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8AAACAaOohEhLUetuKhRudbeCnUM/dffzQgWe2rdE/+e/M8S/8soOSD43u1btruPhJ5oXcT774mrwBAACAuoN+U65namrU7gdlS++u4SMH9Y0I61AT7dB8jF7vz5s2/JneqzZutzpsoLTlY4fEJAyJceEkv057f960vgnTxZScvfTDp58MtTukBwAAAFA76DfletIIEw79SS1346m4eSv331fO5vw00kPHwNampkaNIOpuZWXh1WInfsujYUNxtflFZo1vFYotpRU3b/48Jmwi19epv9WpZXMfJrACAAAA0RQAAAAA/DLoNwUAAAAARFMAAAAAQDQFAAAAAERTAAAAAEA0BQAAAAAgmgIAAAAA5zB7r2tU3Ly18+Ax0gEAfll+LZq3bN6UdAAAncTJPOEE5ptyjfwic8SIV0gHAAAA3EdWznt1aHQv0oFo6hd2t7Ky8Gox6QAAv6zvLxX8UFZOOgCAThFhHfx9TaQD0RQAAAAA1CpGoQAAAAAAoikAAAAAIJoCAAAAAKIpAAAAACCaAgAAAAAQTQEAAAAA0RQAAAAAEE0BAAAAANEUAAAAABBNAQAAAACIpgAAAACAaAoAAAAAiKYAAAAAgGgKAAAAAIimAAAAAABEUwAAAABANAUAAAAARFMAAAAAQDQFAAAAAERTAAAAAACiKQAAAAAgmgIAAAAAoikAAAAAIJoCAAAAAKIpAAAAAADRFAAAAAAQTQEAAAAA0RQAAAAAEE0BAAAAANEUAAAAAIBoCgAAAACIpgAAAACAaAoAAAAAiKYAAAAAgGgKAAAAAEA0BQAAAABEUwAAAABANAUAAAAARFMAAAAAQDQFAAAAACCaAgAAAACiKQAAAAAgmgIAAAAAoikAAAAAIJoCAAAAABBNAQAAAADRFAAAAAAQTQEAAAAA0RQAAAAAEE0BAAAAAIimAAAAAIBoCgAAAACIpgAAAADgflOPJHC5hXMjqrmGOQvSSEYAAACgjqNuCgAAAACIpgAAAACAaAoAAAAAiKYAAAAAgGgKAAAAAEA0BQAAAABEUwAAAABQe5hvCri/FVtKU4+fulhQlJ13OSKsQ+tftegT0ameuzspAwAAQDQFwKY1n381e+mH8tuUPQcNBoOpqTFpwR8in3ic9AEAAKhRtPQD7lfHTp8TQymZ+bplwty/3K2sJIkAAACIpgBY8VHKTltfma9btu07TBIBAAAQTQFQKraUSu36bFm+diupBAAAUKPoN/VwOXb6XMGVq9VZQxPPxu3b+PkYm3g0fJT0/AWlHj+lvUDmhdz8IrO/r4m0AgAAIJqCC3yUslO7QsMhcdE9hz/T+8nH2/kYvUjbWhYR1kF7gZCg1oRSAAAARFOoo1L2HJRis95dw/8wbkTnkGAG5q41/r6mkKDWmRdybS3w5qQxpBIAAECNot8UXGD/8fTYxDmdh03655GTpEat+dP0lzW+7RPRiSQCAAAgmsL9wXzdMub1d0ZMn19sKSU1akHnkOC46J5Wv1r759nUEwIAANQ0WvrBxfYfTw+NHb9txUJmj63xs9fd/f1506b+duja7Xu+v1RwLicvqnNYRFiHkYP6MUYIAAAA0RTuV7GJc96Z9rvxQweSFDWtY2DAwqnjSQcAAIDaR0s/1JTZSz88dvoc6QAAAIAHFXVT+EnvruHaY50fOplhvm7Rv8LYxDlntq1h/HQAAAAQTeEBt/j1/7I7Q9Hdysqs3Ms79h9dtOYzPevsmzD9yIYVLunGU3HzVrHlB+l1LcyklF9kFt+6fMJicXdqbaec20KPhg1/kZD4bmVl4dXiOpgyAAAARFNwKse4u3cMDOgYGJAwJGbOsjV25wI2X7ckzH5345J5zpXmdx48tvvwCVt1Yr27hncL7zhiQJ/ql7blKPHL1CMakzj17hrevo1f38gnnZizuNhS+t257M1f79dINFNTozSSxNNPhga3bqU9Lt+x0+c+Stlp69uFU8c7uoV3KytT005t/nq/rQSPi+7Zv0eXAT0jHQ0siy2lc5atsfpVRFgHsX9dsaU09fipDTv27T+eLn9YtH8zpx4AAKiDHrl37x6p4FoL50ZUcw1zFqTV0LZNnr9UoyiftnGlo2HJsdPnJsz9i93mfw6t+W5l5cnMrI9SdtoN1WQhQa1/+3y0c2PZVdy89f6GbTqr2hQ/+myf7pNHxtr90WOnz72x5AONIM2WuOie4+IG2Bod8fM9B16Z/1eXpHl+kXnjzlT9iaC9YVbXHzHiFVuren/eNDnisnrQiaYAAEDdxCgUqJbIJx4/uWVVSFBr7cU27kzVucJiS+nomW/HJs7RH0oZDIbMC7mzl37YfWSio9MHf77nQOAzY5wIpaQfXbTms8Bnxqz5/CuN3ek3bkZs4hwnQimDwZCy52Bs4px+42ZU3LxVQ0fwbmXl4uRNESNecSgRpA2bPH+pqzZszedfhcaOd+igAwAAEE3hvlfP3f3j/zdLe5lFaz7TU+z+55GTobHjxSZeDpGmD56zbM3dyko9yy9O3qRRt6Of0cvT6udnc/L6Jkx3Lo4SXSv5oUH9GmmUW2wpfWbC684Fk1JM1X1k4tmcvOqHUrOXfsipBAAAiKbwMPL3Nb0z7Xfay+w8eEx7gcnzl455/Z3qb0zS5h2dh00qtpTaDaWcjiIUBvSMtBVKOTQEoi1/nDJWuwOVc46dPhcaO76awZ75uqVvwvTP9xxweg2HTmYQSgEAAKIpPNReGvyMdnu/Py7/WDu2cWErL/N1S/xrb2nUUB07fc5VodTM8S9Y7TeVuOCvrtqd2L49XH68ii2lsYlzXLW2V+b/VTEEokMHi9MHAAAQTeGhVs/dfcXcV7ULzbbqi1wY28gyL+T+/u2/2fr2jSUfuOqHJo+MVX/4zyMnq9/AT47WXF4xdbeyMv61t1y7zmf/a7bOBpYAAAAPThmYJICrdAwM0F7AfN2iHrPboUqSuOieBoPh/MV8PbFKyp6DitG3JWdz8rT/fMLwQbF9e7Rs3rRlc5967u5SrUtaxnmDwaAYudtWxdTbq9ZqrF8agbB/jy7SPE7StE6FV68XXLl6saBIEVhajdaq6fdv/007BUxNjdNeGiZtYZPHGhdeLf7+UsGqjds1urSZr1tGz3zbuaHwAQAAiKYAw4Thg5I277D17dmcXHXEZWsaItE70343uF+UGIlJo6jbHZx99tIPXxr8jKJu52yOViCxct6rQ6N7iZ9I44xL/w+N7lVsKU3euuvjrbvM1y0JQ2KsrkQjVjE1NX6d9GdxkzwaPurha/L3NUkDjr/64tDUtFNvr1qbeSHXVrRWHflFZu1GlSvnvRrbt4e4hf6+Jn9f02+6d9YeEH//8fT8IrNLZtqV5vXqHBLMOQUAAIim8LBwtPhbcfOWdsne1NT42ZJ56hisnru7NDj779/+m/Yatu07rIiOLhYUaRTiFQur+Ri9ZiTEv/ri0JOZWVanx9UeAOOzJfO0W+7Vc3f/TffOv+neOb/I7GNs4vJjtGrjdo1v1/559m+6d7b1beQTj+9LXqIxusbGnakzEuKrs3nqaBYAAKDOot8Uas/JzCzFJ+9v2Kb9J0c2rNBoQFjP3f39edOk5n+2LF+7VfFJdt5lWwufy8nT2flHCudshIg3Nf5Qu2ZM5O9rcnnFVMXNWxqVhzPHv6ARSsnB5Ge2m/MtWvOZ072nencNz/l6LaEUAAAgmgKsUFTa3K2s/HjrLo3lV857VU84sfj1yRrfZl7IPXb6nPhJ/x5dbC0sdf6p5m5qVyhVZ/i76tMep/7VF4fqWUnHwACNCDY17ZQTG2Zqakx+Z5bLo0cAAACiKTyYCq8Wa/R6CglqrbOawqPhoyvnaQ0nWHDlqvi2iWdjjYX3H0/37T18zrI1n+85kF9k1jPpsHp7tBeIGPFKv3Ez1nz+1bHT52o5stp9+IStryYMH6R/8MDhz/S29VXuv684sWF/nDKWUAoAANx36DeF2qOoFCqr0GoRN2XMEP1rjgjroPHtycwsMTB78vF2dlcoNoczNTVGdQ7r36OLX4vmYcFt9RT646J7avfmyryQK05Z27treLfwjm39fCPCOrhkFAdbzl/Mt/VVsaVU/yS8Gn3P0jLOq8dR1KY/cgYAACCawgNL3TNKg3YPIr8WzfWvSjsCUbQw9DF62Y12RObrlpQ9B+XlQ4JaP9un+4gBfTR+dPbE0Q5NRrz/eLo4+HhcdM9xcQM6hwS7fKYpjcEGxX2sDu1BOKzq0NafcwcAANyPaOkHV9q297D+AMlSWqaxcMvmTR366ZCg1ra+OnQyQ/HJwqnjqxOQLFrzWcSIVybPX2orcvD3NU0YPsjpn0jZczA2cU7nYZP0Vxbp4USrRSdozElli0ZPNgAAAKIpPBTyi8zasz8F+f9KfCvNh2s7mvJx6Nc16jfUW+Vj9NqXvMTU1Fid/U3Zc7BvwnTFEBeyPyaO1R5s0C7zdcsr8/86Z9kap0fJUyi2/FA3c452TzYAAACiKTz43lm9TuNbU1OjYnYm7RqJwqvFDv26ugJK/Gn1hx0DA/YlL9Go0dIZ8MQmzrE6koQ0evs7035XzVRN2rzj92//zSUHyNEAtda0b+PH6QMAAIim8PD655GT2r1uxg6JcWiFhVevOxrY2PoqqnOY1c99jF57P1qctnFldVrlGQyGsf/9rq2vxg8dmPP12pXzXq1O2Jay56CtGjCHuLwXFgAAwEOOUSjgAsWW0jGvv6O9zOSRsYpPtAfiK7hy1db0uGra44wr6sQU/H1NC6eOXzh1fH6ROS3j/O7DJ85fzNcYrUEt80LuP4+ctDXvrUfDR4dG9xoa3avi5q2MrIsHTpzOzrvs6HgPbyz5YO9Hi6t/pHp3DbfVr6l31/DFr/8XmRkAAIBoCrVq8vyl2gvERfd0dDah5Wu3xvbtobM6RWMaJYPB0DkkWM9K/H1N/r4meaju/CJz4dXrBVeu7j58wm7w8925C7aiKTGsinzicSlEfH/etGJLacXNm2kZ5y8WFH2ZekQ7fsu8kHu3srL6lUsageX+4+k+xiZM+gQAAKAfLf1QLflF5hHT59sdxm1c3ACr0YvGOBCZF3I/+eJrndsgzt2k1jHQmVZ2/r6myCceHxrd6/1504r2b545/gWNhbPzLjsR2EjB24yEeKnBofaoGI52JLNKu6/azoPHyNIAAABEU6hxdysrFydvihjxit1QKiSota02e9NeGqbxh7OXfqhn8qIZf/5f7V/vGBig/tzR4cJnJMT37hpu61urlVcO/YS/rylpwR80o6nr1T9qsX17aHz7yvy/6u+gdbeycs3nX7lqvEEAAACiKTwUii2l/zxysvOwSYvWfGZ3YVNT46b3/sfWtyMH9dP+874J0/955KTGltitGXtz0hgbMdj7/cbNcGh0hwE9IzRiNsUn+UXmwGfGLE7epD+mUowgr/BYY4/qH7t67u7alWyxiXM0Elx2Niev87BJs5d+OHrm2wRUAADgoUW/Kfxk487Utn6+tr49mZlVbCk9dDJDe1IphaQFf9Doq+PR8NEJwwclbd5hawHzdcuY19+Ji+45e+Lols195I5DxZbS785l2x36wtTU2Ceik/rz/CKzVJsUmzgnJKj1b5+PHtwvSnuwirM5eRrtCdWzXUnjxS9a89miNZ9NGD4otm+PziHB2h2ftLufVXN2LFnCkBjtMHjM6++EBLX+0/SX1TWKdysrC68Wr9q4XT5k+4+nj5759rpFbzJgIAAAIJrCQ01PXZNDVs571e64fK+9NHzb3sPaEVrKnoNS8BMS1LqZdxO7bQtl773xitVS/sadqfLrzAu5s5d+OHvph6amxth+PTqHBCsGGyy8ev3AidMfb92l8UOK/khytPZ/IeXmHVL40btr+ICeEWHBbVs2byoun5ZxfsOOfdr7pR3s6edj9Jo5/gXtY515ITc2cY60wT5Gr3YBrbLzLtsKpPcfT//jio8XTh3PGQQAAIimANeYOf4FeXw87cJ90oI/SGV3uxwauHzm+BesjrNXcfOW1VjCfN2iUbp6gDQAACAASURBVEumbUDPSFvRmiLw0B8Kiqo/C7Do1ReHHk0/q2dLdG5t0uYd3l6PzUiIJ9sDAICHCv2mUCPemfY7/WXryCceXznvVdduQO+u4a++ONTqV+9v2ObynRUHFrcVrTnN1NT40uBnXLjCeu7u6xa96aqmg5JFaz5b8/lX5HwAAEA0BVSr6L9txcLxQwc69FdDo3tpj47gkJCg1snvzLLaxu9uZaVrQ53eXcMVoY7Lo7WkBX9wea+keu7u+5KXuDCgMjU1Du4XRf4HAABEU4CTZo5/4eSWVXb7Slk1IyHeJeX7d6b97uukP9uahfZkZpZrQyn1AAzaPawctW3FQufS0y4fo9fJLasmDB/kklBqX/ISV/XsAgAAIJrCQ8TU1Dhz/As5X6+dkRBfnVqUjoEBRzasiIvuWZ0y/fihAzW2IfKJx9M2rnT6JxSho9Wx7E5uWbVy3qvVDwt7dw1P27iyhkIpST1394VTx1cziJ05/oUjG1YQSgEAgIcQo1CgWkHU2CExvbo8YXfsb/08Gj76/rxpU387dMf+o/qb5PXuGv6HcSN0boa/r+n9edMWTh3/xd5Df//HHodGtpDjh8kjY21Vf9Vzdx8a3Su2b4+TmVnb9h12YmQLWwOU15COgQEnt6w6mZn1UcpOq9MQ2xIX3XPh1PHEUQAA4KH1yL1790gF11o4N6Kaa5izIK2Gtm3N51+lZZx3+s8jwjoYvTylFz7GJrbCCVe5W1kpBSRW57mSBu+OCOswclC/6mxJsaX0Qv6/M7IupmWc15hNKy66Z/8eXSLCOvj7mhzdi8KrxWkZ509mZh3+9oyt4C0kqPWzfbr36vJEWHBbnbtz7PS5j1J22syHTsU5FTdvffPdmc1f7zcYDFZTQ9rOQb27BbdupT+ELraUzlm2xrWbCgAAQDRFNFWr0dT9ruLmrWLLD47GM07/kEfDhjVUypdCLIPBUAv74pKkEKdOBgAAgISWfrifeDR81KNWwo+a/qF67u51P46q5TQHAAC47zAKBQAAAAAQTQEAAAAA0RQAAAAAEE0BAAAAANEUAAAAAIBoCgAAAACIpgAAAACAaAoAAAAAiKYAAAAAgGgKAAAAAGAwGAyP3Lt3j1QAAAAAAEdRNwUAAAAARFMAAAAAQDQFAAAAAERTAAAAAEA0BQAAAAAwGOqRBHjgWSyFp7/90mAwdIkc5tHYmwRxVFVVZU72kdOnvnqi08DAdt3d3NxJE50qykvKyopv3Sp/zMvk5WWSk+7O7RvlFRbpdWMPY/0Gjer4jpivZH974oumPv5PPvV83d9aAABqDSOk48EPpZYvjpXfTn/jawIqR6VsmnMmfZf0OuLpkTGDZpAmduPPQ6kfpe5dpfi8T79J3aPG1G/QKCN959ZNc6UPh8QvCAsfUJd3J/v7Qxs+nSa99vT0mTrzSyJq4OGxcG6E/HrOgjQSBFCgburBl5936gdLod3F/AI6Najf8MGLNKRaKdmJY1t69Z1ArtDvzu0bcihlMBjSvtnQL/oVaic0VJSXrF4+qqysWP1V6t5VbYIi/AM63V97tHf3Cvl1WVnx5YKM+24XAAAgmoKTjh/dJJaG7ZIfnz8Yu9/Qw0t827JVR7KEQ9zrNRDfenr6EEppqKqq/HtyotVQSkq9+zEOaW4KNBdlyW8f8zJxoAEAIJqCdal7V6XuXVVrMZVFqDcTO5a4ypNPPX/oX2uk0q3JNziwXXcOsUPc3Nxjnpu5a/si6W30wGmkiYbMjN1i4BHx9Minugz29m6Ve+nk0cPr2nfscz/uVFTvBPmJTNugSKOxJQca+GVvbQCIpnB/xFS10MtI7NQ0ZcY2lxfU6jdoNG3Wzvy8U48+2tjUoh1H1gkR3UY8+dTzuZdOtm7TmYopbVnnD8qv+/SbJDcrbdc+ql37qPt0p0wt2s1+60hO9pFmpkBCKaAu3NoAEE3hl9Gn36QnnnpW/XlB3imDwXDq5D8uXjgmfv735MQJkz99AB6q0c2j+kHp/RsM1KbcnOPy6zZBEQ/Mfrm5uZMBAAAgmnrYefv4WX1CJn0YFj7AYinct3uF3KrHXJS1e+dSxnADdBJ7TLXyCyNBAAB4sDF7L5RhVVz8wtDwGPmTtG82WHQMCQhAeXmlpwQAAA866qZgxeBhb+XmHJefshfknbLV5ttiKfyx1PyDpfBywZmK8pKK8hKPxt7BHXoaDIYOj/ex1ccmP+/U8aOb1J9/uXWhoptWzKAZik/Ev5W/raqqvFyQkZmxR9qGMQkrxD9J2TRHfh0Xv1B7e8R1lpaaC/JOXS44c82c08wU2Mov1C+gk62kuHP7RlHR90WF5wvy0ivKS6TlTS3aOdFZy3wl23wlW+qBc9Wc09wU6NHYO6hddz3dlirKS3btWCy99gsIj+g2Qv68uDhP2jxpncEdejYxtmzlF2a30C+mT9du8XqaTebnnZJ+S96FZs3atGzV0e7kv9JMwXt3r+gY0u+Jp551orNB2tGN0u+KR/PO7Ru5l06ePvWVtD0TE9dpJGDOhaNS4kv52W7ii79oK+NpZD89pBx+6ULatWuXpPSUjm9wh14a5+Y+YWTzvv0TtRNT3AuPxt5ijbStTKWdD+VklPNwK7/QwKBuerpiWj1n79y+UVJyWTo1pHX6BYR7e7dyojufE0fZaib/wVKoWEkrv9CGDR9z4STX5ivZuZdOiqeSwWB4otNA/ZsqZR750iQd32bN2rQJiqjO6W+xFF4z5xRePpuX+63BYKjOFU+dW6ScFhrWX2fHXfEEkY6FtIbWbTrr2R45v4nZW53f7GaS6tzarF64XHJZlu9lN26Uytd/Ka/qvAU46s7tG+fPpUqlAvHnNEoFts4v9UoaNnzM0VM+I32n3KM1uENPnfP7VVVVfrHlf6p/9QbRFB5Sbm7uXSKHy3OPXi44o7765Oed+uof74rDl8nkhoJD4heEhPVXX6l/sBRaHbRd0WtLKgJ62P5b6dv8vFMff6A1hZT4W1YviOp1ipOrytsmz1k49uUk8daVn3dqy/pZikGx5eXbBkU+O2SOzqggI33n4QOfKFJVepv2zQaDwRDx9MhefcZr3Ghv37kp7m9EtxEV5SUpm+Yo0tZclCUt5unpM2zUu9oBkpg+wR16at+2MzN27/lqqSI1FMPcacxYdSJtizR+oLko68SxzU5MFFuQl644mgf2Jakn0rVabN391XvqTCgnvq2BLsVftJXxnL4fSxMBnzi2WUxSKT3PpO/atX2RyTd4yPD56iKj0djSo7G3tOUGgyE357hGYubnnZKHbTQYDFNmbNPOVNplIPWV4f/y8H/OiP4DX9Mu4yrOWalYo0hPMQ9HD5yms4RksRR+uXWhxlHWzp9yJlefp/+3kv+8kDqpVmfsgYz0nbZOJWnHQ8NjBg97S+MEsZp5ZKl7V3l6+nSJHB7VZ5zGStSnv/lK9rrkKS654mnkFjl7/zZhhcYVT2Mfpc02+Qb365+o3etPkb2rqip371wqnztWr8NWM0l1bm3qC5c2PZdl7QuydLxMvsEDn5/lqq7F0pMX9akq/1xoeIzdWNHuNcTwn+FSdYbufgGd5Bv6mfRdOoO6nOwj8o706TeJkiG0is0kAawS52XKvXhCUehcvWL0xx9MsFqYEG3dNHfZomfv3L5Rc9tpN5Ry1O1b5Qf2JSlCKYWPP5iQn3dK3ABb8wtJ99Hli2Mz0nfafZi3Njlx66a52qma9s2GJX96Jvv7Qzp3x3wle/XyUVbLjpKysuKPP5igrkVx7j66/pOpWzfN1UgNaRdWvBcnJ6DCoX+tEbftckFGNbdKZyiVdnSjdkJJpc8V78XVZsPXivKSpPdfTN27SiNJzUVZq5ePOrAvqaqqUvFV/wHTTL7BcmKu/2SqrV/Zsn6W/Hbki0udiwGqqip37Vhs98pw8cKx1ctHpR3d6FAiaEyaV1ZWvHXT3LXJieoUUMcnyxfHah9lKX+ar2TbWuCLLf9j9zyVcsvyxbHOXf0qykukq4H2qXQmfdf6T6ba2muLpXDZome1M09ZWXHq3lXLFj2rP1dnf3/I1uTUDl3xdOYWKXtLVWq2rjl2T5ANn06zeoJorFMRSjmaSX5xVVWVGek7ly161m4uMhdlffzBBLnyuTqyvz+05E/PaM9veSZ91+rlo2xd/6Urtp7SRdo3GzQyhvrRUtugSPntd9/+Q89fibOWWx2+C5BRNwXrmpkCFc+EfgquLp1UX+k8PX1aB3Y1qJ7Hl5UVb//ibcUj+SbGlnLXLHH5tkGRikdWDeo31NjIo4fXad/znKB+5mryDVbv78cfTBgSv6CkuEBdUre6/NZNczXaON25fWPFe3Hqe56np0/zFkHqwt+GT6fFPDfTboOr3Jzj6hub1c07k75Lf/sHW0UQq2Usq7sghXAjX1yqfmDs4dlU+97vEFu1EHYjLjk/V5SXiGsoKytevjhWMd6xX0C4mJLya7H/oXNJuuRPzyg+lM8RsS2uVHa/du2S4kRzc3P/bcIK+bhcvHAs7ehGRbZRTDcc8fRI58buq6qqXP/JVKupHRoeo86Hu7YvKshL11NZp85XbYMi1T908cKxQ6kfyUPS64yrrV6IysqKVy8fNXHKevWT7wP7khT7Il61FF/16TfJiRkFHDqVLl44tv6TqaNeWqaoXJIeo6hXLkXXiiuAlKut7q+CupZD44qn0S7aodwiHw7F9dNqQmmcIHm53yoagatdNeeo12kr0VYvH6Vop+CqW1v1ubm5Hz7wifpgSVty1Zyj2J20bzYEtetenXE71Q06NM4vW9f/tKMbFSepmHSKYxoaHqN/Bpfe/SbK+e3Qv9Z0iRim3erBfCVbTqLQ8BgGuAfRFJxRIDw6Eh/qGAyGLhHD5PlwpdYs4tSEcfELzVeyt26eJ1+JzqTveqLTQPG66R/QSb4DiRdZ/e1D5BuAXM6I+vX41m06e3r6VHOCLPliHRoeI3Y1uXP7xnff/kNsDaW4c8Q8N1Ns5a9u8JCyaY6te/nGdX8QbxJtgyK79Rj9q1Yhcg+ua1cv5l46Kf76ru2LfFt20G6eIa5zSPwCMZy7c/vGkUNrxfvWnq+WOtSoXaNEbnUXpF4N4i9u+HSaekKzHr1ekhPW09Onmu1P5Nun1BjML6BTYw+jYh/z806JW2XyDR4xZrEiHyraXCWvGie2movoNkIOUew2K3UoSRUZTFECUOQxqyGxR2PvYaPeletvd21fpOhJsnvnUvlUNfkG9x/g5OzMu3cuFQvHcoJLKRkXv9BiKSzIOyUmo84YXl5ecYpJfTPE0zB17ypbjevUR1nRPDIufqHiKK9LnpL4WoqYW+7cviGupG1Q5IjRfxEXkBolSm2rDAZDVJ9xLj+VDAaDxVIoPkiSAirx2nLn9o11yVPE1UY8PTIkLNrXt720tVInz8yMPeLTqHXJU9QRi61jIbUQlldo+E8/PTH/f7l1oa0rns7cIh9cKXQRD0dVVWXKpjliQvXpN0nRZFFxgly8cCwjfad2flO0SbabaFvWzxITzVW3NpcY+Pws6cSXklfxOE/dCHB7ygJFhtfPYikUz0R1A/K4+IWKJvFWr//iPa5tUGRcvLK/mdyx1lyU9dzgN/VvoX9AJznsl1o9aN9cDu1Pll937RZPmRB2nl+QBLDqcsEZ+XVA66cUD72iB04LDY+ZNXd/r74TjMaWimc8phbtJkz+VG5iZDAYpN7/NSQ0PCbxtZSIbiNMLdq5aq7hkS8ujYtfKN7/6jdoFNFtxMQp69ULe3r6TJmxLaLbCPHXPRp7x8UvjHlupliyt9oyJCN9p1iwaBsUOeqlZe3aR8lrc3NzN7VoF9FtxNiXk8Q/3LJ+lp62K22DImfN3R8WPkDcvPoNGvXqO0HcnbKy4iOH1jqXXIdSPxJLIVZ3wT+gU6++ExS7oH58HhLWf+zLSaHhMX36TUp8LcUlRzPi6ZFTZ34ZFj7AaGypKCvcuX1DbOQW8fTIiYnr1OWesPABia+leHr6yGm1e+fSGj0BFUk6/Y2vI7qNUJxo6jy2ddNcddMy/4BOYqP/dclT5GWyvz8kPpL4bcIK5/qj5+edEouYnp4+E6eslxJc/tBobBkWPmDilPVyMkobrKetjtVTrH6DRmHhA6a/8bW4pDjwhlgCE49yaHjMhMmfquthpKMsto3cu2eluEBR0ffiW0UoJWf1sPAB02btnDhlvROJafdUklIyZtCMkS8ulSPDZ4f8rKXu9i/eVoQZMYNm+Ad0kre2foNG/gGdYgbNEDNGWVmxzuZeffpNmjrzS3GFhv+MB6u44llt0KU/t0yZsU3KLZ6ePs/FzRV/LjNjt3jZnDJjW6++E/ScIDrbhulPNMVTj7rDP6BTaHjMkPgF0tVPcXOUMmrCpI/EfTl/LtW530peNU7MtFL2UG/P1Jlfig9nFS3MFc1Nnx0yR31Dlya+m5i4bvobXzsa+PXo9ZL8+qt/vKux5J3bN+Rg2OQbzHyVIJqCMyrKS86e3i2/FftQycWOuPiFGtcyNzf3IcPny2+1G1JXh8k3ePCwt5x7nKYRntlq8GBq0S7i6ZGKD5+Lm2vruWOXiGFi2dFqNCU9xhYLT7YKYf4BncRopKysOCf7iN3d0ThSphbtxNZo165dciK5qqoqFQ/stXdBLNyUlRUryltS3BUXv7BX3wkuOaxSp2db23P+XKpc7tSumanfoJFY8kj7ZoPObhjOJemJY5vF2F7jMUFEtxHiQbTaJSCqzzi5EFNWVrxx3R+qqioryks2fPrT/g4b9a7TDyP2712tKBzbWpVHY29FQHXi2Ba76x+dsNzWKebR2FvMUVYvNTnZR8RKFY2RG+o3aPRboTol7ZsNYnT6g1Das9uKz4nEdOhUatc+auzLSUPiF0yY/KmYOBXlJWIi9Ok3SaP1Y6++E8TY4Ez6LrvBhsk3WGPUCsUV7wdr3bH05xajseXEKeulByuKa7J42dTu6ac4Qc5k7NYTSulPNHNRls4IrfbFxS8MCx+gEdUbjS3FfSkpLnDuYYp4fo0Y/Rdbv+jm5j5i9F/kHHLxwjEx6a6Zc8TrtnZtnhPnV0hYf/mnzUVZGt3exAeL/frX0WgZRFOo09RNTX7VKsSZOOfnj35rqOg58PlZLh/dVbv9QLceoxVlC4225m5u7lG/Hq9xrxLvQwaDQeM+ZDUa2bvbTjeAmOdmat91+gq3ityc404klyKi0yj/yYUb8fGk1QGFXUh77unDBz6RXw8ZPl97yxUlDz2hrHMuF2TIuaJtUKTdzgxijv32+FY9hZhDqR+Jz9T79Jvk9PNXRdey0QnLtbOcR2Pv6IHThGhqs/bFITQ8Rrs/T5eIYdqXGvE0GTbqXe2jrAjPci+dtHpNs7vZtXAq+Qd0UpeVxejU5BusERXIsYF4PtoNbrVPE6nlgvxWHpZaZrEUOppb1A9WxMumnhNk8LC35NfiODe2wkU9iSY2vtDzRKDO6hDy62o+UMvM2PPTtejnVYhWH1g8FzfXatKJJY0z6btcPn6VNFjxTzlBaMtn62GWp6dPYLvuFAtBNAXH4ihpFCCxqYnd4rj2bUl+XVpqdvkGV79fjVrboEjtm4GXl0l8KzYesMrbu5XGvaqo8LyYXHpqY3xbdpBfm4uytG85wR16aa9N3J2ysmInCohiM87Q8Bg9wW2nzs+Ld82ay9La3ZTv3L4hZvVmzds6VPKoufarYulETCuNAopcILb1pLx+g0ajE5bLb1P3rpL3vW1QpN3io1YMcOGo+FZPMgYGdRNznfbF4YlOA+0WksS3irVVVVWKR7mVX5jdzWvdprPVo2xq0U5s7Zn0/ov5eadcGFM5cSqpSbM/STqG9NPzJ2Jb7rOZex16TKa9gDorFvy8LtqJyakUl832HfvoKUaLdbPaAxjqTLTWbbtYTfP7ToNHG//07MCpB2piu009z17F80tMOo/G3mKZYcV7cRnpO137zKJ71Bi7AVtmxm45Vu8SOZxJ2KEHo1A8XNRPCiUlxQXXrl1SDJgj3dG1B46TJnC8efNHaQ2KbyvKrtfo7kijrrmW3dBRcW1t2PAx7eXF0RHV9ypx1ledd3Ff3/bi2/IKi9F2DNbYw+hoSdTR3tJigUmauNkuv5/HwHdu33BtW82fEr9ZG41vyyssYiibqaMJ0I0bpbVwnopJWlJcYHewaYXbd2562Cjmxjw3U+znbfhPyxwXPozQU/hQnGU/auY68QzSCJttheVicOXp6aPnKGsQJ+KThpaW9jqg9VMtW3VsZgqszmADTpxKamLNT5ugCD1/0iYoQtwprUhJKOzqKZ2rR+0TzyCnB70UL5s3K0r1nCD6nwnqTLSgdt3FgUDq8n1fnr3XYDBIk+HaynVOjKeqiHYUz1Ycyq4Gg+GprkPkC5Q088HWTXNNvsEdQ/pV//ySHipFPD1SPnBHDq1VP0gSGyyI0RdANIWfHsborwqQuiTZ+lZj9t5ao11Wdo6jhRg9RT2Ne5V4J9N5F6/foJE4JPHtW+XaC9f0URBvh376qgoVd0TtgLA6vH38NL79UShnm4uytCcZU3PuOa4eV4X+A3omy1Lvl60yR0S3EYq5hkcnLK9mJhGf0eipKFDHPz9YCjUqme0+EXDoBHT0KJ9J3yWOzdglcti1a5cUV9GLF46JZ0FoeExU7wQnal2cOJW0i7Y+PgFOPKCpqqq0FRI3d+RyZzcQcjpiFC+bTpwgBXmnNArlitSwxbkG8LVMGopWHoO3Jiiqgh09v5RPKyKGqSdDNxdlKYZm6d1votPNUrr1GC1HU6l7Vyk6AebnnZJ/K+LpkbVwA8WDgZZ+sB5HjX05aWLiOlv31JRNc/TMr1fTtMvKD4lbmtHUQ86vJsdiqrkCSjUrdX+w3ZCporxEEQSez/zXL3Jo9NcV1KkCjTRM3MgXl4pjLagDsNXLR+3asbhGJy7XlXROTWpUeff2w3zRcK/XoObS1oXEcXdthVIr3ovbtX1RzV2pXF8kdXOPi1+oGKhG/dBBmnHeucE/FDP5KiqrxX68ij7SgAbqpvAzoeExwR16hoT112iuk5G+U3x0ZPINfqrrkEaNvNQlV51zpz7MxDLlpQtpep63KXr7PPbzfly1T5xKVfuhr0zRb8GFlQ8OEZNOmpKljuSK1oFd5VOsT79Jjj41EHslidRT9BgMhtS9q9oERVSn/2Fwh57y1hbkpdudVFoijhpqt7msq7jqKLdrHzVt1k5pTqTLBWdyL55QP1pK+2bD2dO7p83aWaOnkrowKr4tKvpez5FVjPxeo+Gr2KAg6/xB52YMFy+bEU+PbOUX6sKHLNeuXtRTr6hINNe6Zs6xe/S1Y4mqqkrFNIbSzb1hw8cU7SmumXPEsT0dpehIPCR+QfV339Sind3zS2poM/utI070axJn8j184BM5E4rjYbYNimTGXhBNwTppsl2rXzWo31Dn02KxKj/i6ZEaY6a5avanB5hfQLh8+T6buVfPYAAlJZfrQihi9SjrLB6JI+EafrnKBzHpysqKnZ68uEaTtKGHl3MlTrVDqR9ZfbqhmIG0OhTt4jQKgmI5r1m124/pLO259igbjS2laZEM/+maknX+gNiqqqys2HwlW3+TPydOJe2QTOcDGsVYODWat8VHAzpzi3ZI5tGoiatOEEnupZN6DtmlC2limrs2zrx580c955p2TCie7GNfTqqhSZMUwYw8BbNrzy/DfzppS/P2ysvYnYTXKv+ATp6ePtJ5ai7Kys87Ja1EHGCwd7+JlE/gwIlAEjxUvH38pCuU+p/OspSiVoGq8GpyaIA++WYvFn1+8QBA7Pygs1feBWEkaKd7olef1APtpzJlTT5sdkiQMCav1RHPnZCfd0rsYTJlxjZ55jRpBlKnx85SPOnXmMVF9u/LmbYCnpoo7YlH2en5Se3+itHYMqLbiKkzvxSztEMNKZ04ldQcGqBP8v3Zn9JE51g41Xh+1EkRVzuxErGLqTgzm0uIqaFBTFvFBPfVjzNtjRdl60asJp6GNT3/rJjhs84fqKFfMRpbSvP2ilM+isOfOkSso5Za94mzvdXEcMEgmgJ+ItYqmHyDNZ5CKSaRtEVsHv1jDYyiXse18gsTU0CaVlW7TCyOyWZ3fPZa0OHxnw08cGBfkt1ivTiibtdu8b/gxosJuGX9LD1lu5qbtFcW2K67OMuk3SS1u1UV5SXS6HOSIfELjMaW/QdMk8MMc1HW7p1LnS7liM/m1yVP0X4oUFFesj3lp+ZAffpNqukxiMX5N/d8tbRGj7Kbm3tU7wTnyvqOnkrmK9nZ3x9SfNglcpj4gMbuSg7sSxIrMWw1XnBhmVgMblM2zbGbddOOblQsI142y8qKq3+CiC5eOKYn0cQaEquJJu6mnlubWCFmd7alffZmGhTjMe3bRPXjH/Eavmv7Ij3PU6rTpVB8hiveShwSEtZfTG2LpVDsQFV3Wn2DaAoPJrFNjrkoy9YTsju3b6xePkrPCsVRzp1+znQfn4E/n+zy4oVj6z+ZauvGn593SiwTq4tfvwhpzFn5bereVRplEcUuWH0EaLEUHtiX5PKZRuyWX6UqGo3bfFVV5a4di5cteramRxdQzDKZuneV9hjQ5ivZyxY9m3Z0o63NFifqDQ2PkRrPuLm5/zZhhVgucXQodpnYKqasrFjjoUBFecnq5aPEZn41XXxXRKdlZcWrl4/SPsoH9iUtW/Ss1aDrwL6k/J/PmKQmzgrq0CwO9Rs0EqeHtnsqrV4+asOn09YmJ4qb6tHYW6wr0F7JgX1JYo2l9gOymghuta94Um7ZtX1R0vsvimV09QliK/PLl5Rli57VE3S5MNHE8Q/13NoU4y5s/+JtW0squi5b5RcQLr8Wh/xW5yLFlAlOkBrOic9TtKvOMtJ3vrugt9XzKyN9p93z6/S3X1oNWR29xorn2ulvvxRTSYy1AKIpuJ7itmH1+4Ip6QAAIABJREFUCZm6/6vOi/7Z07vFK2xFeYmep1z3u5Cw/uKjfal4kZ93SizwVZSXZH9/aMv6WeIfjn05qY708+k/YJp4N03du2rXjsXmK9liIcliKUw7ulERDYrzycp30+WLY1P3rtq6ae6yRTVezq7foNHIF5eKDwjeXdBb/SxciliS3n8x7ZsN2tGCq0T1GScWFLZumrt6xWh1GUV6ci/FJ7u2L7JaENm9c6n8HN3T00ec9sCjsbe4+1s3zbXbgshWcUoswWvkYUUoFfPczFoovru5uQ8b9a4Y7727oPeBfUm2jnLq3lVlZcXqahPzlezUvas+/mDC6hWjbc3bm/39IbGk6+gg4FF9xtk9le7cvpH9/SH5VLp44Zji0VXMoBk6z0cxKvD09BGj65rTrn2U3dxSVVVpvpIt5xZzUda65Cni3SGqzzjxsrlr+6LVK0ar7xd3bt9IO7px+eLYsrLi1L2r7JbUFRGaeDpIm7Rrx2LFmOwjxiy2ugbx0Kd9s0FcldVbm0djb/Gx1Jn0XYo4WdqdlE1z9IxCrmhDbnXHLZZCxQXZaQmTPhLPr+WLYw/sS1I/szBfyV6bnCht/+rloxR7Z7EUbt00Vzq/MtJ3Wn3kYbEUiulfnYap4lxS4mzmtVBbjgcPo1DAYeLkd2fSd+XmHO/4RP+gdt29mrTIvXTy+7OpDo3jF9yhlzhb35I/PSMNEvjt8a3moiyTb/DExHUP+CMNN/e4+IViKVOevqZtUKRHY2/1rMrSFb/uNOx2c3NPmPTR8sWxYulByiTSLlh9kjokfoG6t7f4gLCsrFjuH1yjZbs+/SaJd+hd2xft2r7I5BssPV2+as5RjCh18cKxnOwj7dpH1WiS/jZhhZgrzEVZUgrLJVF1qm5ZP0sxiFxG+k6xMczEKesVBYV27aPEMzp51bjE11KciNIHD3tLTCg5D0vJaDUPtw2K1DkAYPX5B3RSHOXUvatS967SPsqZGbvFEQ62bp4nHwu5GBoaHuPR2NujURP1BOienj6O1h67ublPnLJ+yZ+esXUqqVOybVDkqJeWKcrlw0a9KxaU5ZVImcfq+Ths1Lu1Nm6Qdm5RHwtPTx/FQCnqy6a5KEuKKh06QdTk8Qmk64C0woryEqv3NanRrI0HhT+7cC1fHCvNQns2c6+5KMvT00e9Jf0HTDt7erd4I5BygsZRsxlN+baXd8RgMHz8wQTp1zuE/PrWrfLMjD3iD7nkMeuQ+AVimCedX56ePlL1rDoBy8qKz2TsFq8A8sNZcfY/8fxSZ4zq1GzXb9DI6qzfzNgLoinUhv4Dpl0z58hXxrKyYvlWrbjHNzMF2m3WbDS2FAtz0pVUjq/E8XYeYB6NvSdOWZ+yaY7ifmMrLh0Sv8C1w1i55G46Zca25FXjFHdoW7sw8sWlVqORak615JxefSd4+/gpnvgqpowUC1ujE5Y7MTerc7ni78mJis2wVaiKeHpk/wE/a+4vPesV09xqcbn/gGnyGMRSzdsYx+so3NzcJ0z+9Ist/6M986b4OCCqz7i6fJSHjXpXvPLYahxo63BIAYATcalHY+/pb3ytPu5WTyUplFI/SvcP6DRxyvp1yVMU56PVrVXvbC08f9GfW9ShlPZl09YRCQ2P0ZiPXnzioEh8Wyu0dRGTL4mKAF7cO6uPiqRKVHV9kXoD+vSb1NDDS6ORXv0GjRRPuKRfV092rNhIp4WFD2jY8LHtKQvELFdWVqwz9aqqKq/+fKxX7cQ3GAxjX06qZs123/6JivWHhscwYy+cuaaRBHDiRjhi9F/ENsdW71ujXlqmcxqQ/gOmiS0cFG7dLHsYUtWjsfeol5bFPDdTY9ZCqfA0Zca2uhZKyaWHqTO/1M4Y0i5Mf+NrW6UQsTuEwWBo5RdWOxsfFj5gyoxtdkc6Dg2PSXwtpRZCKTlXTJj8qd1c4enpM/LFpTGDZoil6ju3bySvGifGWrbSXNGBSk8vfFvriYtfOCR+gfbWSpOD9+o7ofab0+g8ym2DIhNfS1GUdOs3aDQxcd3Yl5P0dNUIDY+pzqDz0nHXcypZDaX+L51btEt8LUXj0ipm6dp/YqUzt9gKpRy6bEpl97j4hXqynJT42mONal/EZFF9xmmkv9VZtv0DOs2au1/714fEL+jVd0KjRl52L8gTp6zXzq4jX1yqZ1oOndq1j5o4Zb3dYVqtpp6bm/vExHVTZmzTM8qrdH5VP9MqxkSR4ivKeHACdVMPPrFjUhMXdVGo36BRr74Tnnjq2dPffinXv5t8g1u37dLKL1SecaKJsaV8ZWxge+Z4Nzf3mEEzuvUYffTwOnkkwNDwmGbN2nSPGqN4UCSuU+fu2L06O7pOcYUa+yUvoHMQcDc394huI7pEDLtckCGN2SolhdT6pVmzNl0ih9ktn+n/Of27oz993Nzce/WdENVnXE72kdOnvlLsgl9A+JNPPa/95C+qz7iGHl6H/rWmdWDXqN4JThS4xQxv9+go7qxjElbcuX3ju2//UZCXLjdNCQ2P8QsI9/Zu1cwUaPdRqM7EdyhJ5VyRmbGnorxEausln26mFu28vVupU/X8uVR5CASPxt6Kait1CXLsy0lSrjMYDNeuXaooL5Ezm5ipxOS1FbGEhQ/Izzslbq3U4MejsfdTXQbriUUdzcP6D3o1j7J/QKeJiesqyktyLhy9caO0IC9dbn0kbbOeTK7zaiCdSoqrgZSSOq8G9Rs0ihk0o1/0K+fPpWadPyjvrNRoMLhDTz2zb4l51e7Rd/QSJOUW85Xsb0984VxukU6QiG4jFFnO7gliN9Lr2z/xmjnnQvYRqebWoeuw9q3No7F3v+hXbG1S/QaN4uIXdu0W/4OlMOv8QSmDtQ2KDGj9VJugCB+fAOnX9VxDTC3aTUxcp0gZ6d7aslXHX7UKkVblwmkqPBp7x8UvfG7wm7mXToq3APlHm5kCvbxMti7sRmPLuPiFMYNm/Pty5s2bP4qZVj6/gjv0cmFny379E+XJi2tnFBY8kB65d+8eqQAAAB5OC+f+NIHVnAVpJMjDI2XTHLmxX83NcYwHHi39AAAA8HAxX8mWQylPT59aa1gOoikAAADgvqGe+6GqqnJd8hT5bfTAaQyMDqfRbwoAAAAPbCgljVDfo9dLIWH93dzcLZbCfbtXyMMPmnyDmbEXRFMAAACA0sa1Mwz/mcZq66a54kxckiHD51MxheqgpR8AAAAeQOYr2YpJzBShVMxzM2tt0gsQTQEAAAD3DVOLdmNfTrI6I5mnp8+Q+AUR3UaQSqgmRkgHAAAPr4z0nfLrujk3Oqqpqqry2tWL5ivZlwvOVJSXSJPLBbbrTgM/EE0BAAAAwC+Gln4AAAAAQDQFAAAAAERTAAAAAEA0BQAAAABEUwAAAAAAoikAAAAAIJoCAAAAAKIpAAAAAKjb6pEEqFF3bt84fy71csGZkLBo/4BO9++OWCyF8msvLxMTqKOOqygvOXFsi8Fg6BDya1OLdiQIAAA14ZF79+6RCqg5q1eMNhdlSa+HxC8ICx9wn+7IwrkR8uspM7YZjS05uGKazFmQRoLUHXdu33h3QW/57cQp6wmoAACoCbT0Qw3Kzzslh1IGg2HPV0tJE6AWfPftP8S33574gjQBAIBoCveZx7xM4tvWgV1JE6AWeHu3Et829fEnTQAAIJrCfcZobBkaHiO/jeqdQJo8bCrKSyyWQulfVVUlCeKcqqpKORkrykvsLh/YrrvJN1h67enp8+RTz5OGAADUBEahQM2Ki18YM2jGvy9nBrbrzsgND6FdOxafSd8lvaa/mdNKS83LF8dKr0PDY+LiF2ov7+bmPjFxnflK9q1b5ff16C8AABBN4WHn0di7Xfso0gGoZYw8AQBATaOlHwAAAAAQTQEAAABAbaGl3wMuP+/U8aObpNddu8VLPSiqqipLS80FeacuF5zJvXiiuSkwuENPv4BOtialvXP7RknJZfOV7KzzB6+ac6TlmxhbtvILs9sVKu3oxoK8dOl1zKAZHo29FQtUlJfs2rFYeu0XEB7RbYT02nwl+3zmv65du2QwGII79FRMVCVvUklxwbVrl6StatasjbePn6lFO0cbOFVVVeZkHym8fFZelV9AuG/LDj4+AeoNtquivKSsrNjqtvkFdNLfcUia+FhciZQUBoPBofVobGdxcd4PlsLLBWcqykvkHW/UyCswqJsTO271mObmHJc//3LrQsVq5Typ87hIKaBn85zIV1bzqniyXDPneDT2lg6lQ0l05/aN8gpLQd6pGzdKC/LSpX3xaOzdyi+0ibGlRgqkbJoj7478YW7Ocflz9Q6q/9ZgMMj9rO7cvrH9i7flz58b/Gb9Bo307EL294dOn/rK1lFzVZ6vKC/JuXC05vI8AABEU3DMD5ZCeQyA4A49/QM65eed2rJ+VllZsbyMuShLXqZPv0m9+k4QCzd/T04U54wSl/f09BmdsFw7dCnIS5dX3rd/oodqgdt3bsoLGAyGiG4jKspLVi8fJW6hVJySi4NHDq1N3btKsR5xI0PDY/r2T9RT9qqqqjyU+pFibWKChIbHDB72ls7xM+7cvrF3z8q0bzZob5vVqFJksRTu271CTBZ5JfKHJt/gfv0TnRvbw+r61Tmhe9QYnUVt7WMqu3jhmOITKU/qPy5yCrQNiuw/8DWNvOdovrKaV9OObty1fZGtn+jTb1JUn3Ha6V9VVXkibYt6JdK+pP3nUA4ZPt/qvlhNxrKyYvXn6mhKXEaOpqQDKn/VrFkb8XzX2IvtKQvkpHtu8Jv3XZ4HAKCG0NLv4ZJ2dOPHH0wQC5QKqXtXHdiX9H9FmSvZq5ePUoRSilLd6uWj5OVdQl3kFYt0B/YlvbugtzqUUpcjly+Ozf7+kN2gYtmiZ7XXdiZ9V9L7L9odk/rO7RvStqmLleoVLvnTM/l5p2wtkJ93avniWKvFaEVBc8On006kbXE0jkrZNEfP+lP3rlrxXpzFUlj7uVTPcbl44djq5aPSjm6sfr6yHozdKk/ZNEcjlJKSaNmiZ23ljaqqyoz0ncsWPau9EulQuvw80tC1W7z8+sSxzXqGrb9ckCEnXWh4jBSS3S95HgCAGkXd1ENkz1dLFaVJT08fKShSlBENBkOboIiPP1A+tG4bFKmuXkjdu6pDyK9dMnrYVXOORpG38u5tqyVsaUqrq+YcReC34dNp09/42tYTcSlWVH/u6enTvEWQuJtSYVd7y8srLBrblptzXLFTW9bPSnwtRV3zU1FesmX9LMX2yLMeK/bR09OnS8Qwh1L4mjlHXWaVf0LxVVlZ8ca1MyZM/tTRqoAG9RvK84yJ+942KFJxOJqo6g+tHhf5DxUpuWv7opsVpXZrV7TzlVXrkqcoljf5BleUXVd8WFZW/PfkxImJ63SecfK+qLOr1fNITsaK8hI5T4pZQuIXEK5/1/wDOpl8g6VfLysrzsk+YnfIza/+8a78um//xPsrzwMAQDQF15ALN1LLombN20qlZKl3itiSJ3XvKrGcFPH0yF59xsvlYHXbnnXJU6bO/LL6zW/EYlPE0yNDwqIf8zLJDfbqN2gU89xM6Um/yTd44POzfH3bi4UzdSPAlE1zxiSsUP/Qnds31iVPUZRxu/UY/atWIXJvmcsFGZcupElrs1sQNxpb9uk3SVpYaoTm7d1KY9vKyoq3f/G2etagA6lrxN8a+3KSuiGc+Ur2of3JZ9J3RQ+c5miat2sfJZekpfaQYme5uPiFigZX5qKsE2lb1K3ItHk09pZ3LWXTHHltzw6Zo938Un1chsQvCAnrL+6mxVK4ce0MOauk7l3VJihCe0ol7XylfbIoWo1KGUNsK2suyspI36no12cwGNzc3J+Lm7vh02lSDDBs1LuKbnhVVZWZGbu3bpqrcR7JyWixFMrzTbUO7Gp3vilt/fonShtmMBj27l6hHU1ZLIVyApp8g+Wk0JPnxQvFL5XnAQAgmoIrqTt7uLm5t2sfNXHKeqvP7ydOWa94Xl6/QaOYQTOC2nWXC2Q6n3DrpNEdq0vEsG+Pbx34/Cyrpef6DRr16jvB28dPLqFevHDMYilUl5v37lkp7mnboMhRLy1TpIl/QCf/gE5W6+is6h415mzmXu1ta+jhJbf7OpO+Sz0GwNnTu+XXMc/NtLoqU4t20pzIDRt5OZG8Q4bPP7T//7N397FVlQkCh++WtGtL1dZigfBladHV1rIIbUFURiJbHHHFIAYxE3GCkF3IxFmWuMmsu9nFbNYYd8xGM1HIKjsrGJWMK+Moi4EVZAZRRBB1sZVRwAAdWdApYCDi/nHcM6/33p57+wXtzPP81Qvl9vScl+T87jnnfZ/q6LmysrKh0flunEDrfv5QZ2uqy8LjUlpasWDx6sxLi2VlQxcsWrV544o4Tdesvi+fmM/nMb80mWf20cD4wdKXVvzke3FjvPryI5k1FbVrVXXj2KtuTgvC+K3q6qdXDq6Jr8W1tx/59MDus7DY7uiaiaWlFdGubjvU0na4NWG3bFz/u88jbrz5vk6N+ebvLrmoYsQ5H/MA0Hs8N/WHpXLImGuvn5/1vLNkYPkNN96b9ofNM5Z2dJoVXeWIXx789IOe2sh5C5/s6IcWFAxYsGhV8ulmXf30cMN++0Vb2jecPnUyvLCWmVKhESPHTpm6MJ/NLiwqzrlt4xtmhdt2/MSx8G/PnPkqbLw/HXdzwluVDCzv2of00Ylp8pWZcJqBaMPOwuBMOy5z5z2aMG/B5Cl3V1U3hhHSnXGVVUdn9tE4nHnbP8Yv29uPdPT01J3zHqurn55wpCoH1zRMmhO//PysPKhWUDBgfONt8cstm55KOChxV5eWVqTtkP4y5gFATdEzwlPATFfUTQtf5nxEIfygOppyuvsaJs3p/jzI4ybMTDg93fM/r4UvE1Iqcu318+PHV7p/Fjuqanz88sC3n8svKBgQnnd+8vHb52qcFBYVh1vyRUaR9obwuDRMmpNcPgUFA6bd+MP45aYNT/TsuMo5+CsH18Q5l8rjXtAE1TUT469b9rx+dg7xxMl3xl+/t2vd6VMns37b1i1Px19nftry+zTmAUBNkVvOM9Tw5ajRE5Iz4/wLKn93GhQsK9QdTVfP7f6blJcPSzg9Df+ktr45n0+706bS7o5hw2vjr48eOZDQgc/89N7NG1d0dJrb26Klfr5J5ba9Z+Enhsflirob8hnM0TQqqWxzr3dzXF1+5bScAyO8dNZ2uLXLv/igYFfnnD2yB4M5vCYWVlPszJmvtm97Pn552Z9M6f6YP3nyiz475gGgCzw39YeUUsFnwB2prW8O16dK/uaBJWXx1935bD50QVBoCeLVe7P2UvIpafi3eWbS8M48yhKvZJp1234TlEnmBb3aumnhhNrRdCDRFGdjLrumcnBN2oP+3RGv3hstKZv2t2Eef/nlb8/C+Az3zMcfvZnPPW8lpRfFA+/E8aMJdwbmOa6yBkBCY+ec1DsertHqvalUKloruaMBmTMLe1DT1XPjWyu3b3s+c+2s93evj3fvlKkLEwZe/mP+wL5daY/hnc0xDwBqiq4Lrzbk47zzzk/+ht44xcl5QeDE8aPbt63JueRUgvCENc9MyvMmsY5Wxc1fycDymbOXhfO8pf5/tdZwDdNxE2aOb5jV5WdI9u/buWnDE2fzxD0f4cx7XTi+p05/WdKNcZXmwm7fbhp3VNbFpvuCsrKhyVOl/3Lzv8dfj2+c1a/HPAD0Enf60aFBnayv7sv5eFLb4dZ/+ec/65vnpnmuQJpTXf30++7flLAr2g61rPv5Q//60E1du7ts88YVK5fP72spdW7HVabzO3ktq6Pyf+zHt/bN4RoJH33csP6xtPEc921tfXPW6379ZcwDQO9xbYp+I3MxoilTF5ZXDL+wbGjaue9nbXvj2dszhWsQH9i3M5/rTsdy3XWWuQJptG2Vg2uK/nhg+Ofv7ngp5+l1YVHxrbMfmHHLjz75+O2Dn37w2WcfZ56wtrcfeeLRO7IuzpOcfOFPLy2tmPyd7xcXX5C5nS+98MBZLq74Okm89zr1z8P7TvuCM2e++o+nFoV3wDZMmjNseG1nh2uvGjFybEdTpb/1xnPxt01omt1/xzwAqClIpVKpd3asDc9N77t/U9duNQw/ZW/Z83rWlYLS5JyGYfu2NeFCSQnLH+UfCYVFxTWXTo5uvrp19gPRY05vvfFceJb5/u5XO3VmGc59VzlkzIJFq/LZS2fHxZWj45oaOuzynlq+7FzZ27o1vHdx8ZIXy3ro7sGedcON98Z32W3Z9FS02tixYwfDu+yyjrH+MuYBoFe5049+I5wpIfmZ+GTDR9bHX+d5k9JHrVuTv2HfJzvC09PeeLqjZGD5iJFjb539wF33rIj/8M1fPdOpxaDCy01pK7Gec+FxeeOXq/r7cA1XYKutb+6bKZX69kx98VTp7+54Kf7DqdMW9esxDwBqCtLL58pxNyV858ZvPwGSJm2F0M0bVyT/3P37doaryuaslNHVTR1925kzX+18e20390N0d1b8Mv/FoNLuV0z4gP/0qZM9NeV9qGXP5jyPy68/2rZ71ys537AvT6UdTtiY9U65WJgu+ejZQ1NYVByuT711y9OnT52Mb8wrLa0YHSyH1e/GPACoKfhGuFhqwgno5o0rkq84FRYVh8+7v7bh8YSg2r9v58rl83NuWzj7/PZtazr6ti2vPZn8MFLb4dbdu15JjoRjxw6GdzwWFZ6X5w5MmyV8/7fXUQ1Pf59d9dc9NeV9OAf9jrdeyP+4vPDc/R1tYbz9j/341uTvOYfCWyXDZ5Ayf4t8pqkIj3I8F3lPCefr277t+Xd2rA3+6raOLjqFY/693ev75pgHADUF3xg5alyYQFlPv1o/3JLPuWnzd5eEH3W/tuHxdb94uO1wa3gH0bFjB99849l8UiqVSo2qGh+ej2a9E+nNN57NuW0vPP93Lzx3/4PLrtu8cUXWVbNOnzr57NNL4pelpRX5P+BUUDAgPAN+ee2DWVNq/SuP9OD8E+E8+22HWsL4OXH8aFoLzbjlR+FxWbl8/s+e+9vMKUBOHD+67hcPr1w+v739yMrl84/lsTLV2VcdXNJ5b9e6rBvZdrg1zwGWdpR3bP/PeIydOfPV/n07u3OZrmRgedyx7e1HwtWfJk6+M58xv+W//61vjnkA6G1moaDfuHLcTeGZ2YPLrquqbrz08imjLrnqi88Pf9S6Nef9eOHp46w7HgxPZN/81TPRP6+qbiwZWJ55dSue+iyrceNviX96e/uRf/r7iVXVjWOvunn4yLEH9u1s2fN6Pg9ohXNSR2uYplKpyiFjLq4cPeaya1r2vH7i+NG0zpn8ne93ah+OmzAzPlduO9TywP0NtfXNV469cVDl6JY9mz/84LUen8dv1CVXhbtu5fL5paUV4xtv++D9DdEvG84mUlhUPHfeo088ekfYIdGui0/3M/fkxvWPRXMn9Clpv/ijD/95tGhSPFw/eHd9py4ANkyaE4+xaLg2TJoTfZ1KpWbOXpbPfCodmdA0O3PHNkyak/B0Yn8Z8wCgpiCVSqXKyobO+d4j4VzSv/5oW9az/ylTF+b8RHzEyLF33bNizer70s5oM9+wtLRi3sInk5corRxc0zxjafihfhe27fOsly8OtbQdasn6o6dMXdjQdHun9mFD0+0H9u0K3y1cIzX8lS+/clr+dZqgsKg4nDUuOvMO98A7O9aGv0Xl4JrFS1586vG7045LRzu/ecbS8Q2z+uBwzSzDaNGkrg3XVCo19Ya/TAuw8AC9+vIj3ampESPHhjPUR5qunpvwT/rLmAeAXuVOP/qTmksnz5y9LLwZLDMDFi95MXmOivAMcsHi1clLu1ZVNy5YvDqfCdkamm7PuW1/9Tf/lbBt0Rqm4ZQAHZ7IDhkzc/aya6+f34V9eMusf0j+EVXVjYt++LNhw2t76qjV1U9vnrG0o7/93yP7M7P5B0tfyrkfSksrFixe3dB0e2/MJtcjKgfXLFi8Ory7MtNd96zI8zhGedbRu5WUXtTNOTnS5u6rHDIm57DvL2MeAHqPa1O/5y4sGxrXQjgDdUfC78nnUe/kFMnnDYsKz+vUFtbVT7+ibtre1q3v7nw5lUq9t2tdaWnFqNETho+sHzL0siFDLi0sKj5x/Gie71kysDxaM/SdHWsP7Nv1m7a9bYdaKoeMGVU1ftjw2uEjx8YnlPnsmXDbojuUom0bc9k1F5YNjbYtlbhthUXF114/f+LkOw8d+vDzYwc/PfDeieNHow/po1sQBw265JLqhu6st1NQMCD6EdGvHG1nfG9V5eCaQRdXFRQMCEfOhd2e3buh6fbaumnbt6357LOPP9n7Vnv7kdr65pKB5U1Xz816yh5t5OQpd396YHc0hUP0r6qqGwdVjo4OzQUXVCZ0VGfHVRcGfz67qHJwzYJFq/bv2/n+7lfjQ1lb3zx8ZH15+bBRl1wV3UqX8/9R/G7z/+Kn0QCLx2p04K6om5a2N/J8z9jomonhP5l83bw8U7nvj3kA6D1/9PXXX9sLAAAAneVOPwAAADUFAACgpgAAANQUAACAmgIAAEBNAQAAqCkAAAA1BQAAoKYAAADUFAAAAGoKAABATQEAAKgpAAAANQUAAKCmAAAAUFMAAABqCgAAQE0BAACoKQAAADUFAACAmgIAAFBTAAAAagoAAEBNAQAAqCkAAADUFAAAgJoCAABQUwAAAGoKAABATQEAAKCmAAAA1BQAAICaAgAAUFMAAABqCgAAADUFAACgpgAAANQUAACAmgIAAFBTAAAAqCkAAAA1BQAAoKYAAADUFAAAgJoCAABATQEAAKgpAAAANQUAAKCmAAAA1BQAAABqCgAAQE0BAACoKQAAADUFAACgpgAAAFBTAAAAagoAAEBNAQAAqCkAAAA1BQAAgJoCAABQUwAAAGoKAABATQEAAKgpAAAA1BQAAICaAgAAUFOLbno9AAAZMUlEQVQAAABqCgAAQE0BAACgpgAAANQUAACAmgIAAFBTAAAAagoAAAA1BQAAoKYAAADUFAAAgJoCAABQUwAAAKgpAAAANQUAAKCmAAAA1BQAAICaAgAAQE0BAACoKQAAADUFAACgpgAAANQUAAAAagoAAEBNAQAAqCkAAAA1BQAAoKYAAABQUwAAAGoKAABATQEAAKgpAAAANQUAAICaAgAAUFMAAABqCgAAQE0BAACoKQAAANQUAACAmgIAAFBTAAAAagoAAEBNAQAAoKYAAADUFAAAgJoCAABQUwAAAGoKAAAANQUAAKCmAAAA1BQAAICaAgAAUFMAAACoKQAAADUFAACgpgAAANQUAACAmgIAAEBNAQAAqCkAAAA1BQAAoKYAAABQUwAAAGoKAABATQEAAKgpAAAANQUAAICaAgAAUFMAAABqCgAAQE0BAACoKQAAANQUAACAmgIAAFBTAAAAagoAAEBNAQAAoKYAAADUFAAAgJoCAABQUwAAAGoKAAAANQUAAKCmAAAA1BQAAICaAgAAUFMAAACoKQAAADUFAACgpgAAANQUAACAmgIAAEBNAQAAqCkAAAA1BQAAoKYAAADUFAAAAGoKAABATQEAAKgpAAAANQUAAKCmAAAAUFMAAABqCgAAQE0BAACoKQAAADUFAACAmgIAAFBTAAAAagoAAEBNAQAAqCkAAADUFAAAgJoCAABQUwAAAGoKAABATQEAAKCmAAAA1BQAAICaAgAAUFMAAABqCgAAADUFAACgpgAAANQUAACAmgIAAFBTAAAAqCkAAAA1BQAAoKYAAADUFAAAgJoCAABATQEAAKgpAAAANQUAAKCmAAAA1BQAAABqCgAAQE0BAACoKQAAADUFAACgpgAAAFBTAAAAagoAAEBNAQAAqCkAAAA1BQAAgJoCAABQUwAAAGoKAABATQEAAKgpAAAA1BQAAICaAgAAUFMAAABqCgAAQE0BAACgpgAAANQUAACAmgIAAFBTAAAAagoAAAA1BQAAoKYAAADUFAAAgJoCAABQUwAAAKgpAAAANQUAAKCmAAAA1BQAAICaAgAAQE0BAACoKQAAADUFAACgpgAAANQUAAAAagoAAEBNAQAAqCkAAAA1BQAAoKYAAABQUwAAAGoKAABATQEAAKgpAAAANQUAAICaAgAAUFMAAABqCgAAQE0BAACgpgAAANQUAACAmgIAAFBTAAAAagoAAAA1BQAAoKYAAADUFAAAgJoCAABQUwAAAKgpAAAANQUAAKCmAAAA1BQAAICaAgAAQE0BAACoKQAAADUFAACgpgAAANQUAAAAagoAAEBNAQAAqCkAAAA1BQAAoKYAAABQUwAAAGoKAABATQEAAKgpAAAANQUAAICaAgAAUFMAAABqCgAAQE0BAACoKQAAANQUAACAmgIAAFBTAAAAagoAAEBNAQAAoKYAAADUFAAAgJoCAABQUwAAAGoKAAAANQUAAKCmAAAA1BQAAICaAgAAUFMAAACoKQAAADUFAACgpgAAANQUAACAmgIAAEBNAQAAqCkAAAA1BQAAoKYAAADUFAAAAGoKAABATQEAAKgpAAAANQUAAKCmAAAAUFMAAABqCgAAQE0BAACoKQAAADUFAACAmgIAAFBTAAAAagoAAEBNAQAAqCkAAADUFAAAgJoCAABQUwAAAGoKAABATQEAAKCmAAAA1BQAAICaAgAAUFMAAABqCgAAADUFAACgpgAAANQUAACAmgIAAFBTAAAAqCkAAAA1BQAAoKYAAADUFAAAgJoCAABATQEAAKgpAAAANQUAAKCmAAAA1BQAAABqCgAAQE0BAACoKQAAADUFAACgpgAAAFBTAAAAagoAAEBNAQAAqCkAAAA1BQAAgJoCAABQUwAAAGoKAABATQEAAKgpAAAA1BQAAICaAgAAUFMAAABqCgAAQE0BAACgpgAAANQUAACAmgIAAFBTAAAAagoAAAA1BQAAoKYAAADUFAAAgJoCAABATQEAAKgpAAAANQUAAKCmAAAA1BQAAABqCgAAQE0BAACoKQAAADUFAACgpgAAAFBTAAAAagoAAEBNAQAAqCkAAAA1BQAAgJoCAABQUwAAAGoKAABATQEAAKgpAAAA1BQAAICaAgAAUFMAAABqCgAAQE0BAACgpgAAANQUAACAmgIAAFBTAAAAagoAAAA1BQAAoKYAAADUFAAAgJoCAABQUwAAAKgpAAAANQUAAKCmAAAA1BQAAICaAgAAQE0BAACoKQAAADUFAACgpgAAANQUAAAAagoAAEBNAQAAqCkAAAA1BQAAoKYAAABQUwAAAGoKAABATQEAAKgpAAAANQUAAICaAgAAUFMAAABqCgAAQE0BAACoKQAAANQUAACAmgIAAFBTAAAAagoAAEBNAQAAoKYAAADUFAAAgJoCAABQUwAAAGoKAAAANQUAAKCmAAAA1BQAAICaAgAAUFMAAACoKQAAADUFAACgpgAAANQUAACAmgIAAEBNAQAAqCkAAAA1BQAAoKYAAADUFAAAAGoKAABATQEAAKgpAAAANQUAAKCmAAAAUFMAAABqCgAAQE0BAACoKQAAADUFAACAmgIAAFBTAAAAagoAAEBNAQAAqCkAAADUFAAAgJoCAABQUwAAAGoKAABATQEAAKCmAAAA1BQAAICaAgAAUFMAAABqCgAAADUFAACgpgAAANQUAACAmgIAAFBTAAAAqCkAAAA1BQAAoKYAAADUFAAAgJoCAABATQEAAKgpAAAANQUAAKCmAAAA1BQAAABqCgAAQE0BAACoKQAAADUFAACAmgIAAFBTAAAAagoAAEBNAQAAqCkAAADUFAAAgJoCAABQUwAAAGoKAABATQEAAKCmAAAA1BQAAICaAgAAUFMAAABqCgAAADUFAACgpgAAANQUAACAmgIAAFBTAAAAqCkAAAA1BQAAoKYAAADUFAAAgJoCAABATQEAAKgpAAAANQUAAKCmAAAA1BQAAABqCgAAQE0BAACoKQAAADUFAACgpgAAAFBTAAAAagoAAEBNAQAAqCkAAAA1BQAAgJoCAABQUwAAAGoKAABATQEAAKgpAAAA1BQAAICaAgAAUFMAAABqCgAAQE0BAACgpgAAANQUAACAmgIAAFBTAAAAagoAAAA1BQAAoKYAAADUFAAAgJoCAABQUwAAAKgpAAAANQUAAKCmAAAA1BQAAICaAgAAQE0BAACoKQAAADUFAACgpgAAANQUAAAAagoAAEBNAQAAqCkAAAA1BQAAoKYAAABQUwAAAGoKAABATQEAAKgpAAAANQUAAICaAgAAUFMAAABqCgAAQE0BAACoKQAAANQUAACAmgIAAFBTAAAAagoAAEBNAQAAoKYAAADUFAAAgJoCAABQUwAAAGoKAAAANQUAAKCmAAAA1BQAAICaAgAAUFMAAACoKQAAADUFAACgpgAAANQUAACAmgIAAEBNAQAAqCkAAAA1BQAAoKYAAADUFAAAAGoKAABATQEAAKgpAAAANQUAAKCmAAAAUFMAAABqCgAAQE0BAACoKQAAADUFAACAmgIAAFBTAAAAagoAAEBNAQAAqCkAAADUFAAAgJoCAABQUwAAAGoKAAAANQUAAKCmAAAA1BQAAICaAgAAUFMAAACoKQAAADUFAACgpgAAANQUAACAmgIAAEBNAQAAqCkAAAA1BQAAoKYAAADUFAAAAGoKAABATQEAAKgpAAAANQUAAKCmAAAAUFMAAABqCgAAQE0BAACoKQAAADUFAACAmgIAAFBTAAAAagoAAEBNAQAAqCkAAADUFAAAgJoCAABQUwAAAGoKAABATQEAAKCmAAAA1BQAAICaAgAAUFMAAABqCgAAADUFAACgpgAAANQUAACAmgIAAFBTAAAAqCkAAAA1BQAAoKYAAADUFAAAgJoCAABATQEAAKgpAAAANQUAAKCmAAAA1BQAAABqCgAAQE0BAACoKQAAADUFAACgpgAAAFBTAAAAagoAAEBNAQAAqCkAAAA1BQAAgJoCAABQUwAAAGoKAABATQEAAKgpAAAA1BQAAICaAgAAUFMAAABqCgAAQE0BAACgpgAAANQUAACAmgIAAFBTAAAAagoAAAA1BQAAoKYAAADUFAAAgJoCAABQUwAAAKgpAAAANQUAAKCmAAAA1BQAAICaAgAAQE0BAACoKQAAADUFAACgpgAAANQUAAAAagoAAEBNAQAAqCkAAAA1BQAAoKYAAABQUwAAAGoKAABATQEAAKgpAAAANQUAAICaAgAAUFMAAABqCgAAQE0BAACoKQAAANQUAACAmgIAAFBTAAAAagoAAEBNAQAAoKYAAADUFAAAgJoCAABQUwAAAGoKAAAANQUAAKCmAAAA1BQAAICaAgAAUFMAAACoKQAAADUFAACgpgAAANQUAAAAagoAAEBNAQAAqCkAAAA1BQAAoKYAAABQUwAAAGoKAABATQEAAKgpAAAANQUAAICaAgAAUFMAAABqCgAAQE0BAACoKQAAANQUAACAmgIAAFBTAAAAagoAAEBNAQAAoKYAAADUFAAAgJoCAABQUwAAAGoKAAAANQUAAKCmAAAA1BQAAICaAgAAUFMAAACoKQAAADUFAACgpgAAANQUAACAmgIAAEBNAQAAqCkAAAA1BQAAoKYAAADUFAAAAGoKAABATQEAAKgpAAAANQUAAKCmAAAAUFMAAABqCgAAQE0BAACoKQAAADUFAACAmgIAAFBTAAAAagoAAEBNAQAAqCkAAADUFAAAgJoCAABQUwAAAGoKAABATQEAAKCmAAAA1BQAAICaAgAAUFMAAABqCgAAADUFAACgpgAAANQUAACAmgIAAFBTAAAAqCkAAAA1BQAAoKYAAADUFAAAgJoCAABATQEAAKgpAAAANQUAAKCmAAAA1BQAAABqCgAAQE0BAACoKQAAADUFAACgpgAAAFBTAAAAagoAAEBNAQAAqCkAAAA1BQAAgJoCAABQUwAAAGoKAABATQEAAKgpAAAA1BQAAICaAgAAUFMAAABqCgAAQE0BAACgpgAAANQUAACAmgIAAFBTAAAAagoAAAA1BQAAoKYAAADUFAAAgJoCAABQUwAAAKgpAAAANQUAAKCmAAAA1BQAAICaAgAAQE0BAACoKQAAADUFAACgpgAAANQUAAAAagoAAEBNAQAAqCkAAAA1BQAAoKYAAABQUwAAAGoKAABATQEAAKgpAAAA1BQAAICaAgAAUFMAAABqCgAAQE0BAACgpgAAANQUAACAmgIAAFBTAAAAagoAAAA1BQAAoKYAAADUFAAAgJoCAABQUwAAAKgpAAAANQUAAKCmAAAA1BQAAICaAgAAQE0BAACoKQAAADUFAACgpgAAANQUAAAAagoAAEBNAQAAqCkAAAA1BQAAoKYAAABQUwAAAGoKAABATQEAAKgpAAAANQUAAICaAgAAUFMAAABqCgAAQE0BAACoKQAAANQUAACAmgIAAFBTAAAAagoAAEBNAQAAoKYAAADUFAAAgJoCAABQUwAAAGoKAAAANQUAAKCmAAAA1BQAAICaAgAAUFMAAACoKQAAADUFAACgpgAAANQUAACAmgIAAEBNAQAAqCkAAAA1BQAAoKYAAADUFAAAAGoKAABATQEAAKgpAAAANQUAAKCmAAAAUFMAAABqCgAAQE0BAACoKQAAADUFAACAmgIAAFBTAAAAagoAAEBNAQAAqCkAAADUFAAAgJoCAABQUwAAAGoKAABATQEAAKCmAAAA1BQAAICaAgAAUFMAAABqCgAAADUFAACgpgAAANQUAACAmgIAAFBTAAAAqCkAAAA1BQAAoKYAAADUFAAAgJoCAABATQEAAKgpAAAANQUAAKCmAAAA1BQAAABqCgAAQE0BAACoKQAAADUFAACgpgAAAFBTAAAAagoAAEBNAQAAqCkAAAA1BQAAgJoCAABQUwAAAGoKAABATQEAAKgpAAAA1BQAAICaAgAAUFMAAABqCgAAQE0BAACgpgAAANQUAACAmgIAAFBTAAAAqCkAAAA1BQAAoKYAAADUFAAAgJoCAABATQEAAKgpAAAANQUAAKCmAAAA1BQAAABqCgAAQE0BAACoKQAAADUFAACgpgAAAFBTAAAAagoAAEBNAQAAqCkAAAA1BQAAgJoCAABQUwAAAGoKAABATQEAAKgpAAAA1BQAAICaAgAAUFMAAABqCgAAQE0BAACgpgAAANQUAACAmgIAAFBTAAAAagoAAAA1BQAAoKYAAADUFAAAgJoCAABQUwAAAKgpAAAANQUAAKCmAAAA1BQAAICaAgAAQE0BAACoKQAAADUFAACgpgAAANQUAAAAagoAAEBNAQAA/9fe/f1WeddxAH+e84NBC6G0CAUKaDkF65kwGKNwEg0riZkZMZlx0+gfYYy788LEeKMJeLebXS0aq24ysh/aSZiygIUCDWBHB7RAR1tXfh3Q1pKOH14cOHbntIecY0uestcrIbTf5wfNcxKSd553vx+kKQAAAGkKAABAmgIAAECaAgAAkKYAAACkKQAAAGkKAABAmgIAAECaAgAAkKYAAACkKQAAAGkKAABAmgIAAECaAgAAkKYAAACkKQAAAGkKAABAmgIAAECaAgAAkKYAAACkKQAAAGkKAABAmgIAAECaAgAAkKYAAACkKQAAAGkKAABAmgIAAECaAgAAkKYAAACkKQAAAGkKAABAmgIAAECaAgAAkKYAAAAiY0/4x30feAwAwOPqW89mEvH4pIe6T7YXrDSmWqqqF011q/+MZs/3Hpm48sS8BWtSW2Ox+FSXXB7uvfxJ78SVhTXLVq7e4HOB2e5q9ubiRevCpV97wbMAAB5XS2prfr/7p82NqydNR3v+8JPzfZ0TF7/94s+f3PDcVHc7d/bQ23t+NjJyLb+ytL7puz/YVbNo+aTn37175y9//lVnx+8mLm7Z9r1vfPNHJTIYEH1HTvW0rH82Pn91s2cBADyuRsduvbb3vRv/Hvn65g2x2Gd+xyE5Z96TG56rrq7tPXsov9hz+v1L/Sea063xeLL4bnV1qzZv+c7QwIfZ7OD9+49cP9LRVlVVs6IhXXx+GMZSazPN6daPTv91fHwstzg40N119M01Tduq59f6gGCWGhy+2rD0NWkKAHj8dZ0+136ws3XrpoXzqwvSzoqG9IaNOy9eODY6cj23mM0Onjj+1uIljXV1q4pvFY8n1298vq5uVc/p9/OLvWcPXeo/kVqbSc6ZV3xJ9fzalsz3r1+7dHm4L7cyPj52rPONMAxXrn4qDP0eO0hTAAARdiV789XX36lduOCraxsLXlLNnbdg0+YXYrH4xQvH82mn+2T7tav965q3T5p2ltSnnml58ZN/nsm/pMpmB/9+8Nd1dauW1KeKzw/DWHN6x/KG9MW+o/mXVBcvHD/TcyDVlJk7b4EPCKQpAIBI23+469iHZ1pbNlXNfaIg7az+0tMFlbzLw30lKnlTFQWvXe1PNWWmpSgISFMAABHSPzT8StvexpXLi7emyFXybt0aGRzozq3kKnljY/9qTLUUv6SatCh4ebhveouCgDQFABAh7x443PmPnklfUqXWZgoqeYMD3SUqebmiYEEG6z7ZPlUGC8ovCgLSFABAhPQPDb/x3t/WfnFlY8OygkO5St6N7FB+34h8JW/Z8i9P+pKq3L37KigKAtIUAEBUjI7d2rPvg75LQ60tG5OJxMRD8XiyOb2juJI38PGp0nv3zWhREJCmAAAi5KPzH7e9u3/7lqe+sKim4FAFe/c9gqIgIE0BAERF6SG/6zc+X1VVU+6Q3xktCgLSFABAhHSdPvebt/ft3L6tYMhvEAQVDPmtrChoyC9IUwAAs9Lo2C1DfgFpCgCgQvsPd7Uf7Ny5PTMtQ35nuigISFMAABFyJXtzuob8Bo+kKAhIUwAAEVLukN+uo282p3eU2LtvRouCgDQFABAhZQ35HR8fK7133yMoCgLSFABAVDx0yO/yhnT3yfb8Yu/ZQ2d6DnwlvWNahvwG5RcFAWkKACBCSgz5ratbVVDJGx25PhNDfssqCgLSFABAVDx0yG/BvhG5St5U+0ZUMOS33KIgIE0BAERIbsjvpC+pltSniit5p078qdy9+6a3KAhIUwAAUZF7SVViyG91dW1+34h8JS/VlJl034jivfumvSgISFMAABGSG/LbunXTwvnVBWlnRUO6uJJ34vhbpffum9GiICBNAQBEyJXszVdff2e6hvxOV1HQkF+QpgAAZofSQ34b17T0nj1U1pDf/7MoaMgvSFMAALNG/9DwK217NzY3FQ/5XVhTX+6Q38qKgob8gjQFADBbGfIL0hQAABXKDfl9Or1uxdLFBYcqG/I700VBoNI09ctwpv+ZWE3i7o3bQXDv3r3//c8QD4M7E75/mAfnl3tdJh52tMSCjoddc3hOuO18Ilj56RTnDSTDzxx7ORnuevD9xK/LsTsR/vhOIgh+EQ/yf7fFgpfuJoLgdiIInokF+Z89Ew87WuYEHeP3jz3489tY8NKKeHBpSyzoeHDdp/fuBWEyDG7fv+ftMn623YlwyvMLj2XiYdFzDZNhUMmzmG1KPafJvJwMd/0wEez6PDwbAIDPlf8C6TdLvhRUb/gAAAAASUVORK5CYII=)
106
Revista de Humanidades, Ciencias Sociales y Artes
Presentación
En el último cuarto del siglo XX y los prime-
ros años del XXI hubo un cambio conceptual
acelerado en el campo de estudio del patrimo-
nio. A partir de ese momento se estableció una
tipología que dio lugar a lo que actualmente se
caracteriza como: cultural, natural, material,
inmaterial, tangible, intangible y otros términos
relacionados. A partir de las convenciones de
la Organización de las Naciones Unidas para
la Educación, la Ciencia y la Cultura (UNES-
CO) empezaría a institucionalizarse una forma
de concebir, delimitar y administrar el patrimonio
en sus diversas acepciones. Derivado de estos
documentos se difundió la manera en la que sería
identicado y clasicado en el mundo; y, por ende,
aquello que sería objeto de tal reconocimiento.
El dossier, “Patrimonio: reexiones concep
-
tuales y miradas alternativas”, fue concebido
como un ejercicio crítico en varios niveles por
parte de autores. Uno de éstos se encuentra en
el cuestionamiento a las conceptualizaciones
y deniciones de objetos y procesos sociales
que son considerados dentro de las nociones
de patrimonio. Lo que se pone a discusión son
tanto el origen como los usos de la terminología
asociada al patrimonio. También se analizan
algunos ejemplos de políticas públicas asociadas
con el tema. En esta parte, los contenidos son
relacionados a la manera en que la institucio-
nalización ve y gestiona el patrimonio en los
escenarios local, nacional e internacional. Asi-
mismo, los trabajos presentados, en conjunto,
buscan contribuir a que se amplíe la noción de
patrimonio, para que trascienda los marcos es-
trictamente normativos (abstractos) y se integre
a la experiencia de las poblaciones que están
involucradas en su identicación, gestión y sal-
vaguarda. Hay, en todos los casos, un esfuerzo
por problematizar lo establecido; a lo que se
suma la generación de nuevas preguntas.
Sin duda, en el dossier están presentes
reexiones detalladas en dos niveles. Por una
parte, se encuentran los que surgen de preocu-
paciones generales: teóricas, conceptuales y
metodológicas; por el otro, las que responden
a necesidades particulares, como la caracteriza-
ción y gestión de conocimientos, objetos y pro-
cesos que son susceptibles de ser considerados
como “patrimonio”. Un aspecto importante de
las contribuciones presentadas es que los análi-
sis no parten de nociones preconcebidas sobre lo
patrimonial. En todos los casos se propone una
mirada crítica hacia las formas que adquiere su
conceptualización y gestión desde las posturas
institucionales, para proponer alternativas desde
las necesidades y preocupaciones de los indivi-
duos y comunidades con los que tiene relación
directa porque son sus usuarios, beneciarios,
o en su caso audiencias.
Las colaboraciones del dossier exponen la
pertinencia del diálogo académico para cues-
tionar la forma en la que se construyen las de-
niciones e interpretaciones del patrimonio cul-
tural. El conjunto de propuestas hace evidente
la preocupación por establecer las relaciones
y las tensiones en las visiones institucionales
(normativas y legales) del patrimonio, en su
contraposición con las que lo conciben como
Dicere • ISSN 2954-369X • DOI: https://doi.org/10.35830/dc.vi4.97