTTB2Oo3bxiEc8IrZ7YHdvgZbtIdj8E/y0Uatw8TVetfiLHwao/7//+7/HNhHapfanXsxE7c5p2wfPwIpecXQi9u1i7sm827kytE+bx9nPh8CpnnYZ/elPfxp18Y0O20Jof9rYVDBnaya8UXEYjvRr6+L0rsg95dTT0h3ueIe0bPmKNJLT7LnH7uk73/6ObRj2OvaRBx6YX8yVaW5+2AsWzk/XXvOHddqGYV1BH9gzLWOrT+Kw1NuLV4YXzykbgwoHkMzGgB+mIYlgMHt/P//5zw9GwXgajOucB2DfEfv8kGjEcR14Yjr7/ViYgnEtNydVVLM1zG9rCBIMkAbMpBsLWly3h5CGpnGyUbYITTwMriHaNE55Go3VxXUUZLta+wkBffnYgRRwexa2slAX5xbJuGcL2zQwftvgera2s7VBlherZ/eM3FMH+tObNgXo6/Bto2BvHXvmWPRoB1uAilfwPSGh3Sa1LZ0C/gXuwNgIpJp6WryFn2ztYEGXRZJWx6u7cDt14l/11BGIo662TLfC3jk+xv8WjFk17L7qaIFWQNx/+7d/C+FF27c5m8VhOgmLvur2D9qItTuveMUrYsWvOijXPevc4IFOa6bz/vqD/qlpt/zMCACrVo3k532X/Oz+LzHjjASzZ2fJOwPI0OAQNG+y2vikLJWu+4PosTGsHeQ+/elPR8X19KgyqxtRcYxpRS/wtesgxrX023ndKxxYP+MZz4gN3P7v//4vlps7t6kUZgToRg82j8JkANVQFbNiSNKSrSDsQYLZPv/5z0e+NoGzuZWViphfY7IakiRkbyFlkHLUyTazJBAOmKuTuOqvDMCug9QRaAwaovsjfbl3LxZRncnDM9FJ+SCNMI1E3evzaTfqjrYNwpP4GIBTyQDsP//zPw8pmBqF4IG/tDcAUAn/PPShDw2BAt8QdggPjoD0pS99aQA2Sd9KXvxPUNHGtAG8KV+ADbjZ7JP+CWycehFmtDejZntrqQvh5ZOf/GR629veFrvrEqjw+r/8y7+EMGRjN+1TvqR7HZr8AJ3ytBFrfWwPoT46tk996lPRQXbUj/I7z//FSGcoDc0aygJpmVMJhXIB/dlpVnb8mxJDMBpgBXCWgVOLGP6RUOzIqXcHiAizVkDjx3CYlUQDkEkotpK1mRSpxT0YptI1kmBIzD7NaGgIOIEu8BQuHkdyrs6QktSEkW1e5cMSmAyQS2dUAXAxOSb0rEgyRghGGiR6kok8MDOpX8cjDcDWsShDR+AaiUmDwNikH42K5E66soeKfVHc/7e+9a3oLCx7t6OpHRZJT+pQn01H2xbhvToyBJRGf0a2dtoksFQVJj5rk3C8RpLWfkjO2gaVpGvaIQEMyPv+hTajXRJogC5+5OpIpI7u207HgmzaRpihnkFGy3b4BPqEJ+3G0chbh6Pd6Sh0AFb2GkXbWM6I3D0ZOTjH+1PVKmzrxEhnVgb8AP6GF8ZAf9as2QGaQxl0ehllY5GXhBExnJdqwsGGTYAPiAN8cdSnH5GKSSF2EgScVCoAEfOTCjBiHf4BewD77ne/O5jP8Mh1DKTzsJEUBgfqdhj8p3/6p5DGMZ77NwKow3FfHqJ7tJqRRAXQDWVJHJiaQ+qn/sohiZhP0LDkh+GpaJQhXxI80KfiMkzG7OJTJVEXGbrSvQJ2dSXtCNe5mdSyJF5YR9smaUcEBPyG/+ylD7TxBzCtPNlLeN82z/TrhAcjAxI46RzPU9/gL23MaJqwYTTrI0gkcICuTKN1HYLzKnTUuhiFGgkTjrRXbdQ+PvLyqUblktB1LtoASV9HpKOhAbDXj3vB3/LRLqz2dd3+XUYLRudUUNpRR5MToB8amhW8UnG9gH4OmJPBZW4eUgUjubgJpUegCNgxDj04Yt2AeqXWNkPZ5xvgGinoJHwOztbNJBIqIpNB4pH8SeVGEpzdB6lkXCMpk6h1PJifVE46twmV4bJOw2SRHQo1AB0SSwSSBkkbGGNsHRadqc4Lc7unOskKkGvD0xmZVwDmOgqNiXRW799WEya9pHVO6sfQwJ70JcxQlxqMhCMPow7SmXfV0bZJeMt8Ed6hhqHzNqLkp9PFY4S4XomYtG4UaVRQARq/AXwjUfp7I1wgC2DxM/4lLBGy6NABstE5iRxvAn8CivZHKNJpEKYQUNYWtCdgTXCSlu4eqBP6jPp1VkjdqJvagp82gLQNH4UhhLlHbcK1XszoaJy8+xDqs2O6GSofF2ZnKX/evPnZFRtbPcKmeowqQf2iZ6dfJwUY8tF7Y0JlA9Aat5IXi8moSUgLgB0oknBI8vb0NpmMCSrzM/cEstQzygKkOgzlYRgMaOIKE+oAdAjqYMtYjEs6Aa4aDz0phtZo6CNJPoamGoyHSson9ZBsSPf1y0NGL+qkHI2CakkjURcdgQ5LhyS9eBhbPkYARivCNEgAb/dEIxagr6HUhtF+Th1tG6Q94EsqRQ54A2V8gr+0436AKA0eMmrEd6R8aUj6VEPUmgQxfG1kSrrH6/iXcGMPfqNsbY1EDsypIQG6dqhzsDuuHXMRXtZRyI9fWUa2dPykffN6BCedgHDxWAQpQ93xOP7WeXHiAX3X1EUHoePpqD/BU4DvuY/p9D1Qqh0g5OFVvf6moMqAwJYEQbrVAdCnU29Q01TpBInfBjRAxw6YlE7PSAonGZhQ0onITxrqE2VQ1cifVE7iBtjAmyROAgGwpHlSElWQjzpX6YfVkMZRy2c+ZoJXpwH0MTkm1ihYFgFmEo1y25NLJC6NUh01IkfSmZeBYU2UuXcdnTq5P3MN5gKQ+5EHFZSRBlUPKao9hK/PtaNti4A6oDc6xU/4R9sB+KiqG9uEV7QxgG90LB1+xfPmy3wBz/yUETRjCKMJ4dQw+NSI16hcuQQruniCjg5BPoQcHQqBhyNcuSYvI25HHQ0ByshamyTM4WeCFwxgMEEQk5e42rY6ac/qrhM5+uijY6QNs6qQ2FGLGkgI0G90+vxoaM899z72MY99XLr2uhvS/AXz06x8QW962KGHBINUUyGgicnahKEw1rqYbFbVDrUGZvXSgad8lCEP5chH7wRk6fQwAMmCFGIiiPUNKxlSu7iAEMO6ToLGrCQe+SqTnp8OkH07axtqEuUZadAj0sGTxDEVRqsTshjaEJREfvzxxwdgi8PSiITig9OAXkcknjLoTcUxejEMVSfSOUnGvctbg7Avuedgcgpji2v0onPTKQJ4w1kqJZNdpC2jFi9Pg9HIlFOffUfTl7SjOkfUj/DFuppsIvHqu69tz7nwfm1R21IGQUQcHQVhBKgSIujZdQjqSs1j3ov0LRyvAXA8r11Io80pR77aGkAmoBAi4QfsYKxh9EtIE18bYUEkjnrgb2WauNXmqVONIKRVD0KVOkpDDSQ/z0taefTr3GYSudeKw7ClF4eROLQS3um4yeZpac+99sQYaTSH77bbHdOpuaMe2muvvY99bAb96264Ph6glbqXX3b5JgN9JI7KYTI9NWZS6Sqp1zyEU3M4dyMYj2QvnrIwis4AY5C+MYz8gCZgVS9qHfpGDIXxlAs0MafOgUSPqZQlrs6CdMJ0DdMrV0cBZMWlttFp6KxYTDh6BspVD1KWhiQMM5OQSO7uAbMqQ1nq4F6MQjQsHQarJA3MM9cReO6cOliYIk/PoFr/1PslNXWgP71pU4E+qu1F2+FQDesl4fKubQ1p9zW+cHxG0CLZC8fPwrV/cfEkvw4A1bqKiw8BUyXxtAntwL1VgwX8654raGsT+FkeOpMKbo7SuqYe8pDWNXVSdq37TKX1Af2R/G5PzaBPq2GjNeds9gmfA4ccevjoBz74oXTBhb9I8+fNzz3CyjB3fNc73hYZbOptGCrjod60XrRhHht8ErabrYxdAc+w1A0j1zGiB9Nm/ppGZyAOBsOI0vHXcsUxOpC3o2ucexRfx2f4qVFiVg9ZGs/JC8G8GBHJU12Upz61Ho7ieZb8nqGyKqmTzkKYvPrlgfh1JoboGpE4HU1f2lTbMHQ08wlv0BYQGgB6Lw4jOEVdrNMlSMID2zAcfsTh+WrpuPfLwu0xx/xVGjj4kMNHP/zhj6TzA/TnpVXDK2IC9F/f+fbNAvprIo3DDbuRDtRWp9phAYiN+dw72vjUgX5H60sbAvpHPfqowOllWYC8733uk174l3/JeiczYP4t31EEHOMLL7Y0VUBDJODOTXTek5fcAX5HRqfAgVtXfpC2Xxpggc9c6+W9NZH48tS51Twq1Wu91BtvbTTVfLd1ssNC1VjU5zVI5gD2s5o99T28PoLIFqUqHXVuddfRtk3aK3UjtSOjB9IevgD+a+IP6TjgyYiB8MDfDmc1VlWiVJnmr5xTqQJYDphUP1CRliQqT9doAtTNNXnKyxybeLUerslT3tLUOvRzNY18zdnVOrtXZdY6ybNrHxnbh3SGGfTjHRXrncE0OjJmx+kCiT8/rbjYUUcdTV8CdgCWqSP7envRWPFtPQcDCODXj4wQ6Xg56aln6xwSFa0wc1bVEEJetlKwgFFZ7PaFUzk4t1rdJoQszICtzoIFoPJZxJmXA8DKA+z2C1IHzkheuKP0OgTlC9NBCFcnjt89V2MNFnzmvGAX6zeLKhk8qI/zOtG8LVOR9PMocPac7C8joZD0vSgXwp4z95yh8umoo46mLQFR4AfomA8zG37Zy14WW4MARBK/EUCvtKutA3gWaEDWQkYgDYgtTnROYiadA3YSPvBkSAF0WdbwC2MBB9hZpZmLYPkGbKVjXFBX3spD3qzf2PWT6pWvDKvj1YMlnU7AaEUnA7yFq4uVwsLcq7oqQzhp372IqwOoZuDqxNpOHB1HHSFsi2Qk5HnMyvju3cN2XyTJJy40Q7QcqRP0O+poepO2ysQTMNpdkx0700bmxRZBWUxIWtbo28APBFmhsXm3qt0RkLONZ4zBjt5CKUBN8udMDLIeY1UG7Jk4Ux+ZnCaVA3cbD+poADGQUY5OgM1+lc6ldU09lVP9OhGdlpW2zJetiFeGvOXBNt+alWrKqtOgjtIBGAHo5Oo96mR0TkzIjT6q2mpbpcGM7VWLE6CfH9OgZ+WhkPJtx7AtP6COOtpaCGBSnVCHAGzgDOw4AAjsAGSR7iYSwCYt2xKEpA08q6rGgkRAauGhhYJAWZ5wwYJBnQqQFQacdRDqYV0JoFevNonXK2k7F5cKySpb0r0wkr8Rh0WLOg8jCNeMAswniKPz0SEoF7CzKtQxuCejiAry7h2pT+9oZ1uiWdQ7GfABvw7Al3Dzbxb3W3su1+8odtRRR9OXABkQrADaprWBHGBkhg3ALXC0SNBCRKAOVEnkVqwDYJ0KkNcxAF9qFH54QX3CKc+RqSl/u/wKwDW8XpMe6NfFWeYVqHCAuxGI+gFs6hrlUtcIU3cjDHWSL2cUYZ2Mozg2i7Ng0QhmbRPaM53wR2y2RnWfcb4x1iwvxvabXoQOIK5sJoqhR365jlMlL1Fd++ksKwnHBPJtx+EX5ho/psB4vfn0xusljYPesu0Mm3tJWvn3Shz8nnv7HmqYvGr89j14geJPRvVaO1+uXX5vHsKc995LdfXZeE7tBiSNvDraMgQo6dGBtklW7cH74Kq0K0yH0PuevEP8QPVCurZ6narIxC3pWhpp8R0pGngi6haED5B8+eux8oSypaXDB+auqS+HdBpGFNRPqPKUfbKsnJeerl558gT8/ACdXz5GNuKhCv74VZhOwRxC3Qer5r+tkbu2Y7JdlGdlfK/PazDDQpzEvsvZhfXOZiBMgRkwGumBDhHAqcuaXpLrGJZEYIIHKAmrjO3IYQCTUpYv1zhIuSaaMIV8MCVdJOlGuZx6YS66Q3rBmr7t7N5ppTCLCY71hL1xpK914dcR1M3b2gyoUWF+k1DqRF9aJ6HkJw3ppU5yqYNGIn5t4MKk4zRUVhXuA/HLV34ktrqvUJWUaj2EydP+6iw/qlOHE088MYbX4nhGdLf80spDXvVeO9q85H3jcdt2UMVUqxvONTzsPQHDXvLOvEd8hCepejj8Jo30Jmk54KpDwPPiO2qz8gCq9PH8Fdid2xoFrzpakEZNRB3jGkcS59Rf/aTX2eB/6ZRD6ncvrsEGdaOvp/ah3rFIqfIfPlfvWnftVmeoDeFbcbZVqngVmNFgeyBhAPBcktym22GzTcrDOEzAfE3f7pGAhn4RmLs+GVVGAPh2AhQXY3rZyA0CQxug+UAEJqoSBgLC0iqTtC6+L/IYnmI611kJvPrVr44tYu1zg6FrgxLfOenKFrAYEXO94x3viM3bMDLCgBgV4CrL3v+YtwK/snV2vurFryzfCLB7KBBWlnraldM9uCfPxsdeMDtw9/zsEWSzOedWUgNqG8bprHSi8nYuLr9noa7y0/CF+UYBMz/lKVtnqdHZ4M43DMSxc6LN3vg9f3k41k6go81Lnr13aZLV/ireJ77k8J12XNtKm4QTNky86rhJ1IAZkOIvvE83rk0RiGo51DzaiHJcw5N23MQzdph1XVhVDSkbr2sf2ox2hR+FEYCMMKqEbqUpM0ttSp3UgWDmPoxCCDU6GPXCawQYq5fdi7oAdqQc1x11Muqq7tsujxYjHbjuGZD2PYWhPEQ89olPfnL63dW/z8A5khnCB8svSkcdeXg8qLrRj5dWgbVSZQgAPtUN17woL/r4448PKdZWqyaEDN3sKImJTR7Jq02ViYGj7YdNQmE44Gb3SmRCCzgBRtu+qpc4pHBmbTY1w7h23MTQLBzEwYwAmETtXt2LOppQ8o1dZnD21weM0vq4BIkFQ2I+z4k+1L14Rp4V8Mf8QJspnfsDoNVaAqPqmDC5ettfXDksKI4++ujQt9qATeNQBp0mkzT3p15GGb7L62XaRMl7YgZnq2Y7gmoMJB7Sms7U89Tp6AA0KBNg6sjZDVS9SWZAwHNwXRqAYohvoq/qUd2H56iOGqSOYNtsVFMn72dTbLgmXhVG5OHo3PucrC16V3jeOyaF17JIx/Kgm3f0XunGq1VQ5QX8Kw9x6kQqyVvd8R2epHpSB/cijpGIctQPz+mcxBMHDwmXr7Llo31JiwfVQb7qIS2/PIXX+5TOvQB6bc1RvjokGLU1k+dccdg7cc+9JI727Rl7F97PKaeenu6eMYPK/rZbl6bF2y3OQuHnMujvudexd9ztLumLXz45/fJXl6bb8sv54w3XpUcftelAHxADTB9cwDBepgYBEN0U6mV6dVEPLxH4mXwCXj61pg72ycckQI9FAOnd/vf2yrcVrI812NpVJ2FLZmoLZmAATwdkeKtOGIZEC/iAJXCzAZ1PxjEz0zE9OXeSABfjkYoNsavJGl0lsPaZRnvik8TVRyNQf98apSbRMKmDdHzqIT3GJRkBdY0E0Oto1Om4446LoS2p3Mem3Q/pjITkOWgInq3npDF4Jt6HfB11QBqVj80Adp2JDlbe9ctLynTfOhnDb/l7R69//eujgXpv8jZqURd5eBf13Xc0OW0q0EfanPeufVYQXFM7NDquwOud13aNZ/Couiif37Hylnp573hX/kBV51FVS9LXduq6fF2XHtV6Kr8CPqppjBKUwbkuT/56X/KqYfBI3Tj3Iq16SOe6eK6p09ZOnv26gj4p/9TTTk9Zjk9nnfPD9NPzL4iO8MwsaMZHVK6++poMCpemX1386wwgNxSmYduzkam+dMM3EijpuE21Y3EDvUQSII0DF9IqQNZASNLA0fDSCwacpGCfS3zJS14SWyH7IpA4iE0zhqBDJFX72g87YB9RIW0DsSpNYCIM5CFicOV5cMKOOeaYeAGkeBK+7ZiVbddLD55kRHL2pS9xOR0GaUk8H2zRgblfdZcnvbqOg6SuQ1APQ1nDcUyt7joBjYZURpWj8/KFrbYaS/nydZTWc2fHza/DYx1BrQbYvQ/3ofORn/tUFqmeWkpZ0nnudWSkE5SHztIoTSfS0ZanaLfZrY28c7xSO+qaxlFYBRV+PCS8pkE1vvN2WHXtPOqxTfKSb5ukqflxtW7iiS/fmpcwcWoeNS2q1yrVum57VCbUb7jhxnTpr3+TLvn15ekP114XUn/ZeydfNMvrAW1pi00vuB/p5YESCd6LpXahy6a6oev7h3/4h+gUXKN+oe9/05veFHp3H10x9EMmOEn1pFkdB3UJkP3MZz4T1wCy74RSjQA/HQTgk6+6qQeVDDAH1OokfxI1oqOX1khAJ4EAKScPHYhryqwfUTEn4JrFKYcddlgANCmbdE7KJuWLB6TlraOSt/qQbKQ1SjLyUF8dgM7FCETnJp7OygjBvIP6A3QjDqSRyFvnR5LTuHQEvlHgfgG7jpjzFSWjGXl4/uYs5N1RRx1NL7KPfvko+pw0e9bcNJj9ORDG5153NANaA2qBuZtIPSt/HQsdNqDm2kSyBrD9pAPSpIlOUr7PqZGUrd6jwgHuwLvq4un4gf773ve+AEyqFhI0cCK1vupVrwoANIElHJCSqEm31Bs6EAAMSJm1qScwVT+jEXUAjqRxQKlcKhyTpeICVioTHQK1Dqmf41cnHYQyfZeUesWR6kXddQSkbl8XIs3rjNxLlV6otaipjA6Asvqor3w83zpC8RyNNIx4+HVQnLzVXccnnvdhAo+6SIfXltBI9UYnnrtydDCOJnnlUa0pCA0dddTRNKMM+mGymcFeB1BcBn3DAGARwB8uI/4mlPbl79uW9MkkR1JpBSpA2Nb1tUk4/Tl1DimZrpwUC/zpuQG9jgFwknB9bo06hHvmM58ZoEjnBcz5AZ1OwMeVdR4kal/9J92bUCXd0qPJny7NV7J8mpF1C1UQHX8loIoAN9UHaVhZ7rN+Io7jB/zKpsevk2ikZWWYlyB9A3ZACnTNC7CS8Nw4nZB4AFcepH7PkapMR2aOhKUDdZP7RNJ5viwa3vOe94QttHTiIbp5HZjRgfoYLpsoN59BqkfC5aEj8l1heXjudTVo8E1HHXU0rWh0FL7nYwb7SkWbk0M16pGRTSjmNwTQgS2gpdMGGKRFkiwVCMBRl14C+gCQJA6o5UM6pwYB7KRqYAos2eCzsiF5c4BL3ArOOhpE9081w+beEZibFNUhyYt0D7x1IFQZOpy//Mu/DNUG8DQyUG9OXOoYYMrMk1RtWbt5Aqogjp8VTFWH6HWplIxS3INJZfMDQJ7qST6+36sjqVK5jq+ORKT927/92+hQLGzRqQB/o47qR56nuppEFl/+8nCujuYO6OgBOmmf7l7Ho9Op5Hl7T9RCr3vd6yKP1772tWG66XnWZ9tRRx1NH6LBWTW8Ko3k9hvanBw2cNDBh4z+2VOfkU486ctp4cLF6f733TfdcvMN6bh3vysN54gAjsRY9cVtArCAgPnj+nw5i3RYAZBf/pOld51qAbiQ6AGiDoAuWj2ALPAxYcuipbcupHBgpjyqEWDOWoJkTcrW+QBvcYCf+6IKkT9QdI7ounUipHNlqotyOKMEoxWAq07yo4tvE9Cnj6fuUUeWQtRILCnUx3PUabk/ZZGkATaVirq4Zx2a0Uu912oqqkz1oodnZaMD9bzMGSCjFPcpX2ounayRR5270NlJi3QUVEs6E4t/qMGUodOR1rtw1BkbDUnXr7PuqJB21H05q6P1IbwBN9bly1na4qteQ218u/Tziy4ObHzynz0ufeoTH2tA/ynPSCd8/ksB+g+4377p1lv+uFlAH7UbwFTTSgPMPAzl13TCgTow7kekdw/DA5Je/fnbBMQ1uNqRVLCvpAzhtbPqR7UjoHZpPxNpK8B6OcqoHUqtl/jydk0619r3Kg7Q1rkIVxf3Je9aN3kBd+mFVSCXb60LEq92tJyyKzlvWzHVPNRD3dpUy+9ocupAv6P1pfUF/Ve++m/SDjvuki74+UVp2fJl6alPfmL6zKc+UVbkijDmNnPjrYDDTZXEJXX2djL8HgjJuJ/T2MTxYPR8QLQ3jmviiNsL+Mg1aXvTtZ08NFrxeuunzupeyxBfXGE1vnvgr/fXvld5S1MBm7+CiOvSVSCvYYCbA861jpyOQ3gtq021brVONQ9p2nlwtfw2SYNZdTQz0bm/fvfdUUfThfDnyAjz2RXx7fNQ8eSwkPSf8GdPS5878YtpwaIs6e9377Ts1ps2m6Tf0cwjPKAjo6KaqaMA60yM2nTIU6FO0u9ofWl9Jf1XvOo1acn226fzzv9ZWp6Ft6c97anpc5/57wL6j3/SU9MJn/uftDCD/oPuf++09LabO9DvaL0JkzJdtXcPcGybgs4EAtrVVNe8xlR4vgP9jtaX1hv0X/nqtHi7DPoXXJBH7EvT0zPof/6EzxbQf9wTnpw+87kvpEWLtsugf9/cK0xv0Ndo6Jt7dcuIuqFN4vbquWs4nThddbvhytPErnvxAPkno3ZZ8vPgvaCq099WyTOwpYX1DC960YvCimgmgZh3jWfMrUyV5zvQ72h9aUNAf9F2S9JPfnp+8Okznv60dNKJJzQ6/cyDOU6WxjJDRhbTlzQwYM1E08ZfzA45/uOPPz4aVBvYgTarFQ9EI60NziQr0GbS6YHVVbPSWkDFcgd4y5dNvj1+mG0qy6pgZXmwOh/pWOSIz5qGX5iX1a+BbyvkWdb5AsLBTHLefUcdTVeqYgj8wavmaiu6B+hblBUXGhc0jQXVKkkCYw3Q4iIbiRlxAFs3ygFkPaS94akapKnAz+SQ2WbdYtkqXTb49uqRn8k6m7Oxrwf0TBWlZ+6pU2BHT6fLb6GYxVukWkfOfj9W1xpldNRRRx1tCWpjexVABwPcs9/CrFicNc0FUxU39LXi1MIsEj8bdqtf7VljJ0gjAdI2CR9o26OeLfu//uu/xiIt19jC23/eYizDauc2aLPgyL4+7NOBv1W6VsHK0+iAA+RPf/rTo2OwsAvZJpmqyK6UtmCgSuoAv6OOOtqSlDE/43rZfBF2gvtBIF96ABJ+MemZzkTnro4vf/nLQ5IHvLYTsC2BXSrts0NdY1sFahj7xphws8jpL/7iL2IDNqtmgT/p3SZtVTdvn36jAnvh2Jte/lQTOhmqirajykFGCepk9OHB0vUC/1rPjjpaF6qCRec613YwZ32IWqcI9BnbV5UVuUN77rnnsXvd9e5ZKr4gg+XcdKc77prBajg+oiLyxt5Pf0MJkKoPQAbcdqW0ZYCy1Q+wm/AA1qRze/LYbuGrX/1qrEw1OrDnjTS2GbZ1gm0LrMx1XVqmhkYAPuRghasVp/ahqWXrZFhvGDHY6lhH4/lQ/egEPAPqJHvdTNW6YyYRJmWqaaTleVO5zSTrHaSDJ3BMlefXtp8+XqU+lJe8CRV4uHOdozVgDee7I/1wGGlz1NV4x2RvBqt0yqmnxfdxr7rqd2l45XC6733vnX510S/SwEGHHDJ6+JGPT5/69OfSwkXbpYft/4DcIyxLx73nXZmhp5/1joZmP34qGx/+sCUBUNH4gDkJnbTu4VDt6BjUE3kggNyGanT99Ph2ojzggANiZ8wHPOABsdWBNDoC92ui11YKNnnzYE3siuPzjqxS7J9vt0sNVuenseoMdAxUQ9uiFUadczHZ/dznPjfMNvtZHGytpPPHbwSAqfL82qx3gL6GbeTJ31FHbQL0cIcWA+/1Uq/1jn12Xv7KV6c58+ans8/9UZhsPvfZz0xf/dIXC+gfdsTj0vGfPjEtXLAoHfDQB2Z0XD5tQR/AA3y6e5K1r2IpF6DTpdvEDRBrOAD6ec973gRVjIlXu0Pya2R2k7QRmklckjk9vkZpX3zqIp2BzdXkzwTRyIDkT4K1n48OxP74NmsDbj7JaI5AJ+EzhurWr5HPZOpAf3VaG+gLoxbsAL+jfoTHtKHJ2tFkoD8rC8lnn1NB/1np5K98qej00WgzkTvdAYrawP75drzU6Rj6uFESNftmahyfM7RdgA7A5mmG1Rw/oGZGSKqvu1Cy0hHX5LANzUwII/npSFjlmBuwr73rOgOTvR409Y28jQjsVCmNzc6MMowMdBbbKk13XppOpFHjS/zUzxFcqrlor+uNx7XD+rk1xVlb+t7rUymvcxvm6pYpU6ZGDim4XiZyc4OMsLDe4a/76W/uvXfWlah3bOsLdDGbhlKdns4owAdCqHfo6O1iSa/P8ZvwBdYIKNta2AdEfIyFJRDJnfrI/vK2Lmafb7fJF77whTE68NF134jV6ciT1RBd2j/+4z/GrpfA3/wAc1LWQduqBQ/ANyR1nKluYxPgn8zhVUTAaTvhhB9x8JrRgqN2YsTFrJir6YWLX9NpC7U91HKMNvhrWk5eNY7rtUzHGr9zm96tE4me+VQ7XJVBvwqgod459PDHpk9+6oT8cql3HpSGBlZOW/UOBrNwCrC2V9NyQNk5Kb4Ok6kW2qQjkI7e3f2wt6d/F9/kLfNMnQf9vPtzLp7OgvNxFQ1A43DfJk2UDeypnkwQy1P9zAtQGWmc2xIBEaozzrP1rDYFSG4pci/4Bb/h/6nw/NrUO2siAoxvGht14rc6kadcBgYWDTJsYHRghGkE68tr6kgAAvQ+roPvqUSNeKk5fQgHfxOY8K54vupmnowFGz6uvKtcvKwDYP3mgz3eLTWr70EQwrT/jrYMaXMT1DtZgH/5K1+TMWwoff8HZ6eleZTwvP/37HTayf9brHf23GufdN5PfxZgduc77ZYGB0amrfWOOuiE3BhGZk8PXDlffnKsEo46Gw0YFnGY2wy461VKkt45Z497nYYGoJOre94rk1rIvvLS6TEdxdFQPHBf8TJJTP2ko9EgNMRq7rktkefl3o2CAI3n4znNJFd5yL1O5f2uzXpnTURyZ4FWBQnPU4eDvy0AtAbFORNlRgisz7RZcyrWjzA60FZMBFp8aD7KKJXhgzkrwosP8WgPOg5pdBrmtXRWgF1Z8pCncghCDCncFws281rqNZnOuaNNS97dBOudVKx3iPu/+e2VaTi/l/3ud9906aUXlw+jZ9kjVPtFAJneEpkGhrHouCZzGqIGKV67QfID/9pQSVziA2Zhrgl3XjuKmk6YuFVKEyb/2gm4poMRrqOo+Trf1sg9eyY6UM/E85hpjoTfy18bShou4Gw7o02kkyG5479aJp413+Sa5w2UP/3pT8dX4IC+/N761reG4YE6I3WWj45LZyJdJYBObWnUShVKlUmqZ6TgQz/epa/XWfNCsNHZiEMdalGihY3yVufe++jchrv14bXYfiG/Y+85Ft9mCvXOIYc+Nn3iU59N8xcsSo942IPTrMHhdNx73pkBrdtls6OONgatTb2jLREUSOmVNFQjU6NowEvtYn1IFUYALBWa0RQrNduFGGnqbH29zToJI07t1mctqScBs4/lmxej3gHY6gO8qYp8/1ge0knPBJrkyNCB9M+IQXk6DeXLi3XbG97whjCB/vznPx/5MXjod58drR/pwJmXe+btjrqSTqFXvWPDtZHRwfTd75+Zli5blp7/vP+XvnH6KWXvHTT2ggKzu5fVUUebkzTaSy+9NOaVSPB1tFrbJf8Tn/jEUFsStDjqSh/hRwCbpE8Fad4JOFD1mN+St/mAD37wg/GNZB2F7y4zSLCWhLqHKge4+04zAwaWbCR/HZXV70YQhxxySHQmDBY4ah9zDbYwYR4NjJSrzrX+9V46t2HO8yYUeL5TJZsu0OEw0imSPgueRtI/+LBHp0988oS0YOGi9MgDHpyGBkj603Mit6OOtkZam6RPRcN0GGiTqgGmtqTNAXrbh2hr9pliKSa+vaRIf9qdyVxrTYCCkYCyAIXtSCqgP/zhD498gYdwk7jHHHNM5Gsei1RPurfGwsgC6OtYqjGE7zJL68P4OhSmyQwXdAjUTDY95CeVGgl0tHFIp21Ehi/64TDqJ+mbyF2Vcf6MPKpbetvS9IKjn5e+9c3TiqQ/EDzoZ3Vm7KijjjYPVZAHwvTn1DS1gbtGyALwZ555ZjijAh0CCY7fh/WtJaFyAd7i0u/Lz6JBwGCBoe1HkIk/IM1kmWWOhY4kfNY9VqwDGCBCDWSlsLRMkU32WstiYthIA/g/5SlPiclkUqlOTf07t3Gc97j+84NFyLDrjj9UtlZuBXTUUUdbljTu6irQ6wBMzjI1ZklDmie5M88Uj2RN0rPNN6B3XYdB6jYCMC9gdPD3f//3MVIwotAR0OVT3wB1unrpdCA+5mJlu3kAZZuoBfDmBpSrXkYCRgrMPK1zUX6V8Nv30LkNcxtCAfiNaqeqd5pdNl3OmY92qpmOOppOBKjtBsvc09bf9PLAmFRuspQtPZt6apgnPelJobNnlkmXz4wYKBvuU8ew5DGR63sPJmttE6KT0BFYgEiqp0Kg4zcvQNonuZP4dRI6AnHsRcU82eSxTsA8wKtf/eqxjQ/7qa862vwEzb2K4hrBPgeGTv+gg49KHz/+hDw8W5wOfMT+jU5/81jv1IkJlcJgayJxDFGVa7ijQWB2RMKQHtOhGo/k0q6TPJRJAnINkXDkJ31vXPnqIV2v8ZwL9zz4e8uqZYjfj6Tx3NRB2vY91LI2tIfvaHrRVHT6k30uES+4jrf5XcNvwpwL56h6HF2rJG4NE78S/sRrHHLEz8LxpLaMP5l14s9atrrj68rjwpFr4uPrjjYueW/r+rlE74f1zvKVw+lb3/luWpbf5wtfcHQ649vfHLfeiR5gM+GMCmEQN2NiyH72mAXotRm2l6SxIRoJB8C6STdryGsYyoLBuXzFoeOkZ0SYErnuoVnVy49xrVqkO5O/8k1q1RWKOjTDW+d0meorL2VbgKRsZnYcv3gainuycIbVBJvn6uhTbcamXA3LZJtynbOqcH/OO+qokvaC36tQU8EXHwuvwKsNCQPS1VVBpsavTlzX63kVNMQXzl+Fk7Yw5KjMmkdNL8x5R9OPSPhhr58dKjr9mMkton+h1SWRjUnAFpCSbKzuY3lg1aBhLPCdDPjpNE1gsRKwEpD1AlA3bLVHDhB1DnSBs6XmhrXCdATCgatPJDIzE04/aojqXP4Yl87Tpm4ags6DWZo9epQLkEk6hs0sIJiqWdVooYrdO9krs35QT9fPOOOM+LqWOFZBWr34spe9LOpiheXb3va2KFc9mNBZDem8o47WRhpxbchToRq/n5uM1nSto+lP8X5z582ap77LwcD52F2Tkt9Qz4VNJ/IDTZKDRRx2xGQt4NODhr4WfpCQ28PQSjoCAA5QSfTysDrQJBRrA9+kRWyJmZbpBFw3AUX3CJSZoQFWoA+IbfurcyDRAGyLT9geWwBDSv/sZz8by9/pLH2chaSvkzrppJMijo+g2+sEUOssAD1Jv1pUqKPRgs6FBK+zMzqgN1WuTkXnB/xZXbgv9+c+1zTi6aijjjqaChXQN5lbpH0U2zAUoK+/aNy3scnw0KZnJHpA+qAHPSgmnB71qEfFJBS74zpcbRPw9DlD5mXAlepGh2F/HJIx22FAboIL4NsAygpGm0EBVFYKOgembFYQku6pU3QWOgmWCADbAhllqSfwpQYC8CRxJmrKePzjHx/WEIAdoANoD1c6E2h0bzovVg72NwH2OhFAb4WljkLno37URHXTKlYQRgI6GXl11NFUCb9WN1UStwoXbX+ldpjjuuTd0XSijOcB+Fx+pxGU/Rm/8tEKLrRpXi6mAY5A2+y/zaPaZJICkPbTaZOkWS+wNDjooINil7+jjz46JGX5GSnYNAqIUvdYTk69Qk1Dwieh07mTwo0kTJapD3vjqvu0QRip+41vfGNYSABs0njVcToCf6sZdQ7A3Dkgr+BvZEBNVVVHvuIlnXNO50L/TxVlx0NmcM7VUefDEkNH1OlHO5oqUVlWUOacT2VeSFvE96iOTNvUDsOPyqidQEdbB8F279m7dMxn46AfLk78bFpSAczZj0rFVicAawbbPAC1jS9eAXfhwJQEzwzNB1RI5H/+538eE7T2EGHCBsQtMgHiJH0dBntkqiUjAHp8QIzJqWCMPthA171L1Iv0zZzN7LhJWaMUHYMFLj6ZqC4AX36AXgdjlKARSi8fdTCascqRRZQ6+/iKDsIErzkAlh7y6qijtRFwx7faBMHG/JORtInVNZE5JfxWN2djYGB+qs4naQO+KeFbz8IIOq5rt1PpUDqaLkSt0/iaYwH9+Gn0+psQ9QEfpgGkVCdUNG3CqABSp9BLwi0TN6FK9w5sWb4AR9fo2wEtAKVKsWUy8LePiPkDTG3VIQLw5g+MNEzUAnE2xjoEqwsBs61idQrUOKQcKif1AtbyqasV1VlnYMRBCnLNiEK9NBRhtZFIb4Sjk9Dp+Kg7NZAtoW2AVVU97tM9ddTRmgiPGXFWgwW8hz+pQakhCUOTCVHaoc6izh/hQyPPKsm7LkwbEGbfH3NRwjrQ33rI26fLLztsFl5oxmr5ZCBL37ybQW0HkIEf0CT9AlvgiaEwcj+dPgY18fqa17wmpHGMKG5lan7SC+CnO6evx5wWlVhDYDtYjAx4dRasdQB1lVysKHQNgFPv2EpWnUj8Ogf76ZPs6wIV6iHgbG7CXIAVjRogFRUSRvpyf3VimhRvfxUdkHqiOnymirK4xv2ZfBY+WYPtqCN8i0eMCvGaL74RIvCQuTL76vQTnipJzwpNu0G1PSHtiGEDYcmIlhBlbx2dic+Gyh+/9zO46GiaUWBIFuhhfAMnxXqnCWjCNikBTMBqdz9qDlI0kAaCmBcj92NWwCyO/T90AADR3iHUIzoL4EtSocu3DwhJB+gKY95JV89kEgibNH33u98dm1epi7xMrsqDpORD6cozKUtdZBRgctYksQ9HqKNrVD1UTCZeNQajD+HyMQFslODc/el0dCSkMXXW6DwLZaunMq2QNJy26rLWraOO+hHA9ZF+KkzqS8KEUSo1I4HEqllCS1swqoT3tINqtEBAoooUjlx79rOfHXNVtmowetau8DVzYx0CIYiw1tH0J+8//oINBtIgz7hzYSKDbAoiVWAYgI/pMBzmrDr1yny9hOmAJ/CVBlDTz3N0mYafLGYwLInHxCjgZQbp6146B7p9k6nSMt0k7QBfJpXmAQ444IDwW6pOqjcaYCFEHaO+6qAxUQlRE2lgGoeRi0lj+k9xjBBISlRZrIdM6NqsSgdixKJjo/s3Oa2MWr77q1/Amew5dNQR0oa0F6pAe+njIWbQ5r7WpILBV3iZBE8Vqe1QtRKqjBxI+gQTkj1BqXYK1EXaK8DX6WwOrOhowyjeEJN8rhHrYxuGAx5xaPrYJz+btttuSTrokQ9Ns4dGNts2DG3GmUpaowH1ALyYE2Ciqr+UB9DFlBi1TVWyll6DAdDqD2DlWzsifg2gqmA0Kp1DVQchE6/KqfV31HEp13NQNyRP5UknjjI1SMAu3yrN16F1JXm4x3V9ntOJ6j3PNFqf+9qQbRj6EX4xB8SEmXCDZwlD9rtnAVZ5HfG3+YhfeRYYmrDVdvA2fjZKZlHGpFi71jbsz0PAMZ9G2CGoEF60lY42PXlX67sNwy23LUunfeOb8W5fcsyL0jk/+H6j08+8UVZtNT3DZiQMWN1UiLQOEDGjG6lpMaBwR+cajbhtJ77rtRFgdPnUfCsT81fA5UhTtaxK0rYbr2vylYdwR049ajpH6eTPL98ar9axutpRbK2k7jo3zDjTnM7a/fUD781F+Iqq0PyY+SmjTau+rUdxDf+qZy/gqzOQZ5lDHQnkjRDMV1l/Yq0IfjRHADzk6+MsFioaRZs0bn9+saOth6qhTpH0H35wlvQ/kxYv2SEk/TlDo93nEjtabwKM5lHomfEEoJkpfOFeCAqAsPL8VGhjS/qVlA+YjUoJEcjz1+HKo7esGk5af+ELXxiWarZeth2IToRBg5GCe/O9XHNhJnGtJWFkYAW8eS8WZ0azVWjqaNPRhkj6N9+2NJ32dZL+benFf/XC9MOzq6SfacvJLB3NNALwmM/XfmwtgUmB00xxAJYQBED7AfjmJGrGKtUDYc7z98z7ATJwYJ9vgpbkTmdvjskksDQWP7JK42e1plNg+MDQwLwVYwOqHzp/ZW5qIljOVLd5BKGqyy9SPgpJ/2Ek/U98Om23ZPt00IEHbDWSvgZHb4/pJ5sAFoc+XgNQ/3YcDUTaqUgrtSx5ADRU9fFVFbSmsrYlIpmYPDdhTpq0yK2Xd7Zm8p6p+6hJpsrzm0rSr9TOc031EQ/wc+quXO1YR+YannbuGr+OTX69Ki1qysna3MaiWpb6tO9vphAcmUrHuWGS/m3p1NO/EZI+nf4Pz/7BOOj/18cL6B/8qK0H9DEkFQKbZA+vgrc6mKCqZIUiwPbQKpFUmFUa0mLuuhKxUnsi1wPVwEmuLG7qZCxzOUcWQhqpOnjwLCKEVaKj35aoDfqkSOqAmQb6Ghc+mC6gP9NIW6IitD9V7/zZTCAdJnNuK/Zh6JpoY4D+LVlI+etj/moc9B96QAH9JUt2yKD/sDRn1vQHfRI1sGZuBlTZKlcdpokpE05VkrEYinUDO3lxmGDSW7LB/+d//ucY2vp4tAUnlVhCsE/2cgCYybIvfOELod805FW+Td3kb7M3tvjKsLUyu3vPQyekAdODelZTGVHMBOpAf3XqQH/dCIhZLc+02vwJM9E6ZzETCA/4OhkhUqe2Jh7aWKD/kr96UfrROWdV0D8ofezjn8mS/tYB+sqte+97ICR5wII8FA3H4iwPwWfg2M8DdLpI9vYWrrBcYLOv/jY4s+jLJ9/kB5zloXPQsVgoRQcK6K0B8FBtpWBxjGdjh1C6UB9M8TEXG8LVkcTXv/71dOKJJ4YKaHN2iluSOtBfnTrQXzeqoK9dVhWhZz5TCA8QFGkgaBQ2J+g3K3Iz8fiYyjTHJA+HSgWoMyOzetXqWuAOiO1x76HYi4fax2InpmhA23DKTprUMiazbLamkdmxEyjbtE3DA/I6lCqdy9NKR/H0zCwcWD/Im5mc1bjieTHA3q6ftnqw7z7p38IZ5zqQjjra2KRNaPT4i6t6+LURFQoer643TfuaPLl6vjlJx8ppkzPJwYypvKeNTfnt5UKVW900Jz0YUKdGsaugnf+Ar2GgLQye//znRzxSmH1DbGBmde0//MM/xOhA52CYaEtl0gNJn0QhT42gprOvvV7YIiqLUoA36cuHqJVLfcSc7W/+5m9CvWN1o05E/jaxIuV6saRcX9zyoZW6YKujjjYWAWJ8S4ixUMvus3WTtDWR69oD/qZewKu96hMSKGkU3xvNG8VqJ8K2FVXlTKRmcVZG+zri7DP0nE6kZ8Tk9q0H8rZSoGbhB8Z2tmTGZgGJCVVHw2VDI7tzVn07adz2DYbdOhCAbF6AzTJdfx1KslW2ytGeO0YIOgANjSmiSRgqH1suWNyiAcnHdR2GhqUhmQTupPyONjbhM5Od5rXs0kp4oVYjeODzyYQMowIjUrb39t8xCtUO8Dd+xrdGvgwXAL22olPA8/ifsEP42twSf0cbh0LS9+cI70e3AnEf8JOm6bAwOUkF4zq3xw6ApXaxDwnm5EgmJCA6ZlI7EDeJS+KnJpKHSVqqGp0Hfb7JW2lM3NLbC0c2iqPe0bkAdR2QfX+UobPQQDQaEhK/45YYxnU0s4nww3oN31tZy2DA/BQBxIItoIz326SjAPbSMGxgrEBoER/Pt9sLvlWGIwGK8MKv05BPR9OfvP5eMb7o9AvmpzTSANM0xifMiOnsB+JrUz6OTnK326VVhVQsCAhjZBtJ6QhIKYalwFjjAMLmADCyOQGmm895znNi0zPSve2NjSCoZ0z6mpBVJkmozgvoXHQWlr4jjUyZ9i4RxySvuQD7+lfzz4462hhkcs+8FUd9aa6JgEH3zZDAfBaeA9pt4Nd+8DzQNoel0zAq0BEYKZDktQ1pjFbli6+rQKNcYb35djRNySuy2VrrXZm9iZccjtyfAb9I/tOTgK5VhICWyaTv6tKn2wNfGIeRbQhlmOuc9Y6dLn0YRaMguQNxD8IEL5NNIwdDZM4kMX2nb/DaSpZJqN03lacTMBfA0seKRcPr+qUiowt7jWt0rHzsX6Lx6Ty2tQbiful/gUVHG5+01wrypHDPuhKwr0KGeG3yXoC591I7AKNVUj5Ax8eOrlEPUYvid+eELbvG1u9Yb2s8vbVSvKXWqwqlXAD+UMb/Wf1n8acTYTQLr0gbzEiZJwF1jCiM0zFgZJK4uCZnMTfpHwjbQ0QYUCaVs8ah1iGli68RYfw2U3suOgedjIbmXMfy3//939EwTAgbcdjxUCfBUogKyZoBZqKHHnpoNNJtgTw3jurMs3TfQGkmuWgzW7CdeL54lMSNx9alLrUjrmmqJF/9NdxogEDjmxSVqFNN6iq3o62LCp6NpoFDDj189GGPPCR9/FMnpCXbbZ8e9YiHpDlDI+nd73p7Gs7AOd3s9FWcBLKmiVF1qg2zUm0kpByTWBXUSTbiAft2fPdSr1XiV7b8K3kGOhlh8pauPNxSpsZB99+vTjOZ3Kfn4RnogGfafbsf99XLI5PRprDTx3vmraRlTqw+iJQPsAk6/L3103aURTWpUzbKJRCR5BkjMFygDqX3ZxnHYs0CKfViJVSFKzy9qd6rulA3sXwzDzcTt/IwWprKWg/vd33t9P90y23plNO/nt/1remvX/yi9ONzzyLpl1n4oaFZGaDmpKFZs9NAPp+u5OFgZNL0ZK7fxKlz4a57IBprG4R1BO08+gG0dG3ARySkGubYbtDSa4iT1Wmmk+fBedZV5TBTXD+hYEuQyVgjTnVRJ3UD6oSTyToOPAscjHqpOq12NZnrS3DAw3V86ygvIOJDKjounQPwWRtQbQxSPqdNzTRX72vTU6uMxlvUO4NDGezzUHHOvDh6mZujOh3NXKrMPZNpSwM+4KDWJNUDeaNVjmQItLneOopLXUPCp85k3OA70sDdCnLxjU5J+sCeVRzpXr6MExhFmOzVoRAWNxXhHflbWGm+QSejo5opzrvTwW5qHtICSzscb4uh3nnUoY9Jnz7xy2mHHW+XHv6Q/dLoylvSO9/+xsw0I9NOvdPR1kEVPGYqP2i4/UB1MtoU6p1K8lOPWpdaxmR1c015gMd96Aiq5KnzcF/K1xFo047epbjCpUX91Awbi9RFmbU+zmci1We6Jj7aEPXOTbfcmk457esxr2bDtR//8Kw0cGgG/YOOfEL67ElfTTvusHN66IPum1Yt/1MH+h2tN2mspEmMSu0w0xosgATO7OGpU6ZCmxL0Nzapn3Zcj+2wSr3nm4r6PauZRmt7jhsD9On0X0qn/8Nziskm8I6hWpRtFn/mP+iONh3hJaB19tlnx4pO1iXUAjPBWaznSA+uc5uJoFRBqA1GvcC0OQAfKWemu81NA4ceduToIUc8IX36xC+lJdsvSQ/Lkv7IylvTu97xlhhWTXdJX3mGn5NJXBql647q364fq5upSqLiGGrKow6Fe/PtF7YtEsmEaZ8dEm1rQXrt5Z2tmbxffM86Zqo8vzVJ+h1NL9pYkj7rnZ+EpJ9pVQYxTLYiA6BEPpI+XeHKzTAF9CCQB2ACSgek8VVnqwXOhJVJqWqeVsPFsZum9NLW8OoqeHMkOml1bhq7+B4yiwYrfvmReCRbk2PtsrZV8ow932rxMpOcjr+jjrZGGsztMuzxly9fkZYvXZ5W5kY6nRmatM022YpZ4E918I//+I8BuECG9K4Ds3rWHvdvfvObYwO1Zz3rWeEXZtsFaZ2zSzaRZTsHO2ZWd84550RZAJ0ds503bdBmgyodAinvhBNOiA+r8CP2+L4nauWvXT2VJV/10lF01NGaqOtIOpqMqnZhY1Codx524OHpY588IS3K4HXQI/dPc2atSu/913/OUv/0U++Q8NXJJmeAFSDb/MxHm41S2MRbAasTsK0yYBbPxKKdOG2TwETNohP761BhWZlrMzWbVQF5D9d+O4ZTyjMisHJXh1I/ogLchTMns9rWl7js8GnUwXaa3b8OwpYRX/ziF8fsqDf185kO5Jl1H1GZSFNR7xBkzBfgs43VwDva+gnOwhNrKvBcP9Xfuqh3MugfMfqQhx+S/usTn02LFy1MBx/40DR39kB677vfMS1B381oFCR89Xre854XO2DaIsH5O97xjpC0qV6sIgTOH/3oRwP0Sf92I6SSoXYR57vf/W5ssCaNrZdJ/SR5uw/KU+chD/vhu1+dhS9u+QTjpz71qdi0TUdjVGDDN1K/Z0XqB3o6Do3dfjz1W7oznTrQX53WBvoIr3XSfkf9CPbgD6rFfrQuoG/v1cxoVt+tjGNhyOnLeBqYGwfwpGirCknrpGxLtU0c2vNGZ/S1r30tNl8zEnjta18bfpI/nTvp3MOR1rk86f2B8uc///mQzgG4MB9ntpDFQ7fHuP127OPvIVPhUC/Z9M0OnYDOghbXdUw6Dh960blQKXXU0WSkwdZOoXOdazs4RcBYZ+ojXwxG2GgG+wB8YD/9h5V6NdI1QKaa0VioTzwYm3x5SD5szgqCPt+kqr1CgDIJ/eEPf3iA8Nvf/vbQ3dsxk6SuY7CrpnjyRPUjKkYTht924fTwjRKEk2ptnWwJu87DKMRoAcDrneXTnnjuqKM1UW9j50j/+MoItOp2tQF81db1Eoj4jUDq6tzq2guwOrd1uo2lRRkE9CMjmbHyMefbLNstF6cjVcY+7rjjAuiBv2XhJHVbIgNaDcQe4SeffHJ0BOI7suKxZ77O4LDDDouPqDzykY8c+4gKwKeb9+lFcWyJbOtki3Dsb0Kdg5jVGT1ohOrwpS99KZbDK6P2yNQZAJ/fcWO9sI62PSKQMCTA53jbCNQo06cRCTQIoAN2ncF73/ve2EmWMOPbEXaQFV/ajrY9gn9tYT5MSgLss5Dfc21akgYApOnHfaCERY0JWYxNeve1K0Rnr3HQ5ddFNSRxoKwxaCDUOHTvPq4OyE3WHnHEETECkKeJYGok++brUHxEhYqHjpqkrwxgrqNAOhxSlVEBVZPNqaiRTBzrHDrqaH0IzzJU8A1c4G706fsQdqD0IRRgzm+nTTxNQPEpT/xri2/zWISYOnrtaNumYkeY0X40S/tbA5GcTbj6+MnrX//6UOcccsghsRkUqx0NwkIGH0AhmTO/FI95JpWP9CxzjAT46f81iGuuuSYsbziLZOwjrvHoTIwmTFTT3wNzZbH0Af4seEwMk+zp9U1cqpujzy9SJZnU1HC3NfJMgFQ3ypkaeU4Eh7ZDwJoKkYCDLzlfujJ3ZI6KQAHwqRDxPUFHuHMjYCPWOtrsV0bntg63IdQW6IeyBHHsHe50l/ST885Pc7PEsNeed0mzhgbSUUceHmof6g06wvo92DZhIBOfJGmS9+ZSY5D2MT1zSUzOnAnjA2HWMupE3YLpSfuce6jqIENeDUOHQSLad999Qz9KxeMeAZW85IEMj0j4JHsjgvqVIRPBpChmo+ICuSc96UkxiSz9Pe5xj7gmro5JveU908koyiS2Z7r33nvHPeMNz3amOI2Qeg+vTYXntSO8uSbynKpqsDpSvH3lX/WqV8XX3sxN2QZZJ2DkSuLXFvDYGWecEZ8LfeELXxjCBv5ERgH4sc476QjaZXRu+js8B4MmI23OmiM8ZNUuOvXU09LynPbiS3+d81iZHvzgB6XfX31VGjjokENGH/SQR6SPfuy/0/ZLdkiHHfyING/OYDruPe/MDXV6bsNQQVijs3tcLVM4YHXE2O26CNMwAJFOok6K6QjE6105617qtUruV/7tL2C1w3QunoeyUK3ntvgRFeR5eAYYdibdt3vy3t1XL49MRlOx07eFMQEKvyD5EzLo7a30NmI1mqXLZ4AgHx0JNaf1I0afzJMZN1iTYmGg7+d+4AMfCBUjs+QLLrggygASHW09RFjFP3ihn9n3pCabN9+Svnbq6ekWu2y++Jh03o/O2TpBv6PpT5UP+gHctkhTAX3mwNaWkNQAPtLACSdGqkD7LW95S4w0Sf7mjyzYYZxgRAngGSEwW7bY0NyVjoLf+hKf8tRJdYC/dZH3xdzce68ahV5aF9BvdPrxWyx3pvFH0TvaemgycOtociJE1dEnYYrTiIVVEsY65/nPf34YGJhHMtdEnca4gCWZyVujWR2H+SaTwDqN3rw7t3U4IO9d4o/1pmiKpT02oJ+BfqRxHXXU0RYnI6U6WqKSPPPMM0Oyp7454IADwtT4mGOOCUAn/bHiIdGT+pkev//97w/DBQsYjR5M9Jqzqvl2butx602R1EaUQ/F1xIGBAvc9XUfuCTrprKOOpg2Ze2KGzBqHSsfQ/aSTTgpVDUfXL44NBalwrCRnbszyjJUbM+NTTjklLNLMPXW0LVHuNPLooAB+duA+dwQB+qMDeSg+kIeQ+bi5aV17tHbc9nCnN4/e8zb1XpNP73mb+g2rxK/hvfkh53Rx/Vw7v7a/Xz4dbdtEp0/Hb7U4iR3Q093/7d/+bawPIe1bC8Iqh7PZnz2grBY3+cccWVrWdf10wR3NVCoreIH94NDsNDRrdhrI2JND0mBATBvrNxPwAzuWLY7VOV8X0Ks642rtQP+J5FFN6YBsW7csTDntBtDWP9N70p+ZGKlh7fSV2mlqWfKtYc7pTzVEw+q2a+to++XdUUeV8Ar+ZrVBv4ufmRhzdPocM07xOJN91pEwqkB4sG7F0Oa7jmY+UecMhqA5J2PT3DQ0mPEV6DewVsBnM+FPlW5ti2AHS3bE9sgHkBW4+xHmN3HFQoHtsgktppbsk22pYLGKcwxuQZR86UM1GOF1TxL2zjZoq3GlveKKK+LchBhJiV11TcdiAtX4dchtR09h6vLxj388bKprGou/6Fff+ta3pje+8Y2xwydnczbSmaG2oblFY0wbpbEy2OZutRPrqCMErGu74AfkbdduMwSWXone9Q7wtzGC5UA/JP05Ie3rAHJP0NLpZ54Qb3R006oXKuDb1gB4A0pDUMz7vve9LxZNTbZHCCmHpGz1LKn6xBNPjC0TPvOZz8TWxRagvOENbwgzNVYM7JMNh4GtPfXtwW8/nle+8pXprLPOik6DRG7fe/kAcedW6VrC/u///u/pTW96U3RMjgDb7pnqp2HZ2kFnxW7aTpp0qToM+bHbZw9tKwY7dJLAfFdVx2PVr5GEEYLOyfFb3/pWmN25P/fZUUcddbThVPE8HxtsjxW5u97xLulHPzk/g9n8WJE7Z9bgJluRC9CApQ2k6B+taLU9slWGpN+6h32vZEJi/9CHPhQStUUsJrSsDxDfZBUJ2ZYIrtlDR0di0YrhrzUG6sVW2nWrcE166XTU3apRdbE3PpC2M6chspEDQK/ntmCwZsEHv233YKGLvI0+bPcAsG0BYVWkpfJGAFZOGmrbjllaz8niGaMTo4uvfOUrsS0Evav7sZOnDsN+/p5tRzOD1rYiV7tgXmmkqB10knlHlfBGxWFagV4cRuJMXJE7mk477Rtp+YrhdMmvL0srli9LD3zA/dLvrry8Jek3WL020N4Qkjc1EtWKFYLAuU2Wjluk0q8OVtiS2m17bPuExz/+8aF2Aag+fwiAdQQkfhNYwulAHamNNCQWDfLX0VjoomMAzJanA3Y7b7JvNnJg86xDQdQ5JHoEjG39YAEMvwkzOlXXjQ5stubBA2z5MqUzKtBpqoN714FcfPHFAfJM79STpYW81IslhvvtqKOpkPZi5IhPuamMFKURt6oSjV4BSh2Ja6eu41l+R662TUflcHVOrp73K185/dq1vKV1nd991JXcbXIuX8DXW067Lr2u3s82SXZOHhlOq1ZSAS5Pq0aHQ9jPT8TvQBoYGgyXn1IEbUoCcl5uPwKY/ZhDuBdOWqaaOffcc0OFg4STojALwK9bItOXU5sAcvuTYBx5U/WwgKhxqJSoZXQQ8qI24mypzNaZBEb/boQCzI06lGfUoA4kdSZxwqmp1AHDqbMOp5Ky3bs46mpEg9np80n/0jtXB2k76mhthM8IMnieQGEuCb9P1r4QPiQtGvl++MMfjjyks3ttHV3iRd+OsLMnfnQ0OlcWMqo3/6XNcPhVucLwN9KRSCsv6k/l4nU8zuF/IxvprTHgv/zyy8M8lV/6Cv7uRzukstWGSLVclXqNjpVdw6sz+u6HJzOfBmK7/FWrhgPwuZHst5V+6QYHc485NCsNzM4uQH/TPiTDj/pC2lQBv7eXRxiHPp1axXJ2PTjVSJVA+AE7UzbXbKpGsmflYKk69Y3dLzE1id63cqlmTCZbuILxMJO6GU04N3qgnpGHBTBUQiR029caZVD3AH9qIA1H3hbRaBCYlI7e/AC/e3NfVD9GF0cffXRs46wjEcd8AlWSRmhC1/121NGaCM9RTwJJgE+1aGRppGqb8X5zY3iQMQI+JegwYjAHBXTxIP7De8CdoMNgQTnUkQCXsASw8bB1A9qU8u3z4xsT//RP/xSjVW1AfXQWFohpt1/4whdiRKytOsrD1+2sO1CueT55WYDGT42q7cAER6Pfd77znbHzrXk5Tvtx79osgwlhrnOEOyrhybQHM598J8UGksMF8EdyB5mhdRz0Z89No3Py8I09p5Vbq+PuBlOVtKlx+PXcFeCBohfoBWGYXgLImArTAVqAjaml4zAqyQHZw8Rkr7x9eMKCFVKKeDoEnYZOwAQr1Ys6sbLBWM4xl3hGE9LS2dO/8xtlYOrXve510UFgfOBOPYTJqIx0Eu5DQ9L4NBp1kx/GN7owdyBulax8FOZxj3tcdFYYl7RUn01HHfUj/IqnSOxAD//ZkoGggt+4Xh7SZoxQ8THwN+IEwtoXMMd3FYgZPgB76wGoYvG9uTfthcBjnsocFUHGqFkHQDWJr7Uh81PaorZCpakDYTknT6MII2zt0yhZ+eblGDkYKfOrp3tUZ+1R3axGPv7442NDOc4omyBm7y/tp4abn7OzrfoYDWyzbSlL9gCfxA//dH1WJaWUgX50TpYKMuiPzs7DN53AJiIvgK6Q2gTjkPhJ6IaGmM7LUblewmhevOGfuDoGaeuQTph0GAJjYuS6J76JXrsQ6mQMA1nh2O8ewxklIMyG8QC0+oj3xCc+MXYudKTft7zdXIK66ASUy/qGXh7T/8u//EuUp/OSB3Kf8nJvmNc8gA7KSEIHg5HlYRLakdSlsUhfO7GOOuolYIhX8DhQJsAAvcqD5r3wWC/wa3/VoozqEVBrB+aljGTNZQFo/E6VapuHe9/73gGkOhVSO8FFO8GnyiBgUccAXx0GKzVtyf5ARrP43kjZUUeD7xlTELy0Q8KcUYd2SuhRjs3itD1tx/wZ82cWdMqQ7/Oe97yxL9nBBdZxMIAaSd2AvpEKwWzbBfwiaFPzZE84T2Joz733PnbXPfZJP/7FJWn+4iVp77vcKc1Ow+moQw/KkTfNfvoYsUr0OgAM7EXJv7eMSl4sRiJdYBjMiInsHa73J10o24sHziQNw0udBL0+6QKTkww0DpKReticSh2YdVY1EMnd/bLzl5aEoo70nhXkP/nJT8ZErfwxoklY0r65APnpgKhtbI1rxeTTnva0kJSogtSN5OQoX2HuSxodhqG3RrfXXnv1HfV0tPWRdrQxrXeq+gXwEkp8sIfakSRNwsU7BArtRl61XSqHoITHfO+B4KVtEJQYQmg/wB6PAwy7OzKOIBQZIaubPBliGB2T0t0XVa32xAFqKlRlkPLVVdvSQWiz6ixvZbouD22LNR3p326R1DjUrupLkKOG8q0KnQRDCu3CCIcQ9v3vfz/y00noCMWHB1Q87nuquDRdyTOoOGxk1g8jxSGEetfFeqfsp3/bsuXpVxdfknF6RR4NPThd8/ur08DBhx4+ut/Bj04f+dyX0/Y73T4d8dD90sJVt6T3vu2NaXjVSDxYTLCptlb2stYljRvX0agLiRlwIkArXJ1cw3wYTP4cqtedYwTXMahzD9MD01AwqTqJ61j9tVNyz3VU4lxZ9Zp61MYmXF3Ek4ejvL0gjct158rlFy4O577Ud12eTUfTl7SjtW2tDPwICW2132SEz1iL0Y0z95WW1E4AIpDoPPAePmzzkXIAOAHIvBSTZlK/69Q51EOkfvWVt7rIF/gTUCoPA2VpSOCka7p814XpVKyVAd46Jvp6Er92od7ypoJSvjaD75lii0v4QvJVF7gD6M1zaa/aCgww2qDzl7fRjXoZ8dT5DB2KEQJMUsbWTJ43AVbnCtB7cRh59v22Vr7+jzemr37t1LQ049xLX/qSdMF5P6beiVFAFtszGOYXtjo7blpaV1DDrADRyydduEkOeHsY9Ro/YBVfPA7TYQJxpBFWG6D0rknrOr8wceRBz8hfOzbXgL88+StIi+NYw/mVVY/SyE8emFF+NW67vuKu67PpaNsh/E0NQ6I36Wn0C8xNnAJx/AQIevkIr5lzomZ0DeDKSzsQn4BHNWQkatS7//77x+iWJA5oqU1J0wAamYw1X0YdY6SCn83ZWSjJfFnng+cZTBjFOuLvWid+pA7qg4wEdGjqBuBpEUzSWgsD2I3k3adOFMlL50bdo15GBe5Hx6Tdubat0gQ8b07K0wjAd4yznpgdTScyIsDEnEbauS3rvIcqOGxOUqayATPAJyzQpRMkgCyJGoj21g1AAljgDBAJK22nU5CHzd0At3yPPvroUFVSv1BRMl6QjxGGDoRagXRd19lQ0RglIHNTOhFbPfu0oyPVqjq2SZkV9KlMlWfuQTzqHKodoE+Fw/IOsFc1BkFNOUbr5gTUgZRPMtbRbMugD8up6TMjZO9oQPzAwYcdMXq/Qx+bPvK5r6QlO+yUjtz/fmnRqlvTe9++edQ72zJ5VnSk6zL8NOGLwam26nCue+Ybl6byPCvoahuAtx/Atmljq3cq6XjUt52velUQ7Xcv9ToApXvHSzoJ242YGyChA0tWOea/xDVPQC9v0tZiSKvd6ZmNCFgQmeAljRsVAF55UrVQGeFZ6h9YoVNh3EDdw7xap0KaN/FqpADY3bv6KFcnYeRi7s28lwWazDotsLRGRmegHdjCxTyDEXl9DlSwOi6qpjqa2RppQ9Q7193wx/SVk09Jy/Oz/+uXviT9/Kc/yaB/eAb9Qx4XOv0l2+9YQH8E6B87rUGfxDtZWbUBGh6SAvjFrcw+XUj9ODpQL21NTKnurmN8k2/8vpNKIptO97S1E97xPNfGx94XSxdgaKIe2KyJNhXoI/nhj1rnNs9PRrUerGlqWgCs3NpunJOehVHTGAkAYyoZcdRTm6eWpG/XJjn87Oieal3ERzVfgFzDUG88pE7KUkfPW746CJhT8/a++NVhMjBUd3lvrbRRQP/WW9NLXvbXDeiT9A95TPrwZ7+UlizZIR310P3SorQ0g/6bM+hPz2/kKkNZmMeLr2W6UUxp1Z+wysAVMD0QD2e6kLqpJ/3r2iw2xAVGTOfocd2/Rsh0rR8TdLTuhEdIooBubXyMlywWZM4I+Lck6K8vVZ6qVNtJrR/grjzZ5s3eeM5RjVOBu3aeXDt9zbc3T9QOQ+2yan1rmHxrHWqZveR6+x63RtpQ0P/y/34traigf/55Rac/miOOrliW3fI0uiozW/MgpyN54V6woakVhHbKfM973hPOrphseH0pCPCb1ScN8xuuss8Hrmtr0FuCKvPGsx+akxYvXJDsilHfRL1e6+6ImYGDDqBzG8dpUJ41YabfdU4cUqdJyQpWWyP1giHAHePDTACkF5xRb7zeOPKteYvXm77m26bePCoJq2XVPGtYPXLy7Od673Fbo/G3hMpZ7jLzgxvOjL5iaT5m4PeQmoc8nclkEamevs/wjzPxQ/qtUhegxxDseNkiGwICycpE05EGZ89Lo9f8NH3sf05OV9+Se/Ch6ddBzXQCFPhkMuc6wJlMuuyoo2lF4C46x3LaSPqZiVfm3jf3jAGI0xzzNTpDYENrYG+5NrM1w0ar+qiazO47N5FkSTcpn63x0UcfHRNGOoxpRV7K4Ows4c9L26+4Ip30re+nZXOWpIWL5qWBadxJzVQykgLq+KQ6euvppB5sE16v9Vzf0Ye2Lx/qrX6CET18Va2sK0nbb4QtL3nWdS+eb7/ynXsf4nW0btT7tgroc6PZO2DZv6PQ6UtAn36LRM9ygPqGM7Fmrw9zEGx9MYidMg3HfSSFzbGFJJaE091OK5o1J83+0yXpYx96b3rTh76Yfnv+uenD//KW9OmTf5KWz5nXfNeyo81FgMgkIj6yg6VV1/zswKeTelA9qSypmqwcZ6tPrUEP3A+chQF2E6LAVSfBz9pGp0YgsoGZyU/h8nG/4rLRN5IWplxpCF3O1UEcYRWYgbRryqNyNTpSHmDnat2pzE477bQoT/n2uuKXrhK/lf+shLR15XDqJi9l1rC2c0/9nsO2RRPvvyB8fvj23BmhWpiVJZl8vjWQF1qZu0oCmMiRzbIwDMHO15JznURdqjydGu4Y5U530eLcgS1ekGbnxrFouyzpz8+Nbptn2i1DeItZIht0G4TZwRK4VJ7b0gQ0ASaQtBkgk8vPf/7z4bdDrHr2EiA0MmaOacWrvXL4bQKoTejY5MEEUrjrAPj444+P0bQVsNqXrUrYyzOdtALYzpiMCnwK1NYoOh6mxWzuxbVlgwVX9qwSxjFgIKiZ5Db/BvAtAmOmyc881D0i7Vj7lbdyqxPPylymnPbwqeG+YmdzRgu0dDTTsr1vAfIUYkWuicM0Z25280PiTAN0ldMXaDCdlw30LecmtWMyVi3MGenuLfE2GcekEcjbrAmz2+uDVNSvQWxRGl6RVi7eIz39Oc9Pr3j2Een2d7tPeuaLXp6edMi90pyVy9NIh/ublapUamERHiLFskln943ftjSI6HTUz8gWSFsYBcTZuSNg2k/Kxfes7UjO2onN1nRk2gT7exZENi+zkRspHqDKX+dim2IjZwYUyrYxGulb2Ubctj6wD5CyzX1QrQJzIEwYs18/gwvbLNcPHxmBO9chyE/nIi9+8d0DyV558jBap7rViVDZau+egboynRVmdbDtHGxJIcy7nA6d9JYj9z5+/9GNDmQQTXbXzL2pffVHba08TcnLI3kYymIoYO+lGnaSdCzFNgQUR1zSAaa0F7gGjJF8HnHaqXcyiAyMrEx/unVpumnBPunoJxyRFg/flG69eVlsj9HR5idqRJKmhUEWMQFDI8XpACAkX1sgUOf4AA8wNM/FsWAzugXUBKR2ffmFUYGKi6hKgSbDB6pQHYL7pN6yiaDOgVpLh6ITqGQbCKbcDCiMrFk02bJZJ8mc2hbhhCx5KsPzUyYQN4qwCIz1nbZpbx0rfkn5OgF78QBvghsAN1cH0HUO1VLPdhA6Be/IRoqMO+CCjsnowqIwdeyoUuGDgu4wJQNL6Q8s1d3yTD0ZYUj6VWQlpMlcDQBDWRLOzhmzI8COee32R09JwrFrpvPpOtwbHc5S5M77pqcfeXC6/cI8AOhE/C1KgJ+EyUoMCOKb6cA72gHVExWKLZF7CbgThqp6pE0kezp2WyVQ39jHxgd8tBHCkvvTboymfb+aalQbs4MsKV4nqCOwEZpOwApZkniVqD0z59RhtjQHzGzHtUt+4dWa7gUveEGsmJWHrRds1aBeOi11MGKgVrKLLfWRzsHW0fIxx4CUqyPT+dmxlkqHxZ59enRm8uhonIIjRr2s/GBGc4+cRWccExenI2F2TGP/bduqGr5ZJGMISqrQQOvkra1ZSSCWg9fhJ+bC3NOp8Rpyj7u5ac7QaFq+cjgNzmqHF9evEXe08Qh4AKz2M/eOEOCrYfxbkn+Aa+UFo91eakv3vUSXbuSifXB20XS0yKyuyqU2NTIGwtSigNV8gHs2v8FPv6+t2UsHgNfnUetjAtw1ddEe1Zff8/WctU1SvY8NGY1rnwwtfFBIO9ahKZfhhe0Wah3VXd28g0ryl68OkLqHhE8QnA6quOlGwTUD+SUNAPzly+w/rOsU6tK0I8M9+374kLg96hEGQXbjw4hWPopnaIpJDBkxk2uO9gipUsmWIozIGaKefPLJIWmtyVWpzBC81l3jrPl0bsMdcKcWoIv2TiZzJExmwMBzS/GQd++bEr67QJ3ZJgAIeN2Po3trkzq3O7XaiQHhCqTAkr6eWoaUTX2kc9CeqGWUzcKH9E76p1KiXpFOR6Atap/ULuJQ/VSnbSL1MrLQgThWCxz11/kgcynyZGptZMEpS8egbkg+AJ8wxwqIQEjtZYLZM+i9/22dctebfzMTDOYh2azhVWkwAH/6khdIf6/B1UZnOAkINQQ6fEwjHuaqi7XarjLUliRSj/pTNbFS0HAAzmTOdU5DI/m4P/pU96hRdG7DHJ5xZEkCMFiXWNbez+moXQeS1Ad4b3OTMoEkgAWsVE+1TXBVqu7tlPCN+5QewIsrjKT+mte8JgBem6HDJ0wBd8KSnTwBNnWP0bKO0UeGgC1ViudnklsblM4zVLZ8Sd/0+6xp7NBJaBMfabv1WJ+jDtW90f/rkFjsGNFT35gLsGHbG97whqgTUo46a0cmeD0Pgp12rs5GFR2N08Ah9t454JD0kU/9T1qyw87pyAMflBYNrUzvecf03nBtppCGV4fpUyHPV8My9DV87SfJdbTuVMFxXd6H5w6sajtY03vYVHvvVPWgtlkB1DkAFdZbJ9eYTZoIVZ4PmvMDR/viM3WkL/ccTNwCb6oeE6RMIpmvUtvI1wiDiaaOkBEFCdvkad3uxFzB8ccfH2ag9Oy1jlQ1ngXLHUKYiV0dix06gbaOSB08J5O7noWv1PkqmF0/dTiAn9qW1G9egYrINwK8B20C0LsHIyG7fsqj33PfGsg7W9+9d661985X/zetzM/0xS/76/SLC87PoH/4EaMPPvDR6WO+nLXDLunQh+2X5qXb0r+89Q0d6E9jImFp2F5u98y3HHn+3kOVUiejTQX6SH5Arkq0FeD68YVwKhMjFeoYQMl0Uv1Z3ainti4vYGwCG5Aw4dQxABSqGOCNB2ECsKGWYcUDfOQBtN0LSZ8UDqyUrW7mCFwTX7lwpE7aEmSEqbtw5TLLVBf1VEedlvzkLY566Jz64Y+RmNFJ7RC3RtrooH/YEUeNPvyoJ6VP/c+pIekf+IB7pVkrb0rvOPZ1+UF1oD9dyUvtaHrQVHh+U4J+pZrv2uojHqA0SiBV1zkx7Rd4V4CsnQenfoBFnHb9+YUrEz44yg9wA3tlwIl6DSlD3jWsXx5IuHoCMnXSkVBNqYv08q6drXj9yPWtHZc2NugPDgwNpnm551+8w5K0yCKI+fPS0KwsMbRebEfTjzBx56aHmy401fqIAziqSgo4c/wA0jWugrtwICt+DavkGqBxnR/JAzg7B9bta0g+7bB+eSB+9aiSvzxRrZv48ufk2c/V+9q2aeL95044g/6CeWnhku3S/MWL0qzcYw4M1T0vOuDvqKOOOppJFKA/e97sLO3PTbPnz0mDc2anwfZG7h111FFHHW3FRNJvjaAe/YQnjD7+6BekL3zre2ne/B3S/fe6cxq+/ur05te8PK0apdM/b606fStkmU/xd0OpjjpanXzMx0pWaoleFQmqOn3mhiZPe9taR9suma+w4Iw+vx8OozXr9L+WVt56S3rxy15SJnKB/uOe97x00rfOSPMW7Jjuv+fuaeSG32fQf8WUQJ/OzH4brtcJoI466micNEAmthY2aZT9QL82bHrrah3TUUeIJZW1OgwBWDytP+ibyP1pGjjq8Y8bffRzn5tO/Ma30/yFO6UH7r1XGv3jH9Jb//aVawX9SiwAMKtOoKOOOppIGiCLFlY5Jjn7UZ20tKCIvxsxd1QJ/wB+5qx4pJ/QsE6gf+RjHzN62DOekU447Ztp4eJd0v533ycN3HR9etvfvzqtGpka6Fdzq4466qg/aYSsTSYj15kgVlv7jjrqJYBeTVR7aZ1A//DHPHr04Kc8NX36a6enxdvtkg7Y9x5p8JY/pre//u8a0J/cTr+jjjrqqKMtT+sC+oNFAlmRVi5fmoZXLEurVq1MoyOdPrGjjjrqaCaSXZmyRD+cVq4C+EvT6KoVHeh31FFHHc1Qis8ljowOp+EM+itGbk3DI8tyP9CBfkcdddTRTKQwtxnJIL9y2PaytwT4Z9k/9wXdxGxHHXXU0UyjDPoDaYR6Z3hZWr7ctqRlr+0O87dNMsfDgoSJ4dbgmAmr8+Yk5U135x2yBuLvqKM2DRz26KNG73/EI9OHP3d8WpAb0REPfkRaMjA3vect78hS/6rOemcbI2Bhj3MfCqkbXU1HAvZ2XfSFJh/cmMyUbWOT5wFMp7uJMnt/awJ86KVb6DXzaZ2sd7LckkZWjaRVK1em4eUr0qqcaHR08zSgjqYfAVLfILbK2n7l9jmfjs6e6j4A4kPYk22ru7FJQ9K4dIwWIxKCppuzFkDdfFrzZz/72WZ7Nh1tPZQl/SNH73vIw9IHP/3xNH/O3PTohx2UdpizMB33tndlSX+4k/S3MbLX+SmnnBKr/3xgY332Iid1U71I15secNpnBnCuT96IlH/GGWfE5/p8zcknAydb6boxSd2BKFC1/YgOYKrqk977XFs69+hd+AziupDnqm4f/ehH00Mf+tD4/KE9sTqa2bTOkr6/kSzdj4wUfeD0Hrh2tKmpgjXAASD8a3OYDVABHc4GYz6tB/zxlDjUDJjTp/d8xNqoQhgnfW+e/RzA5a6++uqxum5uUqaOayrO/QJvWzD4ilM9+noV5/mI41nYc8fRd5Dd4+mnnx6qK+H98l6Tk2dHHfWjQQJHgf3s0X64bu6no0zADZCvzQEm3yt99rOfnf78z/88dl0999xz49ukRx99dHz/FHD5cLVrNh/zXdYTTzwxwJuEQmWjs+iXf9upEyfuliQd2VQcwPet2D/7sz9Lz33uc+Pbrn/3d3839jF8KjRxbLb28Y9/PD5I/oEPfCCuf+xjH0u///3v07vf/e6xD4z0K6Of66ijyaiAfgP8YcCZGatD/Y7WhYwGnvjEJ6ajjjoqVIAkVR2BD2f7xBvp9tprr02Pecxj4mPY1DLo05/+dHrTm96U3vCGN6TnPe95IZ0CtplEJPYDDjggJsff+MY3jk0+P+MZz0jPetaz4mPi7vvhD394TL4Cd9+B9c3XPffcM9SrBx54YHQMm2uyuqOZTaHeSQkzjRTgz9RBfkfrQiRLe8BfddVV6ZhjjgmpnkR/7LHHhpRLneOj1gD/Qx/6UEiuJ5xwQowOSPzcX/zFXwTgzTQpFVDvuuuuAfYkd8/lmc98ZnSQhx56aHRyOoT//M//TK985SujwzRf8e1vfztUYGeffXb63ve+F8/GSKejjjaUBgH96KrshnNjG87AP5KPHep3tA5EUiWRfvKTn0z/8R//kT772c+OAdfhhx+ezjzzzDABZRFk4vWlL31phD/lKU9JL3rRi9KrXvWqsMaZiZI+MmfRVru0DSLcL72+OF/5ylfS9ddfn770pS/FaEDnYK6DGqyqdzrqaENpMAAe6C/P0v6KVQX4Z5i01dGmJXbrP/rRj0IdcZ/73Cc++LBkyZIAM5YjrhsJUOU89rGPTe985zvT/e53vwA1HQSdP/AHhjOR98w/tAHb86D2IblTjZl4fcELXpCe9KQnxTMwwQvsqXsQVVkH+B1tLIrx4sjKkTSydFVadVuWSLI/tD0dj3U0RQJcJnHvcpe7pD/+8Y9jZo2cicr6GU2dwEknnRTnzICpO57//OenV7ziFWGZMxMtTgC7yWrP6IUvfGHc95vf/Obo5IxuTHQDeh0D1RdVmGdlstuzNMHd6fI72pg0OJAFq1ES/vKVWdrPoJ8l/UTF01FHUyQgRf1w/vnnx+QtoNtjjz1iQvI5z3lOOuigg0KCp/Mn1f7iF78IoHPtfe97X0xmWgcij5lG7pday2S2OY2f//znY0Cvo6u6+n/+538OCX/vvfcO9+pXvzrUYPT8k30ir6OO1odiP/0AeoDfgH6n3ukIkT6pItbmgJajFbKf+9znQoKlqvj7v//7tNtuu4VO3yc1P/KRjwSYkV6/+tWvhnvLW96S3vWud6XjjjtuzGa9N/9+bmtRdxjVPP7xj09f+MIXYs7DBO4ll1yS/uu//iuej5WzJ598cnw0XWdArWMyV6dpkY0OgxmnzqOjjjYGDe25517H7rLL7dO5Z52bZg3OTnfP0tmC+fPSozNzGlayE2aNQa9osqmjmU1AFyh556RTeuWqqpnMUV0AK+odunuAdY973CPMNYXf+973Tve85z3TPvvsk+52t7tFR0Cn70PP/HvttVekUWZ7AdZkjtTLtl89H/zgB4+Vszmodjg6REA8lY5Rp6jtaE9WD7vnRzziEfGM7nvf+8bqZ/fh3m53u9vFSlodoPjaHXNYaqHaua7JeX+ENuskPBfzLDNxBNXRRMKHVRWIh9Cpp56Wblu6LP3yVxenkZUr0oMfsn+67g/XpIGDDzl09B73vm/60Ac+lObl4eXjH3NU2nmnHdK/HffeaEjdNgzbFlExUNHYtwW41Q91rwvR6QMaDAiomCs6lw8ewqC9e8KIq/OYCskHb9p3Z3Nvw+D5WFRFVeUe1nVUrKOoaTyLel6fTwV2HQBShuc11furHYzVvPvvv3865JBDum0YtgHS2U91G4YM+odk0L9f+tD7P5jmZoZ+wmMfnXbecfv0b+87rgP9bZAsAmIbbpIVwAGRdQW2zUHqhT8t6mIxNNUOY0MIQAN8k9HUVeowHUm9dBLUSoB/c3SIHW1ZWjfQPxjotyT9DvS3eSJ1V8lzuhOpeHOBbx2pkMJJ39OZ1FUnNV07po42Lq0L6E/kiGjk1XW0rRJAI/HTK093tznBV0MCpNYg0LVPZ2eUNt07po62DHViQEerEXCjF94a3OZWPXXPpqOtnTrQ76ijjjqagTQ6yX46g50mp6OOOupo26FO0u+oo4462oZo3GSzbaffY71z5zvfObaH7ax3Ouqoo46mH7HesW6F6XK13nn5K16VrrvhxvTl/53MTr8P6JsMsrKPFYCv6usEOuqoo446ml7EdNkaElt4WO3O7HqNoH/PDPofzKA/f9Gi9LhHH5V22nFJ+vcM+noNO/35dFtn/tVRRx11NH2JkL777rvHdibwegz0T86gf8uaQD9L+jvtUEDfh7EtA28vHe+oo4466mj6kQV5FlVaPGidxste/sq+oF8+otJDEhsuWOQRGzjloUJG/WnvdExbg8s/nZsBrt+7XTc3EsPwkSyhjbmRsjGbNtc/zZZ3+adzPa7fc+p1+WeTOjwzK0v4AB9+T7aifuDQQw8Lnf4H3v/+NG/hovT0pz45rVq5PG23eLtJ7Twnp7XZf65LfuN5DYzVpJ3/FPNqR+ut3pqyEHddqrs+1FOfiUX2VrZN61axyW+llrH61cmvTIU2LPWWpvHntQ73McVb1RAHBsvGakNDdsacnWbFdglDpQPIbtXwcHYr0/DKFWkkdwyogEZ4Ny+1H8H4gxmnen0CrcNz2+opv8+B0ewGs7PvUbl3/nhlI6P5nXoOgB+SbR5SCx8wGsz89dkTT0rDt92aXvLyl6WLfnZ+GnjEIx45eq/73T995KP/mebNn5/udc97pn33vWdatnRpYbRJaLUrU7qb9bhljaTxxpOMw/gxXDlpxauH4lFqiVN+JsZrnQe1ziZe6D0dp34XWrcaXj1xPoQU57lihhwyQQoQLX4zjXn60KQV6U99o0fg5BlNtYjx+taOOdOUbmLT04aUPnb/Y/zl389AGrKfTYvvBrMbu96ETUb4lb511uw5ac6ceWlBHk0vWLhdPp+dhgPoh9OKZbelpbmRLrvtljS8argl9TeZTIk27NmX1Pm3ycbbjfLH6lGOpV4NT0do/UFjnplL8f4z2M/SiQ8G6HNYANivWjmS3+uqeBL67+YxbRaav2Be+tnPLkw/u/AXaeVtt6UXHfOi9PPzz0sDS5YsGX3qM56VvvGt78R2sYYFqAKrl9333XnZjXeMIqD/XU0M7YnTP4lWFD+lsY3XKSSl6Fk93OJKw4uY+aBR+o+fkqb6xanlxSqFkmaMmjyCwjPhaiTJHXaLctnlMJFyGZ5QfckV3EdWZWmuGdav0pizKxJeuV4fRm1E/ag+h3WhfmnGgybPb21ljTX2uL/wjZ1X/wTqE7SpaEOKirtufuIvP4fBIcfcuDPo40F+EjveGxCW45fn1TyzPs9O3Llz5qbZ8+anBQsWpx122iVtv9Pt0+z58zLYL0srly9Lt958U7rpj9enm2+8Lq1YsTz4YzjzTYaRdbqpNfHQ2qikzL9loJF5Pr9fEmvOcyTeNVd5WBjgzxGdiyZtBGzFtPrrm0BxOb9P/DBrTnazhwL4hzKfDM4aSMMrRvL7HE4rV1DZFYnfI9xcVN8/Pb8P7R9x6EHppM99Nuo9+ujHPDbtffd7pq+efEr6zeWXpcxhExm238ub9IXm8LXe2FojtKhVD3Wq9WqkreJSGmo6AeeOvHEhu+ovR1Q89XwCsGV/66yJOh4y5mt5eqKMUXyKMh81gHgBuQEF4Gc/sF+lAxjJUkD2x/NsGlWkcig/k1AusE+Za6T2faKx0zVk1JumH1VeaB+rP2hN97E1kGeQHZHO82hAn+AB9AP8c2MvfFfiSBFxe6iA/rwM8vPTQqC/8+2y2zV3Ahn0M+CvXLY03QL0b7gu/emPQH9ZA/r1A0aebeNdC20I6KNIHe8y/7uV7C+vtgH2EF7wb8Pf+Xych5u0W/27Xwt5x5kHBivoV4k/A/9wlvJXLlsZoB/PJZ5Nk26zUC5scCjdaY890hMf/9h06a8uSqee8rXgzajGYx/3uHSH3e6cK10+Vxc9uQuovsQJlMPK/+rUN7BNa40wgUZzNVU02lDTkApQa2RxFn2AkyZmjZaphNSfcf/YIXvGfGM0IaTP9YkRnPaJ06LSKPzXBlJ7/iLlx5UI1qCcN9TyVhIUpa25yNVoQufWprVkVq6srbCGX3Ldx+o/Vvc+N7EZaUNKb997PL78A+wFeZ4F9PFbdRGzpCgnE0ic0OPPnp3mzJ2XFi7aLi1YtGRMvbMqS2XLqHduvSW7myPM86w8EtTmjzVS1SFvyBPIaWuxzU95v+V9B7+GzDLeEbjSRKk/M5fy+9SRD80mAORjBv3CFwMh1A0P5/adwZ+g56HEa9xMpB7WVo1kd/Xvfpu+dvLJJTy7sWosWrQ43f/+9w8TzTqBNC1JjXvbU29Y78Ndvf2tHmdzUb+6jNGEV9LRdKbKc/V1TenV5UjRZ2RgGBrK4JClwxg5lI/VFIAvEjRrnrEOVMZrzXsTUS+/tuvRey0CtlRFtxwB/tHs8v/YI4mn4LWNvUP+xrMZiEBiF4Wf/OTHefR4cxOa0v8HgnsLzi5kEJwAAAAASUVORK5CYII=)
程序内部在节点域处自动生成两个节点,通过连接单元或半刚性的节点束缚,定义两个节点间的某些自由度的关系。未指定的自由度都是刚性连接的。在上图指定节点域的对话框中,属性用于指定模拟节点域的弹簧刚度,具体包括:
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来自柱的弹性属性:使用柱的强轴和弱轴的抗弯刚度。
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来自柱和叠合板的弹性属性:指定垫板厚度,修改柱子的腹板厚度 = 原始厚度 + 垫板厚度,根据修改后的截面重新计算强轴和弱轴的抗弯刚度。
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指定弹簧属性:直接指定两个抗弯刚度值。
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指定的连接属性:可以对 6 个自由度设置非线性的连接属性,需要注意:
对于节点域连接,如果对某个点对象指定了某种节点域连接的类型,但没有相应的单元类型与该点对象相连,则程序忽略该节点域指定。如:支撑+其他对象,但没有支撑对象与节点相连,则该节点域指定被忽略。不同的选项如下:
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梁+其他对象:所有梁构件与一个节点相连,所有其他对象与另一个节点相连。两个节点通过弹簧相连。
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支撑+其他对象:所有支撑构件与一个节点相连,所有其他对象与另一个节点相连。两个节点通过弹簧相连。
关于局部轴,局部1轴正向总是竖直向上,局部 3 轴由 1、2 轴通过右手法则确定,局部2轴的确定方法如下:
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来自柱:与柱的局部 2 轴一致,两个柱交于同一点时,以下部柱为准;如果无柱子与节点连接,取全局 X轴正向。
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角度:与全局 X 轴的夹角,如下图所示: