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    <title>Inside Informatics</title>
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      <title>Faster insights and better science in the search for desperately needed new therapies</title>
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wJtyhPFydPJA9pJdxH8Velce36aGnTzS4rQ19BUcWFvr/jb2hkvqrg9LobUg8OlxjKdEVSRYgfkfX8ew/eSlq+XQgsogDw4dLWCTxhAgsTY/0/23sjlQMdR4dCCN9IFOpjZVoVGphwf68k/j2mFmrcBx6d+tKDTXrxygkHLWBP1vY/7C3vwsgOqG8DYJ6yJWaxw5sPyTf3VrYKNVK9WWWox1nWuVB+rURcfX/evdDalvhHVxNpOmvU+DIWt6l+o4BF/68n2mltqdPx3NDk9KGkygIPJ+vHPsrmtKmvRlBe0xXp3jrTITZgPp+f8AYEn2ie3pnpat1r8+nWN1kS/BN+R/Uf0HtM1VNOlKkMOsUlEJblbhSOVt6bn+nvYnMdK9aaAOCeHUQYpw4smn/E/X6e3/AKzHHpILA11E9PFHi1FtVi3Fhb6/0B9op7sr0tjtgo4cOlliqQo6+gcm1iPp+LD2R3k5ZC3R1aRFTwpTPQl4udKdVBdFcG3LAMP9h/h7Cd5E0hII6FVlKI+1jQnPSlGUITUJBf8ANiL2/wBb2V/Sd2mnRoboquDXpO5XKM10Uksw4/rc/wCHsztbIA1pw49FV3eah2npEz4uaulLvdgObfX/AG/s/iu0t10j06D0ts076mHT/t/YtTmK6GkpadpZZHVQFTV9Ta/svvN/+niJJqTwHr0YWGxNdzAAUHmT5dWsfHH48xYOmp62so0esmCuSycoCQbXP59hK1tb3mK98Rq6a/sHmP8AP0Kry8s+XbHwoaaqft+Z6tG2TtZMXFB44whQoQVW1iBwfc+8sbHHYRoVWgXP59QDzPvj38ja2qDXz6qH/nEfGjddM+y/mL0ziP4rvTZqtSb0iOGXM0eHoKVbU2Zr8cRaSNAPUxHHsZQ7bZW97JbXzObDdADMqMU8OVRRQGHwhxxPrx6CdnuN1dbeLWExxXu2ktavIAwlRsspB4lTwHp1pm/IXcHZnYO4MjXbsyVBXwbr3RFubO1a45KeCtyxKwqJagf5ujAUKYBwvPvK327tuWNks0XbYmjktYDDENVSsdCSQv4pM11cT1it7iz80btfyJuzgpPOJpSUoGkqANTeUeKaeHRbabqbJ74zPZeXO4Ov9kQbC27U57J0c+Tjo6DPUsAUpjdtwEWmnlB/zS8n3Jz8422yWO12v013fHcJliQhCzRE1q8x/Cq/xdRkvKNxvV9ud2Z7SyWwhaV1LhVlApRIR+JmHkOj07V6Fl7CwfQuzo9709P1DvPY8HZEjbvyTS0/XW4sJVmer2vtnJy+uI5FIzEI1FlL3/HuAd15/Tl3c9/3qSxL71ZXZswLdaG9glUKs06DB8Emuo8adTttvIn7/wBu2LaBe6dmvbUXhM7FhZzxtVoYHOR4oFKDhXo827vkruTOR7e6m+J3TfXWSoNvYcZTsqppsXFvuv2p/C0+0pspl92zKpWRdRK05JsePcW7V7c2G1fU81+5u53SGVv8VTWYEl1HUVSEV7eFW8x1Kl/z7fbzJb8t+2e32rtElLg6RMyacKTKaVcCtF8urXv5bHwyyNAkPYPcNHh9ubL2BtCr35uPcucx8VLk6yryNa9RLl8u7n6KjFKWEniykD3GXMlxFz3u24G3leGCBkU5LQJDQKEi8tbHJIzU9SNs6vyBsu3JNEs97chjGANM8sxJYtJTOleFDjSOgL+VXeT/ACR7sym8sbPWyde7So02b1nDVsxkfEYu9PNmyn/TZ+of4e2N1ktrC2i2e0JKxqqsSa4X4QfQ+o6MbC2dTJcShRLM5kcLgamyR+XQJQU4QDi5HP0559hKaXUSAej6GAU7upykKRqHDG1/oefzb/D2m6WgUFB1KEcZFw4W/wCdXqH+w9tFiDQ9aJPDqOxCmwuw/rbj6+3etnh1hkcA8ngcj+h4+nuyKG6QysQ1K9NFVUfkekn6C/0/2r2YwxGmekUsunh0nqqVnOgFtI5J5u3tfGoAr0WzuSNXUCRCbMpIsLEf4D829qoznT0loTk9QJGvfg3+lyLfT2oTj024qvTa/wCtv6e1S/D0lkpXpqqT6j+Dci3149qoadI5x29NtSxEYI+n0I/qf6+1iAHPn0hNNVemqaRlUC5LN9D9AB/r+1yCuT0np3HpuZygt+pieP8AD+t/b6KCaeXSOStaHqKzamYFiADyTwPp+fb4A+Hpryx0N3xV2pUb3+RXXlFTJEYtqzVu9a/7mPy0kceEpzW0U1Wh40CWMH1eybm/dv6v8oXu401SSARRgcSxOafOh6N+VtuG+cx29lIdMK1aU/wqBg18s9NvyR7q2n2F3F2Jv7Jvmtw5fcsdXtzJUcFdJRGHKU5+3oK7BRpfVSpblF4sfb/Jux7/AB8u2NvcFEZCJ9bKGBRssjnyb06Tc27vsSb1dGDxJFK+AEVip1LhXUfiB8/Xo1XSG1h0P8TMv8n8rlZqbKyUlbtbp3ZtXO8M+18/l0air81RQt/nZHhdmNvp9fYX3fcJ989wV2CxRJADW6uOHiKuQv8ApRSg6FG220Oy8mLdzeJFIykwRcVXUdPHyY5J+zqvijjqfA0lbM1RX1M0lXkKxzqkrK+pcyT1ErHks5PJ9jq7lEk9UwgFFHoo4D7B0Bo0KAajVuJPqTx6mRKdVxa/IBP4P9fabpUBXpyjX9Kn/kI+6OwGetqurqWoFzwFH4Nr3/23tKzaj0+AAKDr3uvWwK8OupGEUbyuDoiR5X/4LGpZh/thx72ncwVTkmg/PHWyCFJI/wBX+ry6tj+IexqTof437m+S+7po8Rn+3ocltrEVDQg7hxXX6RaWkwin1RvXKTGZF5IHuP8An/edwXcbblnbWUxtUELk+LTuLHyQ8Oh3ydtW13FvPuW6Rtrgo/dhNNe3T6uD5dVI/Jz5WbhyW7c9tGjraXBbV3FT46NFwC/5ZLg8aVjjpZ66M6kq59KtP+bkk+5f9vfbOwuNutt/ng8S4tdQCuKIHavfo4MB5Hzx1FPPvuRe2+5XGywzUguaFmXLlVOEDfhb1Hl1bl8BO6oO3tp7u2BufC0zbdrOvanbOCxNDV/dlqiGhZPLkyw/eLXBLnlT7gr3A5fs+T+YY9yIkkleUuCKqQScAAcF6mbk3ebvmzl/6KNo18NApDdw00ydR/H59VK12M/hGX3FhH0/7htxZrHRopukENJWtFFTo39EAsPcyNN46x3AGnxY0YjzqRnqLHjNvNLAO4IzCv59RPH/AEtYnke2+qEA8euGg3I0/kfT9P8Ar+/VxTqpQeXX/9CiqR73/p+OPzb30F6k/ptnNrf0tz/sD7917pnqGN2t9Of95F/bZp5de6aJ3Krb8WtcfUG97e/de6apT+fxyf8AX97GcdXUilPM9NcrrfT/ALf34dXUECh6bXexZQb/AI5H5PtlhQ9X6xEkiziwtbj/AF7+69e6gFiSxFtIJ5/P9Tb37r3XBXFwBfTb/ifbUhFKdaPWVbHm30uB/re2enogNNeuL/X/AGH/ABPv3TnWM+23Hn1sddixsPqb8n+o/Ptvr3XNgSVtfj6m/Pv3XunOgyU1LIFLHQvH15t7q/Drx4dCXhdyEN/nOP8AE/4D6e6dOLw6FzDbnA0K0gsfpyf6/wCHv3W+hVxufR1Wz/2v9V/h7qwqvXuldT5MMCCdVwOfr/hb2z1vqUtQjErq4b63HHP5J96PDPVgSDjqFUxJIGUjXyeTa1vqCPadm1HHTyggZ6D/ADWCSdXZFAJ/1v8AXuPderdBBmMQ8RYGMm2o3t+fpe/vTHtPXukBUxNExLCyiw9sdb6a3cW/1ib/AOv711ccOojSsOB9fybe6Hj1brCalvxY/wCw966914z6rn6f049+691iLi9783v9Pz/X2y3xHrfUOtpIK0RszTQz0k0dTQ5CmdoK/G1cREkNXQ1MZDxujAEaSORz7oerL1cJ8WvmrsXuql2V8cfmVuqfqnfGPmpsV0p8zNvD7SeGaK0eH2p294tJmiZrRLPyP9Wbe0Vxrj1TxAvRT2etP4fmets7ICVFT/m6EP5TfDjG9k9oUvXG9sZgelvkdJGq4PvXAKq9R920JgMm3zkWgtEs2SQI/njsAzjUfeo5fGiWZageh4j1r/l60D+I4r/l6pj7G657H6Y3vl+su49qVOxt/wCGmeKoxdRNDU0mUpEe1NlcNkICYpoJ1s6aWJsefblVlWq8Or9JJfrzx/r/AFH+v7Ybp2Pj1I8a/wBT7qeneuOgf4/7x7T9b646D/h/vPv3XuuLRk2uL/7H3VuvddeLi9iP9Yj3TpwcOuBjP4/2F/r7q2R1vpQ4WBXdbD68/X8+2Ot9D1tTHA+IWH9i/wDjf+vvfVl+IdGX2pjUUQ3jW9gfx/X8+0p49P8ARk9q4qN1jJC34sLCwHuo8+vdCJPt+FUuyD1i4b8An+ntpviPW+kVncFFBA3oBY6gPof8R70OnE6BXNYgEsABe/PA/p7bfj1Y9IGswCSWIUEi/wCB9foOP6e69a6ZK/a8Yoqt2isftahhbkEiEkWH9Sfp7rLnh1vz6s1r8Zujo3+W9tSkw8Kbgzu+8jguzMNsRGgkjpG2xWtkK3Ibhx899UNWg0nxrrIHHtJ8UrED4cV88/5um46SSnVxWufOh9Oi0bq2f8a+w/mb8c+8PjP2jtvbqbvwuGz/AGX0puncNTFsvbPatJjNOZotv4nyjipl8knjmT9VrD3RSUjMdS1D07Es0cRRmL0rn/B+zoJe1NuSZftDs/LVFOsVTkd55GoqI41CwLIFCWp1FrRm3p/w90UlhnrYJK56ArO7Q/UPFpH1Hp/Tx9fdXGK+nTg6BnN7baIsAhFjwQv1I+p9tdKkbUtekQceyudQsQfoT/jx7pJ8PWz1Jix8jmyqwH1uBf8Aw9sda6co8I7KCQ3IBP8AX/YW91bqy8es0eBlsDpYcmw5966e6lDC1CA+lv08cfge9EVFOvdZEx0yn9DEA/T/AAI+v+39sdW6krBJpCspXSbD/H23ICRUdOIwGD1JjpuBccG9zf8A4p7Y6d6ecXEEqB/Qst+T+T/xX3V/h690NO36eR1W4uPTa39L+2D1dehRosfIQDZvqn4v9R70eHVunz+Gej9N/wAjj6f1HunW+kJubBeSMlUDC3+p/Nufp7o/wnrw6BDK7aZiwEd7m5Fh9Lc/X2z04OHSNm25pN/H9CeLf0Ptt+FOrDqVSYO2k6LEXsCvPHN/bXXulnTYl6qkkhitDIV/YkP1hnUXimAH5U8+2Jfi6fj+Hq0rtDsbZve/xJ6iqey8/XbJCQVHTdf2Uif7jcZuAp9rhaXdU68ilqAoAZzxce2jQDPDz6uDmrZ/zda7k3xk736F7Wy3SWS3huDpvc2+abIbh6iz2Knjm212rQzKz0VFj8pGSrTVSadMbv8A2gLe0QRYnNvwqdSn18z+fQU3GCfU232Uxs5ZatDIMg+bKfn0QLL9LdrYbuvHdYZiWfJdlbp3DTY87bh8rznOZSo0tHladeFZSxeVgLCxN/bbqyPpQ9x8uo6g2ve9m5iQbhdGSWRhpVK0Yn+IeQPmerhOi+stj9Cd81HR+48bV909h7PhSPe1btWpj/uZtevyFElRRUeHmQ+SWpjkkWKY3PIIH09uK1T4ZPcoyPKvp1OUZIPgzEFwATTgK+XV6Xzx6c2rlf5WFF3t8kI6Sh+RO2N04rb/AMe8+GFLmKzbhJjh2YYXtJUIiDRKWDaSPx7cf4CSOND+ziOkTXFy+7pbQENBoJlXzDfgP5061gKgTSRU8tQCs8lPA06fQiZ4w0y/7BiR7SDiSc9GYFMev+TpndCrH6j9Wn6c8+6SfD0pqCKjqTTOwtcAXvz/ALH2lU1JPXullg5iZgCf06bcf09tvWuevDoddvy6jF/Q6b/1v/j70OGOnl+How215QirYm4Ci1ha3togg5690v8A7w6bA6eeP6f48+9da6aMnNdCQf7Lfj+v+v7aamrHTidIuWuKhtTfQem/1590YVFOnKYp0l6yuLPpFm1GxJ44v/X2m611JSt0IBqAC/0/3nn3RxivV0UsadRajPGKNvUbknm/FvbXSrpgTKtLKRqJ4NyCSPr+Pbb8R1U9OIyTKVFyARY/4m3uvWgKmg6kJW6rXN7n+lza/wCfbJBBz0oGBTp9o5TLIgRSurhjcH6D+nvXAde6E7DppCaiSePp9D/j7Rkknh1pW0vXoW9vRlWEj8Am4/23vTntI6Uo2rPQr0eRCRA6rEWFrckf7D2z1fqNk8uDEQHsBb6N/wAR7bfqp49BJm6wzs39DqH9fz/X3XpxOHSOnRBcsOQQOb3/ANj7bk49XHXVFSrJISFAFweLXI+tvbTcD1vpWQY1SoJGkH6AC5uebW9sdXXj1IkxQZf0jgH8D3R/h6v0nK7DfW6Ei31Ata4+vtnrx+XQdZnDaI2tHdeedP8Ah7TN8R6UitBXoIczjmjMjqhHq/A+th7qeHW+kVI5JKkWI4P+wPHtvrfUKQ6Wv/rDj/W96b4T1deFOoMjfX/Dj/Y/T2n6t1AkNz/iL3/2Ptt+PWx1AkJ/255/4j230pjNV+zrgPp7TMKHPWzx6jn6H/WP+9e69a6iEeq/9Rb3QdOpw6wL/wAV/wB749ty8B1c9dlQefbPVeorqxdtNvpYf4f7f20xz0+vw9drGSV1fg/g+6N8J6t1mCrb+vtN1XrkQLW/FrW/w91alM9PRefXQAHA4Htnp/rmqa7j+n/E+23Hn1U9cXhI+n0/Jv7qOrJx6wmNr/W3++/xHtlviPTvXHxEnnk/1Fhfj+h9tv8ACevHh1wZCvJt9P8AifafpyKn59YGjVjyP95/r7Zf4un+o7R24H1/BP55906912YiUubfUfk+2iKHry/F1iMB/BA/259+6d64+D/H/ef+Ne2Dx6312IiDx/sTf23JTT1depKQavqL8D6H8n2z1brOtPfn6j/XHtpzU4631JSn/J+hFvr7p09F59TEhA+guQP68W9sdOdZTCLC3B/PPurGi9e67WPSL/Xn+vtodOIK56kRL9W/pYf7f21L5dXPUyMXXi978/09tda6lIp+v0NgAPxcf63tl/i6fiApXqWp9KqTYnk2/p9fr7ZkDHh06a9TQBwD9OP949sV611laMhODqBb9R4B/p70eHV0+Lrh4lICgf7z9feunelHiKISMlgPxfn/AB/x9p3U1rx6qehXxGOW63jBFwf9fge6deHEdCXicO91KLa9iQBzb+h9pzxPS5ePQtYbFSOqL4yCDySLn6e6SDt6qenqoxzxLzGbi/1B/wBgfbA62poekrkqOQKxsSCAT/t/x703TvQd5bHSyMwKMbkkC17+6de6QNbg3YuXQhb/AEt+P8fbEgo1fXrR49JiqxqRMbLwt/pb/bn3UAVqTTpwUAHz6ZZ4bsRpJX/D/W91DlGPVXiVhgdQHoEf+wdX444uPb63IXj0hazNdQ6j/wALJYgra/IP/Ee7/Vj16YayatQOPUKWF4C5HIFuD/h7ULIkooePSKaFozw6z09SSQHFlA5/3w90dAvDpyKfgrcenK4kB+o+tj9OD9D7TMSGqOlfEdY31JYqSQfTz/X/AFvdwQ47hQ9UIK9c/KQpBA5t/X/Y+9eGta9M+OQD0y1tTyV/tKfr/W5vY+1kEVW4dFdxPq4npL1tWNLC/P1P+vbgD2bQREUA6JLqfSKV6R1ZMp1HVyQSf9h7PreJgBXoO3M5oek3JKZnJYAcfQfkezRFpQ9EjvqPTXNCjl1tzcWP59qUlZT8ukzx1Hbx6b2g0/X/AHj8c/4+1QkB6ROp1ZHXZpWYAxqTzyQPr/sPe/GWmTTrRhLjtB6j1FJJw4iZbfU6bX/wN/dkmiONXTD25XiD1xgpS173/r9eefd2kCjraxE8cU6cYKRyw/P4sfaSSdKGnT8Vufi8ulBTUYIsFJ+gYn6f0sPZbLMCc46MYoeGkdP9LilJuLqP999PZdNd6TjoyhtGZsjHT9DiAbHSb8A3+h/rb2WyXzAVr0YJYrXtHTxDhNVv2+T9ePoPp+faJ7/1bpcm2nyHTtBgdRB8dtNvxwT/AE9opNwpwPHpXHtxxUdSpMAR/usEccAA+2xuA9enm20EUC9Y/wCAfQ+IAf10j8e/fvHNK9NnbAPLrmMFxwP9YD6e9/WtXrx25QtadcP4YwveI2FrW/1+Pe/q646qLL06c6WjWJQWT1EcX/H9faaWTUa16UxW5jUjzPUtrLGGvb8gfkEe2EbW2npx4wqgr0x1M5ZrcXvc/X2sjQAV6QSvnSOobStGQVY8C5/p7VKgcUpx6SGRozQ+XWZMm4XSLAkf8jN/dDZDiOrpdmlOsyVzjk2N+Sf9fj8+2Tbeg6c+pJPHrs5MowAcDkcX+vvYsyw7h1U3ejj05UubZbAN/r8/7b2jm2/1HSuLcKGtelTQZlWP6x9ACL+yqewIU0GOjO3vg3n0vMdWq6Czarj1f7b2Hrq3Kmo6EVpdaloeljRBJQik2H1P+JP0X2QzllOejuAq2D0oYqKKUgaQb/qA/Hsted1NK9GUVvG5oepS0HjIIW350r/qPwST+fdDcBmpx6ubV1+GlD0MnQfRXaPyT7JxvVvUW36jN5yukj/iWTVGOOwNEzhJKytmHC6Ab8n2Z7ZsW5b9uEO1bVC1zdXBpFCgy3qzHgqDzY9Jr/dNo5e2q45i5guFtLC2+OZuLGmI4x+Jz5AdbJGwv5EfXm39r0cW/t81e5t3vTK+Uq6d2ipIKuRAZIacC1wh4ufr7yVh+6Nu81osu77sIZ2UVigUaEY/hqRUkeeesY7n74+3C7aDZNlH0oJCvKayOB+I0wK8adFU+Qn8l3ee1aGqzHTO45snJBrkbF1upvPGqlvHGQP9h9fcW83/AHeufeU4murUDdoI61CgLKPmtBQ0Hr1J3KP3jeQubHW23dTtUzcHBrHU8Aw456pQz+ydzbL3Nk9pbzxdTityYeokpqqlqEZQ7RtpZ4b/AFB/HuCp5wilVBTSSrqcOjDirD5dToLQ0jkBWSOYBo5FPY6ngQelFgtsVGTnipaSnaSSZlCqoJPJsb/7H2HrvcfDrpavoOjq12xJG0ny8+rI+hfj6lBHTZKvpFaqkKuupL+MEX5v7Sbftt7vdwCK6Qcn/IOlW5bpZbLblQRrpw6st2hs6LHQwqsIVVRQbAfgc+545b5cis4l0LSnUC8xcxveyMWapr0LMccdHF+FUW54uLD2PI1WBPIU6ALs9xJ6k9JDcG7qTH0tbBWw0mRxtfSVFDlcTXxpPQZOgqIzFPS1UEgKsrAn6j2Ht05jXb4zKGFM1DcOjmw5WO7qsTAqwIKMvxK3qP8AKOHWrf8AMT+Vfjt5L3P2J0jncTSbcpIqzc/+jVnSPK4xHZp62PBiXh4YzqkCi5HtR7fe8t1JuSQtErm3cKzawDoJpWhI1U86eXSrnz2mtZttpes0ctwnaVQlC4HBiAdJPlU8eqTe3eiMznvjn1pueo6TxmC2vtHeMWCz2+sXT1sGZ3dkZasRY/G7kjnAGmU+lWQWsfeQvJ/PP0fPe5wQ7rJPJcwF4oX0mG3GmrNER5j0Oa9Y9c3+38k/Jm3Pc7ZHALa4CO6VEsxBoFceat6jq1vqX4f7N6Z23S79+Qn2Tby3xsKhpdg9PK8k20+ncNnU+yxO4NwQwnyI9TI6XlYaV1XuLe8aubefOY9/3SLlrlINDCtyZJtxcfrXzIasoPAKuaDzp1kPynyRsW12Um+8wUuW+nESWK/2ForCgK+Zcmmo54049WafGron+63VuR6p2T8c8X11suho/uuw94YyoxVZiOwM3kW+7izmW3bCWdcObF5I2nDAWFr+9c43fON/uyz7oW3OcqvgylqxWy0ookUdqmnGgr1XlOx5G222L7aRtih2DwhSJJyPjMZ+JjXzOB0FPzI+VkG78BQ/GrpbIQUfX2GSmj7f3Zt55Bi+wc5QxrCmCw9TIfKcfThQti2kst/bMnh7Dt6WzkeO41PGnweLx8Q1yQPIHz6NLS3e+3CXeLgHV8Fu0mZIYvT0DMeJ406IFSUMcMSxQxiKGNFjjjQAJEg/SigfQewlJO0jlnJJaprXNfMnoRxwpGoUAfPpxSDQ1gBf+pN/xf2mY46foTw6zFADfi/19Q/x+vHuo4da0t59cXiUrqKjn6kf7x79XrWRjpucENb+n5HtwEHPVJKlfy6bap2GotbQvI/xIFva6FQT0WuxHHpkb9w3b83uP9f6W9mGAMdIXDMeok0N7FTyeB/rD3eN6YPSeSOpoeoViCQT/tJ/x9qK+Y6TOCBT06gSppZuP8b3/Fvr7VIwIBHl02cig6bZx67/ANQPapDjpHIprXpnql9R4+trG/8AvHtZEaCvSWUahTptmGqM2/B/3w9q0rqp0WUoadM9QvAP9P8Aej7MIzXpngadN0iksLf1J/1/6gf7D2ojYK1W6RyA11HqMY+WJ4BNz9OQP8Pb1fxD8uqgA4PR9/hRgavE9bfJHsAQTY/Mbg2vNsfr3JMsa/xuoiDVWYxVDVy+mNxAWOq4J+nsDe4V2rT7Zs7kqpdZmalVVq/iH2dDPkeCaFb3coYxLVTGVrRgKV1L/g6It1l1hnd7dgYbF0OIiramfOfwmmEvqrGqKup0rjg30Mii/P1Psc8w8w2+3bLJGrtraMMFXgaD4gOND0EOXuXptz5hR3VRH4hBkb8NThT5Y6PV87twJgZeofipg8qa/b3SeGTP5kmJEkg3VlUvPh654wC7xhyRrvb2Evb8bguxz7/uoUS3zlUAWjomc19OhTzzd2cm6Lt9gpRIFGvNUZvIr8iM9ETEZVQBa5/pcm5PK8/n2JCwqQc9BER4ofkepcUZBuw/H1v9P8PdGagz08q6jQdT4kYtb/W5/wCK+0kj+Z6WKgUZ6mGOwFuW/wBf8f19p9bevWyKjrIsNiNQsTyOfx71rYjJ635Y6bc1AzY6cJq/zlM8mn9X2yVCtUr/AKxQMPazbZIUvEaXIqcfOhp/Pqr6ghJFf9XHq/P5R1tHn/hb8eMp1xt+hGCpNrbfpaSlB8v8Rko4v8rhkaO62vfWo5HuG9/3DbpucYVnhayh0yIrH4i4+JieHngHqUuV9u3GLlu+jSQXkyskpTGkIwGkAcaeR61tt6dGZLN75zUtYKTGU1DVHJR4WlWSYV09fJ5Wx23pmuZJLmzKSdPPvJjY+f7TbuX4EiLTPKugyNjQFFA8w/CvocV6x23jkW43De52nCxqjaxGtTqZs6IjxJzn06up+BnTmW6P637O7i7Qo6/Ym2cBsXNNtSjqhBoeoq6BkpaiVk9YklawUNzc+4H5z3Gx5u5otbGBzMHIZ51rRmrhBXAA9epu5a2q75X5XkNBE+dMLYKLTLE8TXGPLqq2OR8k9fk6hi8mYymQy5lN9brkKg1EbPf82P59yVcSIk3hoMRAJ/vIoegCo1AlzUsSf29cWhYHjnnj+p91EgY0PVTGRw66KHi4Nz9Pp9fdsVxw6tpOnIz1/9GiCVlN2N/rcL/hbn30F6k/pumkCq5LckcX/V/rD/evfuvdMszliSSSRc2P+tf3RuPXumiaW5v9OB9Pr/sPeuvdNk8lvpcE/knk3/I9+6sOmqaQAkm344H5/wAfe+nF+EdN7ut2sCtze9+f6+n20/xdW6jyPc8tcACwB+p+hJ90631EZxazaVF/p/X/AFx7917rgklvoAfz/h/T6e2ZVFK9aPUgSNxdeP8AfW49tDAp1eMmtOuTOpHJAb/jfv3T/WJtJtyD+fxx/h7pJwHWx12rLb6EWJ5Frn/jXtrr3XK4/q/+3Hv3XuulILm7cW4Xi9/dX4dePDrJDWS073jv9Txe4PunTvSvxO5XjYCRirf8G54t9AffuvdCvht2EeO7nhv6/wCH+v7o5oOt9Cxi9zrKAPINRtxq/pz+PbXXulhS5ZXF9V/VYjVyf9b37rY49Pa1itb1gekGxa/Fvz7TPg46eL0bTTrDO6MCRYiwFhYj6/0916t0l8jjoKpXV1BBJ+ii/I496YYJ630Eud20y+RoFuv9NPH+wB9sdb6C6toZoZCCrCxYEabe/dWHHpjcFPqLEfUH3RuPVuojHTcc3PP+tf3XrfUYyf0/259+691haQg/U3+vB+n+Htlvi631yWobgaz+eCfp/sfdetg066rI6aupJaKvpoqqkqAEmik/SbciQfkEfVSCOfdHwOrjqy74k/OOlxW38d8X/lpkqjcvSeTdMf113DlS1bufpjKSfs4xchWt+7JjI20WBNkA+vHtn/L1vjx6Od2R8cNv5ugyWzfknn6fd2zaLE0NV1v3tt+rTNVmTxWZfTgchh8tDy0Ud11wE8WIPvSgKKLgde6qH+Qfxp7H+MueSn3a0G5evMrJCNndn4pQ+My1NWL5aKnzMcV/tagKQGDfU+056cQGuOgOAsDexvp02N7j6gi31uPdenuuJ+v0Nh+b25/oR7YPHrfXveuvdZQARytiP6j6+6t17rloH+++nunTvXjECASwJ/pb6f7z7917p8wfE68AkOBpHFx7T9b6MjtGAyeI2sSQDZfr/rn37qy/EOjS7SoRaEkj6C4K+0z/ABnpQePRkduQwwxxuxUWAte1yb/091610r6qtjeIKuk6eP1C/P59sHj1vpC5eqDq6SMo+tiefxxb3odXT4ugpycYeRzwVD2/1/6e6v1c9JiaCMtwQoH1AFr3P9Pz7p9nXh13Pi/vKaKliKxyVmQxNKshHpU1GRigBcfhbH1H+l/bbAqDq49eWtc+h6tl/mG1uwNn/G2oxe16Olw/yF2B19sLGZPEfeg4vOdfVNjLn9nSGyGcoW8scfLfQ+0Vo0jVNf06nPnX0PSOxaTwyQwaPUafxBvQ/L06I/s35P8Aw+702t1/sHqn4A4DB934mDEPuHuislGIp8fJiqIU9Zu2ppjwayRlLab3JN/dTDOXLiTsPBfQ+efPp0Wt3HcGQy/pHISnA+efMdJnce3hJmMxO8j1ZmrpH+6dLNO1tDyN/rWsPdqeXSuua9BPnNuJ6/2wb3HK/wCBtz7aeo4cOrdAVuLbQBkUJyRYAL/xPtvpTGQVqOgTyW2ZI6jyFP7XIAFrXv8AT3VxVT1c9TqHCarNosAefQT/ALH2m6r0qaXb2q2pTyBb0Dn3purLx6fodrqxFouVv9R9fz7r07Q1r1OO0iyjSgsOSLfi3+t731vqFLtMoLsgHF+Bx9f6e0549W6Y6rbrKrXhuPUBZfpccH23I1BT16dQCnTG2BqVayo1h+CvtjpzpQYTbrvMGkU/jjT+b8e6P8PXh0O+3sHoEY0ngKLaP6G3tk9OLw6FagxQGkFSeFP6eOB+fdW6309/wwBB6B+f7PB5+nuvW+kxmcUTEwCXHPGj/ivuj/D14dBbkMCvN10nV/qf949snpxeHSVqtuRXvotcMf0fT22/Dqw6bP4DpY6VIsbX0fj2317p6xeByGQyNFhcPRS5DN5OaOnxlBChZ5ZpGCrJKR+lB9XY/Qe08o7unozinRl+4ItyfHbrzYfRf916TsaPt+iyQ3LsnNUgnwWS3JWTiOhyOPVuPNQFrJMpFrX908unBpI49F73P8B/mBvTrHD7R7LzWR3fhetc7T7j2DuTbDDL7s6oetkDpQxVkB8rLTRlRHF9BpA9syIJB3ZI4HzH2dNyxLOBG4BNcHzX5qfI9JbbHwP3LmN5Zbd/X/fOIyna2JjhoM/vffW0ZMVvXBPJCYnqKWjqAWlrHF1WcG9z7r4a01Uq3r59eFtbpMLgopl+HWcmnzPVinx2+AOwvhlt+i+THyB3NT7L2RkZ6yv3dmt71qDfm8MuoNQ0u1sJOTNUNVG/29v0lgR7bKFe71z9vXjNHGzQxDXJ5gcAfmeq2fnj8zN5fN3sbD5Gqoqva3RvVaVOG6Q67qJGaeKiB0Pu7cUYsHr6uwl9Yun091Naaf8AVnj1eK3jiLSDMj/GfWnl9g8uq+q+G7vqFzfnj8luW/2/tginb0o6ZzSKx+n4/IP+3A9tyfD0oWhWoFOulx73I5PH+p/PtMcDHVulPh6RlkC831D1AfT/AA90k8uvDocdvQ6BGStyAvqsf6+6Dp5TUdDfgp/HECL2YabfTkD223Hrx6WUU2pUPGr66b/T+pt7qeGetdRMlPaI6LEAWbm/4/p7YHTqcegyy9X4mYhgRx9Dza17397OenOkdJkgZFOu/wCbFv6ngD2kIoaenVeszZRUjuz8/gFvz7pJw6diah0+fSYqsm0rtZjbm3qH9fp7a6fFfPqXjZGN3YW4Nuf8f6+2349aPT+koIt+bi1/rx+R7p1oGnTjS3d1N7cfQ/T6+2mr59Pjpb4mH6WBJ1ck88W/HvwNOt9CniEZRGLE2t+eP9Yj8+00lA9B16gLU6FXGP44VW/6vz/qf9h7Zf4a9KUGkUHTzJklhQ+sDTb6Ei9h+PbXVuk5XZV5FPqNj/Vv979tOD1U8eknLVaiSzAgAjlri5/I966dBB4dNEtQskmkeomxLA3tx+fbcnEdWHSgx9gFAIudPAtc/wCHtvrfS/xkSS6bL6wLf1a/9f8AX9ssM06sDTpXJiDIgPjI1Dm6/X/E29tsMHq46ba7Cqkb3QA/S5X68fT2x1boMc7jE0ngWKkW08A29pm+I9KQaivQF7ioPGzC3pNz+njj8e69e6BTLReKZ2XheeALf4/X231vpNSTXf8AP9eD783wHp1fg6iSSf71/X6f8b9puvdQ3e/5tb83+tvbbny691EJ1G9/p+L8f7H230/FUeXXmOm1rE8f71+faZiSc9OV6wsyhTcct+APoLfUe68OtdQ2IXk/S/8AtvdOn1pTHWEfX3WT4etnrl7T9V6xMCHBsfob/wDG/bLAg9PJw66021WPJ/3j3rq/WdEsBfnj88/n+vtKeq+fXIxrxYm9/p/X/D23J5dPQnj1y0f7T/yb7b6f6zRx6vqbXP8AT229a9VPXMx2vZj9bWt+B+b+6jraHNOsLRc8kj/C31/1/bT/ABdPdeEQv+P+SR7af4T148OuP2/4uP8AY8+0/V4lpnrC8A/I+h444b3RwKV6fHUdqcfW1/yBbjn8e2urHrr7Y/6m3+wv/sPbROerKQft64/bf8F/5J966t1xFMf9T9P9p+v+sfbB631mjprn9J4/s/ge2pOHWwQOPUlaa34+o4H9D/gf6+2unBnPWZYG+hsLf2iPbTLTPW+uYgJtcE8/W30/xA906dj+LqelP/sP9hwf8fbHTvWb7c/6kgf4f73799vWuvNCv0IH+xX2x59Op15YwL2Nv9h7al8urnrOkfPF/p/S/trrXUgITYci1v6j2y/xdOxE6qdZV/oQSAOb/Q+6dKOp0S2A+v4PP5uPz7SDj1XqcigoNQOn63P6ST9Pex8+rpx65PH+lh9eONN7/wCHunTvS1wMCMBwFN/6f4+2paggdVPQ34Ci1GMMoYfTVp/FuPbXl1aPL9DVt7DxtIpIGm/10/19pzx6VqKZ6HHCYmjCqCoLG/JH+FvdWFVp1o9ZctiKdWJFhxxwL/7b2m6r0HWRooQzXTUPoFtb6H68e99PjpH1tFAqyEogv9PTcj231voO8pSoWl02/AsB+P8AAe25eA60eHSFq8Q0jH0EAs1jp5IP1v7Z+fTqmo6b327oBsptfltP5P8Ar8+2m+Lq3UR8C/GlPqbfpHupoePW+os+HkQEWAYDiy2J4/r7SZqfTp/SjJReklX42Un9PIJuLfX2vguFQUbouubRzkdQExkn6rEW/BFr+3zdxeXSH6Jq/COp8dJILggn6WOk8f4e073KA1B6fFvJ1hqYGRb2/wBhbm/+PtyKYO2empEcVr0zzSELz6bA3N7c/jj2sA1GnRVKdINekXlK5UZlLXN73vzb+h9ndnAWGOg3eT6VPl0h6zJkg83I4H0vYnj2IobXTmnQauLwVIr0np6vUxLNwSeAfr/r+zOOE9FEs9fPptapXX9SD9QL/wBOeT7VLExXI6RtIoOOuvJ5GXTcMxH05/3n37QqrqY9V8TUwCdKvD7dkrZU1xlgx5FuCPqPZPe7kttGaeXRzZbYbqQah0LuJ6980QP29jwAQtuB9PYKvOZhFwYk/b0ObDlbWtAv8up2R61cQk/bi1rH0f717T23Nal8Nk/Pp275QYR6tP8ALoJs7sqfHapYUYKtyRzwB/X2Mtv32O6ojnoDbny/NbfqRrWnTDRRAkJIgBHBuOTx+b+zOVqEsM+nRVEmdLY6VVFRoQth/TQtv6/n2TXFw3n0dQW6Hh5dKeloiSBpBP8AQDj/AA9lM1xpFeji3tTXpV0ePVioFyeL8cL7Jp7imTw6N4bYHy6UiUkKgAC7D8j/AHr2VPcMx+XRrHbLSn+r7enamp49QLAAHgAAEj+h9opZn4dLI7da54D+fT0MfE6jRpNxf6C/tE85Q56X/SRP8uu2xsQHpVW/5B/3j3UXRJ6q1ilKDqBNjEVeF03+ht9PapLlq1r0jlsqVp03PjhYt9bD+lx/tvahLx606Qm0PGnUE02jVcD/AIMR/h/xHtSJtXn0meIqK8emmrR9B0/0H+2B9roaHPn0huKilOmIxqWJNj/sAfp7XLJ5U6LnjzqOOm+ZNLWsCAtx+f8AH6e1cbGtOkkqgdxNemlla7NyB9R/X/Wt7WYPRa2sNqpTqBPWvGv6jY/2Qfp+L+344deemJJyhz03S5BiLkkH6AlueB9fauOzDHB6SvdPmp64wZnSwtKAQSP1fUj/AA92fb6ivVI70gDOOlLj83qZV1EEkHVf+nPsputvx+3o1tr8+vQoYPOiwDNyeB6vqf6j2Eb/AG41qMdC6x3HVTPQq4nJFwhZ7g2KnVwLfj2EL210g49ehjZXWroQaCvWwvpF/ob8tYf19huaAg56EFvcVIHSio4Mlnchi8Bhad6zL5yup8bjaWAM8stRUyCJLBeeCfaLRDbh53qVjFT6k+SgeZJwB0b2sb3sy2qNpOaseCqPiY/IDreU/lofCzbfxC6JwslTjKZuz984+lzO7czJApr4BWRCaPHCc+oIoIJA/Pvo793n2tXkvlwc1b4g/e+6IGqRUwW5ykSelVozepPXNj7x/uy/uBzW3LmyOU2TaWMcSA9s0q4eZh+Ik1Ck8F6sTZIfUrLf68/i5/JPvIHtYEEf6vXrHkNJhgaf6v8AB1CkoElDcBl0m6EBlYe00lssgONSjyI49KEuWRhmhPn1Qt/Nz+HeKzm2qDurZGHgos5iJlTNNSwLG1XHK1meZkHNrH6++fH3qva635eZPcHl+ERwydl2qigJPB/tB4+vXQn7pvunNvfie3fMMvjMO+1ZjUpTio+R8h1XR8fOgY46aizWTpS000UUqa47lS4DE8/4+8Ntm2W43m4Dp/ZHNfX5fZ1mNvu92+xwGFSDLmo9P9nqy3amzYKGniCxBQqr/YC/Qe572DlqGzgXSoHrjrH/AH/mSW7kYluNfPoSFjioohcKFUWva3+w9jQRxW0VWNF6Bmt7lyBx6DrdO6IcfDK7SqAqnjV9ePYO33foLOJi5oAMHoY7FsUl5KoC5r6dEd7V7XEKVA+58S+sAa7XsD7x63/fpt2lKVIiU/t6yB5e5dttriUuoMlK8OHVSXffyAlx8s8WKyE0WSdJadZKaoZZDDMNEsLlTyjDgg+zPkrlW53W7F/MNEacDwP216L+cea7faLR7NaSSSYIOQD5fn0DW3vlVUz9JHoTsvYWJ3VtKl39h+w8Pm6NYqTJirxFT9ymEysSi88L8gMf02HufIrW1sbZjtB8K4agYmtSvBu70Pp1BM1y25bnHuO6NrjjBURgVUHNHC8KivRzB8x/iWO4c93pWdcbm3tj977Cx+zNx9U52jk+3gagoUoxjKeoluv2alPJEwHpY396Mc+3bnAbBke1WsjROe1HZaEo3kSc19evCKW55ffa5pjDeaqx3CDDKG1DxE4GgxQ9AJ2v8t95di7cfrDqjE5HoPoiaN4avrnD56TJT7gp5TfwZbKAB/CBwICfpx7a3Hd7K0aX90hgZgPEUuSmoeeQNVPLy6W2e2SO0U+6GO5uIq+HL4YRkB4hR5V8z0W2goaakhhpaSJKemgVRFEg9KIOLWP5/JJ9gm4nmmkM07ambJPnXoSooXJ49PiKSTYALxyOLj8+0bEDJ6UohOePWcQXUG5HP1tz/rX9slien/D65SRhFJ+ov+R9bf09+BNcdaK0HUfST+V0nn+g+n9PbiVOSemXGOmyb0sQPo3Pt9Ok0ldNB02TQF21FfSbWt9PatJAnDpAyE/FjqDJS/WwtyLm31sfoPalLivHplohwHURoSGINwv4JH59qAw8iOmHTTjpvnp9V9JANh/rG34AHt9JCMdJXTyp01zodPIIYcED9QH05PtXFTyPSMqUOemyeLVyeCB9ALEf7D2sjNPPpPKlcjpqqIQRf9RH5AuRx/vHtUj0NOkhHTSyfVSLBv6/4/19rga9w6LZkIYsBjpvnhC3uNS/4D8/j2rjfgQek5XVkcemuSFkJtyLX+n09qVauD0lkTGOm2vnjo6KpqZldkiha+hfWxkIiRVH5N2A9qrZHmnSGM5Y4/w/5Okrhghzk8OrMuztuydVfED419W5PMS08+7oK3eW5sLhJPttyUNdkwy0MNTVJ64PNGyASn+tvYFupJNw5wn34TRyxwdqQsO1NOGcj8XA9vUhWqR2nLI2loXhkfLzcPFrwjU/hyePWH4mbByp3zP2FntvvtDrj444Gp7LrZo2GRn3BksbAZaKly+Z4tKGYXci5/p7alh/fN4YNqma6ub0nU2nSkECEFtK+Qby/PryXD7Htgm3CBLe3hARULVkmlfg1eLaT59EJ3pvXLdqb/332pnE8eX7C3LXZ6phuWWCAytFj0jf8jw6L29yDdhLdY9uhNY7ZQgIFK8K1/PHQC/Vmdp5h3Oa+tPQfs6Ykgubk/T6f7Sfzp/x9ojIOnRGxOepSR8gabk/j+vP19pyc1Jx0qVQnThDEY7jkE8liLcf0HtO7aurZPDrOFAPAuf6j+n9PbRahp1YISKnHWZYmYHUwuOB/tI9tkk9OgAcB100MZUrJ6lYMGtyGVhpZLe/VZe9fLh9vXiCTimej0fFH5iY3pvbtT033Ntqo350xkJ6yowdUrGfJ7Ar69dEs+PgNy0X0NgRb2HuYeW499lbcIgGl0UML4Vm8pUP4X9R59H+y70+2qkBdoaOKyqMmPzikHmo8j5dG1xexPhnnq7Fbz2x29s+kwlOZK2uotxVMS5bbk8jeZsnjYZfUJR9CnPPuNLrYubnsRZyPLG0tVkAB70Bwp9R1I1lv/LMdw134EUjQ90R1cHpnPqfXy6K/wDMv5W4XszB4/oPp2urZ+qdv1cVVufesuqmqN+ZCma8FJFD/wAqsbjUPwfch8m8uXHLkAutyYPOF0xR6fgH8b/P0Hkeo85n3tN7kbwFK+KdTHVUL/QX1+Z8+HVfJiABCroUDSgRbKqj6KB/QexeWzg/Mmvn0FigXtpw4fLrAYyt7qSb8Mfr/rAe7hzx6bK06x6Lnngggi/5/wAAPbniUHWqHr//0qE5pB9S3Pq4twD/AIe+gvUn9NM8rFrj9P6Sbf04Nr+/de6aamVh+k8EkfT6i1vdCa9e6Z5pFH55txx7117prqZjxfm30AHP9effutjjTpsaQli5+lvofqOfpx7scD16eAoKdQJZQNQP5J+v45ube2XqDnrfUTyHgWXnkHm/+290631HaQcfVj9ADbj37r3XIMbDgD/EfS1/6e2ZNXE8OqmvWVXJ+rcm4H+IHPtrp2NT8Q68S345P9Tb37p7rjrFuf8Akf8Are6vw62OuaP+ebW+nFr39s9e6yax/j/vHv3Xuseq5JseTYHj8f8AIvdX4U60euPlsp/HJuR9SPoLe6dPA1FeozTaTqVmBv8Aq/Pv3Xunagz09OQHcgBuGJ+t/wDW90fh1sdCdht2D0AN9PyGB5A5Htrr3QsYjc4kFjIR6hbkcXHv3XuhAo80HVQZFvYD6jke08nxHp9SKep6fYsgrr9RcmwPFhz9Le6dX6yvUq6WuL/m314+p9+IqKde6aamNJQeLrwLn/W/p7YIoadb6QOYwMVRqKgBrvYgfkf196PW149BblsBLTsxKG1/1C5v+R7o3Hq/SNngeMtrVgQDb6C9vzz7r1vpuIsbH377evdR3ABFh+P999fbT/F1vriAOeObfX22erCnXRcDgNb8EW4I/N/dHOOrDrHKsNRFJTTxx1FNOjRz08yB4pYyLFWRgQfbXW+j5fD75kY7p2jyHRvyDau3N8b960k+DoM85krs305kqpdFBX4wy6j9ikjXdf7AHFveiDTHXurXt87J2P1XsXrbB9tTVXYm0OxMdImX3HRkZvr/ADHXNYQuByWHq08ghyaU5R5ApDqwINvafBoB/wAV06g/F1WB8rPgVuHonDS9ydEbjpe9vjJX6cj/ABDbztWbw6zp6ptS0W5MWt5pIYiSvkjjNgOSB7pWpp1cGpp0QanqqeshiqaWeOpp5kDxzRklXU/S4/DD8qeR+fbJ49X6m3v9Pp/X/ePeuvdcgpb6f8i96IqK9bAJ6mxUUsttIPP9OR9bH230505Q4WV+SrG3J4P9f8PeuvdPuNxRpplk0/2hzyLfjm/tjrfRgtosFEYJ/IPH+P0+vv3Xhk46M1teqVI4vUPxb/jd/aZ/iPShQQKHoZcZkjoA1fQL/wAVPA916308SZIhSQ178XFrW+p4HtOePW+kdlq7Xf1WI1EH+pA+nv3V0Ga9ISqyQu6sxD35v+T9Aw90c+XVyfLplarGoaifzfj/AHv3Sleqmnn0ttjUkO4N6bL2/JTVFTS5fcFDS1sdGC06UnkDy1SD/myoMjf4D3p/M+XXidK19Oj2/OLbOe74zG0eqkk2TvHrHpvB+XI9+4PJJTbin25U0ipitj5Slp2Ds8EmtI3dbA/U+0yjQSUxXiPn1qGONCZFGlm4+lfXqs74NbV27uvt3cm29zbjrtvUGw49wVey8biJVlzW98lRTutBQ7mZCY0pljH6mNjb35ywQCvShifPo5OXjXICWteKJJJ5ZWZIeI0KSmMqo/2HPtnrVPPoI85RkarrYX4I4Fj7q3wnrxNB0D2VxyyPJdARc2P1JIPPtjpZGKIOg5yO3VlYsI7kH6244Hurminq3TPBgvFIo0XVr3sDb6W9piadV6XGL28HRboL2H4/w9++fWxg16WFNt6KIBpIwBcgX+r/ANQi/k/4D3Xp8Gor0q8fsbMZaEzYrbWaradRaWoTHVUMEVh9XlmQL/vPv3XumLJ7Yko5jSV+PraCo4XTW0lRSqSfwss6qp/wsfbBFD1vpoqtpcXEYFwbAgm9h9b+2noR08gI/PpsXaK/mEf8R/vHtjpzqdR7XSGdWWMAahxYm/4591f4evdCXh8MkYSyi4Nzx/Tm3tnq4Pl0u6THgi+jTwot9P8AYf7H3RurdOT0SfQKL3F+f8Pdet9JnK0o8bD888XP5v7o/wAPXukJVY1SCSv9SSefp7ZPTi9JepxYY2CkjkD62vfi3ujjFetj5dZNubJ3BvfOLtraOPSuy/jNRUVE7ePFY2kjP71TkKs2UaRc+MNqP4HtrrdRWg6NTu3YnX3xq6+xWX212TQ9pb+37EtLkcftrHVE2W2pUMLVlPTvKmqJBypa4t9fbEnHq6NQ9A72d3TujeVVtiTMDFS7k2Xgkwm2tzUcXknwWNmQGaNUl4NYCLPIeb/n2304ihanzPQa7H7o7g6o3DNu3rfsjceBzVTKZ8otTUPlMdm5SfUMhQV7PFY/7SvH490PHqxHp0YPLfzLfktUY6aNtqdPU+6amBqWr3xS7Ux8eZrKVhYLVRrCEZx9Q59QP5966qkapUAmh/w9V1dt797N7jzCZ3tzfm4OwKujZmxdFmql5MNhAx4jxuKJMCgDhW0XH49sMTWh6fjRIqmMUJ4/b9vQA5ehBLOQdSggG/On6AD3Q18utjAoeg6rseHc8WuLf7zfn2n6t0wmkZJCLEgGwt/X3STK9KVoVx1Jp4GJ5/qTx/vPtORUU690psbRAMGa4OpbC/JPurior1voV8LGVRATwSLf63trp5KUx0KmLJWNAPpwbH3R+PXjx6U4n8Y1Aeofkf0PHunWumXJ14CGzAXDXH+9+2OB6upp0E+byF2azC30YD6EW/PvfT3SFatGtiTwCbEAce0rEE1HVT02VWYMhZQT+F/p/sbe25Ph68ho+r06jUtTqPqYn1D68+2ullanHSzpJgqKLX+n+9/4+6OPPrR6fogSbX+p4/1/bfWulTQ0+pl0i5sL/X3V/h6eWtM9CRhqQ6lNvzf68Xt7bp59W6E2gi06TpAAAuB9f9f2kYd9eqU7q9K2GcxRcHk202H+H191IqKdK0JIqeotVUFgNTfW5Nrc3F7H2z1fphqazVdSx0mwsB/sfbb+nWj0m6uuCKyA25NrgXP+w91HVkHn1hpJx9SRfn8f737bfj06OlVQTqfybqVN7fn+o90GTTrw49CLhKpVKN9Cbcsf8efbD/EenMA46FrF1Ec8aBWuRw3+x4vx7bY0U9b6wZdV0uLX08/n6ke2Bjq3QU5pAVcabk3sfadxQk16UL8I6Avc9M7Bhob6my/SwA/FvdOt9F63HCY2kuNIANzzb+gHunXug9lls1ubggfQf7b3VvhI6dQ409R2Ysfrxz9Pof8AX9p+t9RpGF+TwOB7qwqOvZ8uo7PxxwPzx/X2z0qjJZany64CWwNh9Rb/AIj2mYUPWzx6wMyk3P1H+v8A091rivXuo8hLEX/T/Qf72fdB04nXDWo/x/33+PvTCop1frvWP8fac4NOtdcZJA4tqsb/AJH+x/Htt+rJ8XXS8ab/AFA4P49t9PdTb8e0xFDTqpx1yQXubXtz/j/sPbbgn8urRGjdZfbXSvqTFHddX5+o549tPx6qePWbxt/a9I/x+pP+w91HVkpXriUX+p9tv8XTvXWlL2BuR+fzb22wqKde65+NfyP9b/Dn8e03VotVaHz6xPCDzYH/AGPuj8OlA6xGMfRgef6Xtx/j7a631y8A0j0kg2sQefp+fbJ+Lra/F1xNKL8KP9ieffunOuhAw+gH+39sefW+siQHULgk/Q2P4v7al4daPDrMIOSLW5BBv/tvbPTi4HWX7bj6XP8Ar8e23rXPVx1kWEA/nj6fX/inunV0bSanqVGgtwD/AI8j/X9tMKHp8+o6y6D/AIe69a64GNbev+vFvbB49WGDUdcUQXOn6E/434/1/bcgxXp49ZNBBuD/AK1/bPWusgFzb2y/xdXjNGHWbSLafoP6/wC8+69Kup0Q5F72A+ot9bW/PtGOPVepircBfqDzb/Yfi/va9bU0NepFltf+19Aefx+PdOnhnPStwDqXW973Fr2t/jf23LnPXj0YHbsigR3/AMAbXN7j2z15WCmp6GrCVSxhbkBeCL/8V9sMCDQ9Kk1DJzXoS6LMLAFsym3P4/IsPdTUig631nqcp90LltV7kfkAH6+0pHl1XpIV86+oseQCOP8AA/X36tBnp8dIjKVCC5B+tx/xHuoFcdb6TApBObhDyxv+SPz7bl4V60epMeCDn9IN7G1jfn2wOrp59Sn25rAtFdD9Ta1iPbTfF0503z7c8fqMfB5IA5/w91OVp17pPVuFjuSEsbj8e0ny6djGM+XSYrNvxuSRGbn/AA+hHvTCoqfLp6pIoem1dtWHMZ+vFx9PbGetgL5jqJPgmiD2jI4PIH4H+HurdeCqek1XY8qLEG/PFjYj+g9uRTFDQ9Jri3BQsvQf5WJolcfix+v1v7EtmwcqT0E9wUxg06CXMT3LAj9N+f8AY+xlYR0OocOgLuExzXoP6up5a7G/9n/b/Q+xJbxFhnoI3EuemaWY8s7hRf8A2Nz9T7XqgBoo6LnlJ6w/cQsQVe5FuT9D7uVYDprxRwr0p8JAKiaM6VNiLD/e/r7Kb5/CjP7ejfbohJIB69Gi2NttJihkQEEjkf0t9B7iTmDdJIwVUnqZOXdoSTSzDh0ZDHbfggjX0KBZeP8AC3uPpZZJasx49SVFFFCulF6eHxNHIpjIHIIJIH1PA+vtNUjI49KRpdKOAQPLoKN27QREm1IpUq506eLW+vsQbXu00Miq5446DO9bLDJGzoBQ9FKzmOSirZAihCGIt9LjV7mHbrp54BU1qOoL3O0SC5KjAB6mUFwI7D+l/wCtvbFyaua9P2oC9y56WOPGotcfQcEf4+yK64Do/tvi6VVK2nRYDkW9ldwKpTo0iYLXp1BN7pYX5N/9sfZeVx0vWQaeOeswnMTAhvqfof8AiPdfD1ip6945HE8OnmmyHoB4BHFhb6f4ey+a3q2el0F3ih49TFrhbkXuB/sP9c+2TAAcdKPqQTSo67NTG62K3v8A7x7sI2Br1VnrknA6wsIyCUN/z9f6/j25Uj4uqsVOCemirQC7EHQw+nHB/N/aqE1x0U3CgZTh0mah1CkE/S9yfwPZxCOBr0TzldNB0xObkkfS55/rf2s49IH7uPUGaINyv0sAQf8AXsfatDTLdJHWpp1CkguApH1v+eP6D2+klMHpO8JIzw6ZKmh5Ylbrb6/8T7MIptPDotmgJxTpKZJCoZFuCLm5+n+Hs4tCG7q8eia6BXA8uky0pjNgCLckn6/049miopFa9ErzSK/ClOnOiyOiwJNhY/4/7D2mntwwp0strwqc9CRgskLp67kWI+n+2PsLbhaBeI6FO3XZqB0M2CyZIVSbAgABiPqP6ewNuNpQkjz6HNhdmlehSxdV5QoJJ+mkf0/HsI3UQWop0LrScuNQ6tZ/lJdS4/tf5g7Qqs3BHU4XaLrlHhmUPC9TDZ4zY/m/s15B2W25i9wdl5cuhWOWYTSDyKxEMAfkT0We4W+3PLHtdvm/WRpM0PgRnzHiihI+Y63pJJQzaIbJFCBDGqjhY4xoRQP9b31jd11COIUEfaB5ADAp+XXJRY9I1y5Zsk/M564FeQCL6h+L2Jt9T7o2psN1YGi0HWeJCfTpIW31vYk/4e31UhKfz6adqCvRMPnRXxHq6m2gYkkfclSiyoQC3jja5NveNf3prxP6ipy8AGN6wqD6DrJL7rNo456fmIHSLNSR9p6r62XsmmxNFSQiEL4oUQKRawRQAT/re8PuWuWItvtY1C/CAOsvOZeZ5b+6kk1VJJP8+hJMMVLERxYAWt9P6exsEW2joegVrknfNegv3huqnxkMgaZQAGspPJP0v7AfMe+RWMLa26HXLuxzXsqhVz0Q7tPtWNFqB9xpVQwChrcj8+8ct+3+63ecrX9NT1kXy/y/BtcCswHif4Oqm/kF34mPSqhhq/JUyl40jV7kEiw+nsy5S5UuN9ug0i0hU1z0X82c22+wWjQwsDMw/Z1WzX5qtz1bLk6+V5JZZGaNXJIXUfeRFvYwbbbra24AVeNOsdbm+uNxnN3ctUtnpypQWKKL82LDix/x59pZTx6VRigz0saCNQ6MQdR4vxcf4A/X2S3Tk9g4Dy6NraMgDUa9KmALrte1uB/vXspmJoT59HUJ9P8AV/s9PcEgVgG/PF/8LW9ljCuR0srXA6dI2UD68fUf0t7YkUkAjpVEwAoepCSFRpLXW9/oL+2yp9OnAwHE9cpJU02W7Xvcfhf8ffgCT1pnWnUNm5vYEkWAH4t+fboBAp0ldtQoOsLQ3tcKfz7vUjqlM16xPEltJFub8fQj3sMR1oqDx6wNTgg+kE2+o/Fufz7uslOPTLwA/DjqBLTc/g35sb/X2+s1OkskZU8K9NstKv1VQGAJA/HtdHPUd3SaSIEUXj01z0xP9mz3/Vx+R+fapJKZB6QvHUUbpqmpgpuRY2tcA2P+BPtZFN5HpJJHpFTwPTTUUjC5UWub3vwf6Wt7WJID59I5E81HTLNTBgRazWuo+vtbHKV6ROnEMMdNrxOlwyHT9L/1/r9PatJAcg9JXh/EvUWSBGOrlTp/2H+29vrIwOekzpQVpXpT9c7DynY/aHW+xMHRRZXL5/d2Ijp8PO4jiy0UFQJ5qOSRuFDBDyTb2/8AVSW1rPcJ8QQqpJAo7YXPWoYY3uIxIDoB1OQK0UcTQenVivzOxmE7u7U7Ew+yMVvpN8dcYzByw47FUcNNtrbtLhaGKhymLy9RUBSfEYnlTxnn8ewvYSNt8w3K5SIQzqVdWI8SoGWAHqfPoVyWr39jFtUs8hdZA0cgHaQTQDPCg6w/JdaH49fDrp/qjaG4c3N2F8mfPurtcVcq+EbLxLA0VFSlD5FjqlPqD/W3s05Us7NFPNY8WG4CyRmPtESgmkWmnGtatXpHzTdXH1j7DMscltaFPClyZjIRWXWDgBTgdViw0iRRxxoumOFFhQD8RRrojX/YAD2YyT6nJZixOT9p49B1QtKEEkdSRAALWAtyb83/ANt7Tl68T1dVP4R1mSHgFVYk/wDFfdGk869WCVNT1KjiJvqvbj/b/ke07SFeB6cAA4dSAkY5C2/r/X21rk9enxGOLZ6yeIN9Vsf9f6n/AB9+1uMA9WCKfLrkEAUABeDyCDzxb8+9aicmtevGJa5HXAoR/Z1AixvaxH9CPyPe9R9emWRq0A7eoRxePkYs1HAObnRGiB78kOoFj/sfby3dyoprJp6k9aWKNjwoP2DqYtNEIvHCixRLwsSqFVBb8KOB/sPbYlcsWc6ieNer+Gun9M/5uo7wugHPC/Qjm9/6+7B1P29NtGzdzCh+XUcqCwte9v8AWsR/r+3AxHDporQV64lPVzfVcW+n1/Hu/idVp1//09f2We/BBI5tz/vPvoL1J/TfUTWuoIJsfzY/T+p9+690yyzAXJItz9Sf6fj2317polnIGr6jjg3ve/v3XumuSUAsx9RJsBf6X/IB9+62M46bpZrn624+l+P9b3sDPV1UjPTe8wueABf+0bA3/p7Zc1bp3rC0wBJAt+Of6/Xi3vQoDnr3WJp7c2BB5+vP+t78aVx17rCJ+bnn8fm/+8+6MKrTrR4dZvLxaxv+Df6f19p+vBiOHXml0i9yf8Ln37pSDUV64GUkfquCL2P4/NvdWFR1vrlHMDe5+n4JsP8AXF/bHW+svlH+H/JQ9+69115WvcDgf48W90frzDFesbSX1G+ni5A/N/dR1dTUdR2e44JP+PPHv3VusTsD+oqP8D+f9v7q/wAPW+ucFfLSupQnSCRYH6/4+2evdLjDbqZSoLsra+QW4+n+Pv3Xuhcwu6kcIDIPoPqf8PbMnxU6eSgynHoR6LPBwFEgF+Rci9x/T2305k8ePSkp8mHA9Sk6R/atfV/re9de6mfdhzZvp+GBsPbLfEet9YpCJDb+tyLf4/n3U9WXj01VlFDMhBVWsLA6QfqPrx7qeHVug6y+2Uku8SkEBjaxAPunW+g2r8TPTFtSEC9wAOP9b37r3TBMjKbMCCv49tP8XW+orDi9zx+Px9fbZ62vHrGfdH4dXHXVwPr/ALz7a631wYLJG8ThJYZFZJIZQHikjYWZWB+oPvR4de6sK+EXzZxPSVE/xw+S4yW9fiJvGoaDD1byPVbg6O3jkpRDSbgxdVLqc4oMwM9ODpA5/HtKQaa4virw9R1ZqqQV4+fVjO69j7/+KPZe36nrwx752Rv3GR5za+RpMmlZsPfOysggmmkgjOqGpieBtEsIAKtq96V0c1T9noenVZStF6I78k/iJjt1YTJ/I34zbZqMBhZ8hWv2N0rUTCTLUea8pepymxMVwzUrm7+KPgD2yeJ6c6r2x2PlqVDGOaFwxjnpqmJoqulmU2kpquBuY5FPDKfeuvdK2kwacEobm3Njb/D3o8OtgkdKanw0YtpUc/0X6H/C3tvq4yOnqLGWt6eLAXK2/PP196631MXGD8AAfW9gef8AXPtpyCcde6V2BEsciIoYaWUAgGxH9be69WUgGp6MJtrW6R6iV+g5P1PtM/xHpSO7uXh0L2MDhAPVwAACb3H5Puvy611PqZGQAqxAAsL3tb8+2G+LrfSNyVcy3BN7avVewB966upoeg/ylbqLsDcrY3VrX4v70wx04R0lnzxDFSSCPT9RY/65Htvqv29Gm+E1WdwfI3GU0bRGpw20svm8UJwppnyVOjx+KoZuAjJcN/h7qxx14dBD3zldz0/yk3RuX4+7fyuQ3Lh+tP4z2f1ft7ISVe29yUFY8kWUy9HgFNp1o1Uy+NDcEn2z1bia9Kj4mdo1u3Md2Vi22DsRa6TaFXUzdxYWjSnq6uLMVAqThZomOqOsow327p9Qbg+6SU09OsK9C7jdxwTUMUevUpS/qPrJYl7n+tyb+2OtUxTplyswnVzq4b+huPp70x7T1oDNeg9q6b9QA18E8AE8/wBD7Y6VRsCKenTQMaJWJZePzcD8/wCPuknw9XPWNsGrkEIAPxZfofaZuHXulBj8elNG0kitpjAuQCS5JAVQn5PI97PkPXrwFTTo2uH2fsrpXaWB7K7hw02d3BumtiXY+zY6hYmoKJLSyZnLQH9IKE6dXupFMdPYGOgI7M/maZTF5yvwez8Vt6lxuJaSm3vt2daamoYNm30w1lHVgc1kiDUZV5U/j37rfSn6y+a+0+3MZXbPy3VmQ3ntFooXfMVsaVOVoNvVEviXKYnOADXJTSEkgC+hfbL/ABHrfTz2P1hVddZujx8shrtv7gxsOd2dmBaSHIYWtXyU8ck4480a8SL9QfbTDHTqN5HoN/4PHq1FVP4IsLf7b2n6d6mxYWNgNKi5Pq0i/H9PdWBIx17p9pMakBtp4P5sD/re2erDj07qoQWH+9W91PDq/UaeZI/UxtYci/P9efdOt9JDJ18frAsy2P1P+9X90f4evdIeqrhyLKvpY6tQVAttXqb/AA/Ptnq4B6VvXHVu6O25K+voXj25sHb0f3W7d95Q/b0VFRqTqGHWT/gTI1iLp+n6+23IPXtWk0UVPQ+9id1dG9F9YdeYP4412C7i3jmt0Id04COmD5HG5IE0dFPk5l9VXHLq8ngFgPz9PbeKY49ejLtI4ZdIT4TX4iRU48qcOiz5Tce/en9wb2jzlRga3sbsvGrV56miSKtpNhUmUF5KLGx8imrPGwVlHK8e2HKtkdXjCsmeFf59AK0qxRCJHaQjgySOXllc/qkkf8sfqT7b6Vfb03TEhG4vxf6cm/AsfdDx690x1CagWtzzwf8AEf4+9de6R2SpwVcH62H9nki/tO/xHp7oN8xTKbrwCAbm315v7r17oO62lXWQVNj+bcEg/Ue2PPrfTJJQMsmrSSGN/wBPFv6e6OKr09GCFz1lixwDhlRvSP6X9pur9KOioWuPSb3W3pH+8+6ODx630JOJo+EvxYC1wP8AePbY6cTpeUqiIC/9F5/HHur+XV28uu6yrMYJB/A/tfX88+6dV6QmWyrBW9VgL/Uj8+07cT1YdBPlMoS8t2H+vqsOffjw6f6Sc1eQraWF7X4Nzc/4e0vVemv7hnPqf83t+SfdJOHWl6e8dGx5sxufyPr/AKx9tdLul/jYySoYNbT9Pxf8H3V/h60eHS0o6YMyjSeCLiw/p/X211Xpe4ultpJFrcWsPUP6+9P8PT46EfFU5jGog2vxcAD22OB630uKGM6QdBa4H4/P9PaQ8T1Xp6SJlRi97X41D6/7f3U8OlSfCOk7X1Cxaxb1XN+QLW9sdX6R9XXWVrPpJta55t/re2349VPSVqK3yS6mYLpvxe5PP091HTqfD1lgryzfUAWPF/z/AK49tycerDpT0OQJ0EsFUaRbV9efp7p1vpcYzKHWqAnTfgj6Wv8A19sOe49XC+vQr4TNCLTpYLfSCNX1/rf3Qiop1bpQ1FQasM4udY/Te5P9bj2xw630xVeOE0TXXSQCbW5PH19ppAQ1en0NV6Cjc+KDAsF0kAixU/0906v0WnduNA8toyLE3sPrz9fdDx690CmRpGi1OAbg2tpJB/x49+6unHpgabj62/qLng/4D2nf4j1c9Rml+vINv6m59tuCRjr3UcyAf0/wJ/4p7Z6UR/CT1x18XBJ/wB+n+w9p5PiPV+OeuPksCAL3tz/rf4e2xw691Gdxxdrer6X/AN4t7qOnE8+uIZR+Sefzf348Or9ZNa/1/wB4PtL1Xrg7fSwvz/T/AHr3R+HTkfHrKjX4/p7b6d6lKwIHIBtyPp+fad/iPVGBPUhQBezX454t/t/dG4Hp6Hrmq3Ym/Fv99z7Y6UdTIQDc3va1/wA/7H20/Hqp6lgXsSb/AF4PPuo6snHriYwTbn+v4t7bf4unesnjsBwCf6WF/dOt9ZljJU/6/wDr/wC29perRkg/LroxH/H/AJJPttz5dKB17wk/X8f1X/evbfXuuQp7re3H+sBb/X9tN8XW1+LrwpSPqpP+wHvXTnXvtjf9J/17Dj2ywoet9diJV+lz+LBef9h7r9vVkFT1mWK30U/T6G3/ABPtOaVx051z0H/WH+w9sycevDrvxg8Mp4vyVsD/ALf3TrfXNIxbi/8AsPbb8elPWYp/zbt/hb/ivunWusZXjlbC/wDTg+2PPpxOPXFRY/j/AGAt7pJ8PTp65EA/X/b/AJ9sdV66CgX/AOJ/HttyOHTkXxdeYen8/wCw+vtrpTTqZG9lHBH05PB+ntJ59V6nxuFAYC4t9D/xPvY68BU06kLyARzY3tb6g2906UdPmMkCSofp9Lm9uf8AW91kXH2da8uhnwWSKqguCB9ORx+fz7T9eUa209CtjsyNCAHnj8/4249tOQcDj0pRgRT0x0rKfMfpuTo5udX9RY+2mOla9WPy6eFy9kvG1rg2u34/pb2nJzXrQwc9NNVlvJ+ogEgAEngc/n3o0p08Pl0mqiqEk3JDWNr34+v591Bp1vp7xsa8k/Q/T6W9tS/COtHpWwRRWQtpJW30sLf4G3tkdXj8+nTz06gDQP8AYWN/z7pJx6cHUKspvOuqL6EfS34/oD7b630marFDkkG9x/Z49pTx6vERkdNUmJQ/WO4A+oFuPdTwPT3WEYhF+ikj/FeD7Y63021mJOljpv8AqJ9A+nurdXUZr0HGaxqoHOkrbkAixPHNj7oergVNOgR3FEEDj8WNr/W3+v7P9qYt+XQS3oEA46AvOHQ8pBBFvzyP9j7kLbyxA9Ooy3U01dBjkXHkv9RYmwP5+o9iy3ro6BVySpz59J6SZmN2ubmwv9B/rezFI/TopeQsesYsePoL3HNgPdyuCemtVDU9CPs9wZ4T+r1AMSeAQeB7DG8iiEfLoW7G4Mqkcejw9exI8MTEc8C3F/p7gPmB2FxQ+vWRXLmk2ocDIHQ2QoddrkgD6fTSBzYA+yA8D0I+Oep7QA6eDa1729RN+LD2ygqc9Op8J6YtyKpox5bEpGxJI+qhb2N/e0LCVNPVbkAwOW8h0QzfUsZrqhorA+VgAD9LN7nTl1WW3QN6dY7czyr9U4QefTHiaslbfkWtz/T6+zC9hFdQ6LbGZqU6XuPm0gEm5Yc8n+v5PsOXUeOhNaupy3SgExSxB/p9T9P9b2XlQePRiHA6kLVOf0uRz+OeLf8AFfbZhU8c9bExHA9cjVMSSxt+FJP0H5PvXhKOHXmlP29SoK5FIVW1H83PHP59sy2xbI6cinpx6dI68AjkW1cqD/T2ia1P59KBcID69S3yNPHCZpSURf6DU7G9goUckn8e2Vtpi4VRWv7Pz6ULcilAa/LiT0ZfrH4f/JbuLCQ7l2Z17kaPbtYf9x+TzEElImQU8+enSUcrbkH2Wz7lZWp0JFLdmuTChZAR5Bhg/OnRpHtk7it1cw2jYOmVwHofMg8Ok72z8Uvkj1J5P707ByNfTJCZpKrEwSVClALsAkY+v593st+2J5xb3fiWUjHCzKQPt1Hql3y7u3gNcbc8d7HSpMLhiPyHRP58lI8ktPURTUtXA7JPR1UbQVMLDgrLE/It7HSWi6BLGwdG4MuVI+3qPprl/EZJlKSDBVsEfl1EarIFvIFH+B4H+Pt76cV6TNcN1zjl1/VvSTySfyf6e6yIUOOtrJq+3p3jp1lIAsRbg249oWlK5J6Wxxa8AdZKjHqUNl5t9LfX/Ye/RXLBq9bltqrw6RWTw5YkqhDc/wBn2eWl6BnoPXdkxJanSJrMQyMfTpP15Fh/T2fwXqk9EE9lQkN59MZoJUcmxsD9bcWvf2YG4V1Ap0VmykU16UeLeWBkuLcj63H+vz7K7xVcU6NrMunn0L2BqyWj1MLXFiGBt/gfYK3CELWg416Gu3zOKKfPoZsHU3MZF/8AXvwR7At/Gc06HO3Sse09XS/yduxKLYvyFFNVPDE2ZCxiedgFRSLBEB/J9scl70vLnuhs+6yHTGSYiT5av8vSrn3ZP6y+0e67XGC0kZEukcSF4/l1uyYbIRVlNHUhl0TRq+oEEXbleR/Ue+rm33SXEC3CsGDCv7eHXJzcLWS3naFloVNOnpqhEF10lrf2iLG/0PteZ1U4yei4QsxyTTriaympo5KitqYoIIkMsskjrHHHGg1Em/8Are7G5ghUzXLhUXLE4A6r9PPORBaoWZsADiSeq0+9tzf6SuwWqKWXzYDAg0dDp5jmdTaSb+nPvCb3V3sc7c3mSBtVpadiejH1HWbHtZsv9SeURFMlLu7739VHkD0HxiipI/0rwCCf9pt9PYPMKQReQp0LRI881PXoL947pgxUEiiRQbNbkXH+t7AvMm/Q2cbDVwHQ75b2GW/lBIJr0QTtns5YhU6qmwAf+3YAW/HvGTmPfpd1uXGrsB6yV5d2CLbLdWI7yMevVS/fXe8OLp63RV66mQSJHGr3N/wSL+3+VuVrrf7tSw0xKc/Ppvmvmi12C1Kg65iOHp1V1nM7ktz5ObI5CZ38kheOJySoF+CAfeTO3bdbbVaraWqhaDPWMe4bncbxdNd3BJJOB6DrLSRF2VR9L3JI49tzyUBJ6dhjJAUdKykj0aT9WNrH/afzY+yadtVT0bRLoFOlHTtbn/U/i/1PsqnAJ6NUJpQdKGCS6a1/UAD9eeP6+0DgCtel8bladOENQCArfX+v/FfaGSEnuXpak6gVPThHUFeNWpf6FvoPz7YKEih6fEisOpBrAQBbj/aW90ERPW9QPE9dfeFjZV034Jv+PfvDpx6rqFcdSInDck3bkHni39fbZFOrnrMtjbkc/wCPv3VmIPDrkfpawPP1966p1x0X+nH+t9B/r+/de6wvGPoQeD+ofQ+9g04deoOor09+QARb62/3j24r9J2hXiOPTfLTg3uODcWYcX/1/alJiOHSV0BPdx6a5aP0/S451BuRb/A+1iT1OcdIXhC8emiahte19JJ9Nr2/2PtYk549I2hI4dNU1CQCCoIsPqOb3/r/ALz7XR3I/F0laA+Y/wA3TY9CbkWNufqtwL+1KXCnpI8GcdQXoDe+lTybMBbi3tQs/mD+3phrYjt9eHR6P5dHXWG3t3XvqPNynEVWK6zz82y906fRgN1eDyY/IebgIUYfW/Hsq5on2yfZ02zcZWQTMWqp7tSU0j5g9GmxJuthcNu+1xLN4JWN1YVDJJhiB6jj1N+Pv+mXurt5evN/b7kGPod6ZTIb23Zsuh1SbiwWBmeWsfduah4alenjKlX4J9od2t7GORZuXrd5DPGsbGYkmJWGlmjT14kH5jo/2p5hazT71cRJHbFpI40oPEfJRS3yNKjouHyc7Bpe2++9+blwdTVTbJ29W/3I2HBO5eCiwe3j9ms+OQ8RxVH6rD2Mo7aLZNpttjidnES6mYtqLauFfs9PLoDyzXG6XUu5XSqsk2TpFB/xfz8+gPWmY6bjSADyo4+v5HtMZR5Z6qsQUafT1/1cOsiwKL+gkfQ8H6+22dvXqwjIyBTrIsLWHpIHPA/1/wAe6VHn17wV6zLTuR+kjn8i/wDsb+661Hn1dY1T8+s60rAfQXNx9AfdTKnn1sIGOOuIp2H5B/rdT/vHvwlHVqH065/bE/1H+wt/sfe2kA63TGR1w8DD/H8/X3oSLWlemyFJ406xMhB+n+wPH+8+76h5de0A8D10VP0JKm1wPpf3utOmQjK3y6xsrfi/+I54H9T79Xz681SeGOsJCm91Fz/sLH+tvdgSOB6TN2mnWPxKebn6jj6/T3fxG611/9TXueQLe97/APFeffQXqT+mqolsCy/p/wARzf8A2Pv3XumSefUbfS5Nzb6/i3uh49e6appwFa5uRzYcXH1t7117ppmmJN/xckW+oP8AQ+/db6b5ZLf65/w97HTqggZ6gTTcgf0FuR9L/wBPbT/F1bqMZi4upI0/T6cX+v190631gZ3U8nSL835v/rfX37r3XJZGLHkCw+gH/FfbcnDrR6zLKQDd/r/h9P8AG/tjrwOk168Xv9HNrAcjk/649+6UqQRUdYrsP7X15P459tuCDWvHq3XPW5+pHJHH+8X49t9e65hmBP8Aif8ADn/H37r3XeuTgDkG9/8AYfT3puHXjw64BnH1sbG5Ptvq6kHrE8tyb88n8e/dW6wNIbckX/skj6e6v8PXuuHk/wARqANz9Qf6e2jwHW+sOto2DB7c/wBn+p96PDrfHHT/AEG4JqZlDE6R/aH/ABI9p2XSenQRg/l0KOD3eDoJckmwuSDbj/H3TpylMdCfj9wrIqkSBvSOAQb/AOx9+690q6fLqyrdzpN+Li4/PtjrfT1DkNWkB7kjg/1v+Peutjj1MNQrCwB91PDq/UeVfKGsACQef6D+tvdOt9MdXh0qxoMQYn+19fqOffuvdJDIbBkk1PEpK2LWA5/qPbb8K9eHSJr9pVtH5DoYKn9QT/vfto9WXj0k6ilmhazI1ybXANvrwPdH+Hq/WH7SaS1kItc3I/H09tdb6mQ4mqcqp+lgP0/4ce/de6dI9tipjeCpgWohnRopopEDxyRONLJKjcEf049pzx6sMnqzf4N/Keg6shofjt8izkt4/HnKyvSdd5uonkmzPR+4K26RNj62QlxjJXYK8RYKi3IA9tUAOB0oFAKDo0Ocn7g+Ou8sB2vNS4/sLY9Bvqnip8hTvItJS7UrGY0cmNEP7NV5ac6m1k2PB9tN8BH8+vccdQe6Pjz8Xfl9md2b7+Beb3FL8gKGE7k7K6ZzNJDR4fcTyxa62XCSgKsdQrarICAePbYJWurh69bx1V6cVWY3JZHBZnGVWG3Hhal6LObeyCmPIYqthbTLTzxHkgG9nAt/j7txHXunOGjOmyobk3Uj6X+hv/sPbZ6cHDpwSmC6eeRa/wDiPyLe9db6daHGGokssZ03tckj6/09st8R630IOM26FKlYxeykm3N/9f3rr3QpYGhen0xuvpvwbfT2xLx6UJUIOhVoUCIAP9SBc/7z7b631lqooyhIubW/PtlviPW+g4zqEh9AsAGv/jxzb3Xq6fF0EGVqZYCx/s/0/Nre/Nw6cPDoN8pkTcshKML/AEH1P49tdV6Oh8BMBJuyr+Q25Iaqeiz20+v67G7TqU9FMmYq6ZpTNkJ15SFULG4N72HurfCevdABuTaW5s1gepvkJ1n2dLtb5J9HboqcZu2lxi1AodxbKp60vSV+YeC0c9M9mWphnJDJxpPtOVqQa0p/Pq3hlqEGn+XH+o/l0KG1t1Z7d/x97p74zlVi5afffZlFtimlwGLp8RtxsuyGXIyYKClVFCvICz2H192p5dPY4dNG3N16Y4FMuq0cannnlAo49petdCXDlY54ozruWX/D/evfuqnjjrG5ikPF/wBNrjgfX6G3tP0qjNQV6wFIYiRJJDGzEaI3lWMsLemwcgn/AGHv3Dj07RlFB1kWppjMkKkiY2XQIpTeQ/RdQFufx7Rt1Xpc7Kimk3btKaTA5XKYyh3Hj5sysNBUNTw0scl2FW2nSqA2vqPvZ4da6Df+cHvKLatHNDgc/NXbz309D9zjsLVzSVGCxC0qJTQilQ3pQBa3iABP191GcdPR9UJdcY2v29uJM92lvXJ9Zfw2SGtxa7noZcpitypIpMEGbJV3MU4Nwri39PaGeR4zV2MYrTIqD/m6RXEs6nxnfwlVqUpXUPL7B0eb4nUe5cvuXddPQdhmsw26MirVmS20s8OBoNvvNqKY6KTSY9ZJTQgA/wAPbor5/wCx+XRgK6Rq4/LrYI74oRtHoDoraNfSmLKfeVddhqurlaXIVe3IyGhkHk9QQg3IHHvTfCeroCWx0VdZlckgra5/P+PtN0/090Gg3HAPo4vyT/X3puHXunl441UtpufwST/tvbHW8+XSdyGTipgQTZgCOCPqOR9fdTw6cHSFyWbeUOQ9rGwUEc8Xv/r+6db6QuUzCxxtLLKYoh9C9rl78Iq/2ifwByfx7o/w9e+zoyvxy+Ju++867Fbz3dSttDpHG5Wnbc02TaSk3NuqhQ+ZsftfHm0heSwBZ1toJN/bPVWd1HaKn/Vx6T3y0+R+2OtazsPofrjb+jL5Wvocbtegx8y1uHxOx6VwmPxDw48uJq+oOoVRsWAPurEBSenIwWILVz8VPX7ekTkJ+kOiOt+tarZe1nqPmLVU9Rk9274EdPJs3bmByY1Q4tse3/LwhRtKNImoW/B9sfLqoE7SVqPC9PxV9fs6K3PkqioqqqtraqfI5GvqJKzJZCskaaqra2dy8sssr3J5PHNgAB7bkA09Px9pp1jFTd7n0j/WB+v19s9KepZkWQELyPoT/vPHuh49e6bKkAMbf0N/9gPeuvdI/JRMwdgQOPr+Rz7Zk49OKajoOsvEo1k/q/1zb6+2+rdB3Oyl3V721WFv8Pp7Zb4j1vrhojkA/wAD9eeD7bb4T0qGUHTrSUaXuTqBP1+n4/oPafrXDpT0WO+hAWx0n6k3H+HtuTyp1sdLGjo/GFuAeLg3+g9tjq6Ghp04SShAQDyAQSfoP8Df3puHTh4dJfJZAhSC1yRYXsOfxp9tdV6DHMZMnUouSA1/9t7ak4062OPQV5WvYMwLG1wbf7C9r+9dKOmRagyck3Btfj/bWt7TN8R6r050cPm/xA/H+x+vuj/D16OgbPS/xlOFVBa1iByeP68W9sdLOl3joG4IsePr9PdH4dabh0usZTB7axzf+tvp9Pp7b610u6CAei6j/b/UX491cYr08op0IWMpnlZEsDzyOfyP8PbfVuhbxmKjECMVU8Lx/Tj/AB9pWBBNeqnqLlwIImC8AABR/Qg/Un3U9KUYMOgYzmSMTSWf1XOq9r/W3tjpzoOqzKmRmUOb/mwB/wBf3R+tHptarBve5+uni3+390HV04dZ6ecuwYkBQefxcfm3uj8OrjpQ01VqNgbKCLi3J/HHtvrfSsoa/SVVS1xwD+PbDmrdXXoSMLWPYEsS5tza/B+g9tkVHVuhOxlSNCamJNv9Yn/C/tjq3TzI6MpIJtbn/iPdJPh6cjHn0Gu5dAEhF/oTx9Pp9efaccOnei67jpvuHkAXggj6n6+6nj17oF89jgiNZbBb3+o/Fx711sZ4dBBXh4JWFwAT9R/vY9pmrXPTv29NrTcctwbfj8+6MSoqOvdRzML2W4/xt7Z6eiFT12Jv6Mf9t7YlGenT1waVR9Sefzb21wHXusbSqR6SQf8AW916unHrisvI5v8A4W9+YVTpw9ZdZ/w9peq9cXkUf1B/H+H+Puj9XT4usyyfReA3BB/DH+vHulcU6e6mKwP1/V9Pp/sfaUgg56r1Jifkg/S39B7q3A9WjajY8+pKsAQfwePbHSvqbB6SbcWA/wB8fdW4daPU+9r/AOtb211oVOB12qhV4+pF+f6291fy6eGMdZUUnlvoR9P6H8+2urdTUQng/wBPp/X/AGPtM3xHrcfxdc/Dx9B/tz7bfh0oHXfjta39AP8Abe2ut9ZFicrbgj6j/X9tv5de/EOuxA35IH+8+69O9d+H/W/259tP8XW+uQp7HlRb+n1/1vbba9J0dbBIwOJ64zCKFS7hhdtMaIrSyzP+EghS7OT+AoJ9piGJ9a9XBJGmuB/h/wA3RgOnfij3739QZbMdfbVpcPgcIWWv3Dvycbfx0kiprNPSwVhimZrciy+zCz2xrzW8hEaRjLahx9M8T0Xbju9ntjxx3IdpJvhWNdX51FQB9vQc9m9Udm9LZ2k252ntHJbWqMinkwWbmp5G21uaL/jtg8pYxOP6KX1f4e0MltLEplAqlacDw8jX0PRpbSpOf02UsPiWo1L/AKZeIP5U6Q+kr+ofmwtxcD6j2hNAOFB0oYZoP2eYP/Fdevf6+69e6x/g6rf7D2wcHqw+XWFmX0pyfp/ha3vTfCeniKjr3tN1rro+2X+Lqy/EOujf8G3uvSvqSjXTg/i3P9R7TN8R6qepsZYgBrH0/wBOPdevA0NepUXpAt9OSf8AYD3TpR060hUsCDyouP8AY+6SfD1o9LfF5DxcNe4J/wBb/Ye2OtDBr0v6DM2Kc8aRzcce2GNT0sFPLpTQZ0BLeQtzzyP94v7117qU25AoCmT8C3+HFr+0p4nqvUCXcZY2D6iPx9b/AOw/1vfgOn+udNlwzNrb6kccf15t7oet9LbGZRDpDNZR9LH8W9tS8AetH06VMFb5CQjH6A8/ke2unV4dPMD+QaidRF+fp/vHuj8OrDpyWTQACQAeD/S35Av7ZJoK9b69MY2BAAP0/JI/2/tNWuenI6UPTWVjGoHnk3+tv8fdTwPTvWBtA9N+PqP8fbHW+oNTPAI2BBvZh7qw8+tgVPQS7kKnyH6rY6f8OOQfdOnRk0HRfNzW0v8A1u3+29ne0/5egvvXwtX16ADcDkeUfXm9v9Ye5I2sYHUVbvQE06CuvcLc3tqAHP8AUfg+xhbr0CbwjVTpkIuR/ZBa4H1uCebe1lfLoqPHqQkJcgC1wOCeQB/j7qzhePV1i8Tj0p8BM2Pqku37bsCf+DE8EeyncYxcwMPPo522Y2sykZ6N/sDcbr4AJAyjTwCP959wnzFthzIRw6nnlfddICHIPl0ZrF5OCsjUkiOaw5Yix/1/YEckDSBnqQwwIqh49OjV8afqkDKDyAeWt/T2nqNJ1Hp5EcKCOPQWb93dSUtLPGJlM0iFEjBHoW35t7Otn22W+uFmVaIvRFv27QbfaNDqBkby6JPuWsSsqXZDyzlj/rk3Pub9rt2hio35dY+bvOs9wadQaCcQkE8208fT6/n2puYtY6SW0oRqdLnH1akA2uWH+H+8+w7cwDgehFbTgL6dKRKqJwqjgqP9hz9PZS8LL0biVTTrOJkVT+T/AIf6/tvw2J6uXQLXrFLPqW5bSF/HFyPzYe3FjIOemJZaDGOmh6x0lPjci44H+vz7XJbqVq46L3uKAaT0601VKEDyNwoLOb29P5JJ/r7SzQjV2/YOlcM7mjnh1eh/Jo/lpz/Mnfz919r0s9P0Z17Wxy0VJOjIm6srC2sQer0vGpHP19iLkvkS49xN9fl6FzDY2oDbhMKg0OVt428mcZYg4GOiP3C9wrf2q5bi3pVE28bgGWxgORGnBriQfI4UHjx63S6LqjZGFxlBhNv4bF4vD4qnjo8Zj6aniigpaaJBGgCIByQOTb3lnZ+3/LG32Me3bZbpDBCKIKAnHmfMk+vWGE3PnMl9dyXu53Eks8x1SMSasTmg9APIDoKexOg9sbtgkgyuEpKynZCquYI7oCtiV459gTm32o2LfomS+tVZaUBAAIHqKdD7lH3Z3vYJA9jcsjVyKmh+3rVZ/m4/y0Kfae3sh3b1bioaPJ4ySSbJUtJD4lraFDqlEkMQC6gASDb3iluPL9/7Sb9Ha3shl2S8fQurJhkJ7TXyWp6y62fmOx939jkW2RYt6s4/E1DHjIoqykDiQKmvWslBlS+oMrIysySxPcMkqGzI4/Fj7Hz2WkBlIIOQfUeR6j9btvxggjBHmCOPSjx1V5LFmv6voeB/hb2V3UBVqDy6MraccT0vMfIHAUNbgcH8+w/coQTXoRW0gND646U8UHk+luLKSRf/AF/ZRJJ4bdGqxkivUaoxAmJ9P9RexF7+3I78L0zJZeIKqOk3W7ZkkvZNSgf0Ps2g3cKaV49FM+0Fh0xnbpUlWiuB9Bb8/wCHswG5krUHos/dZRsjqNLtw3BWNg39LWA9upugC5PTTbW1QVHTxjqKamYLobjT9QR/tvZfcTxTAknpdbwSxEVHQv7edhoHOogD/efYM3NAa6TjoZbU5JAI6Mx1LurMdf7vwm8MJUS01ZiquCUsjEa41cErZTz7jjfYhc2xSNtMiHUjeYcZB/b1Jewzi0uNU66oZFKSIfxKwof29biHwn/mEbF7V23isBuLMQ4nOUNHDHOchIkYqpY0EYvqI/PvLH2R+8RZT28fK3OD/TXMKgeI1NElMDPrQdYi+933db+yuZOZeUk+ptZ2LeGmXjrk46Ovur5MbLwQlp6aqGbyB5p6WgcSKzkei7rcWP8Ar+5t3z3s5a2stHbyfVSfhVKEV8s+nUIbF7Kcy7mRLMn0sQ+JpBQ088evQB7j7U3l2I2isqWxWGP0oaZijsn4SZ1tf/W9xNvHPnMfOBpO/wBPbH/Q0JBI/pdS1s/IfLfJ667dBcXP8bCor6gdJxI6ali0ogVVBN/yxIuSfZQsMNtCSopTo6Z5riQFjk9BdvDdsOPhmVWXWoI+o/2HsA8xb7BaQsEOehzy7y/JdyKTw6Id2p2VHClSzVBOnUWu3H+w94xc08yS7hcNFE3aOJ6yZ5V5cisIFlkSnoPM9VE/Ifv6mxiVUMNUJKmTWFQMCQf6ce0fK3K9zzBdjBECnJ9el3M/M1ty/amhBmIwPTqqrcm48ju3JS1tfMzh3JSPUbBb395MbVtVptFqtvbLSg4+vWM26breb3dNdXDV446i0lEzEFuAoFrkmwHt+e4WPHE9M21uXGoClP59Kamp1TTccfgfn6fn2TSyajjo1hiC0J49PdMhvqP4HH9Lfnj2jZxSg6VqAWoOnVBbSD/Tn2hbIPS8cR1OilKfnji3+sPaZlrg9OgkGvU0VS2FwQD+fbeimenPExTrJ94o+gKcWBuD/tvdDFmvVxPTrItUZQSHIF/p9Dx+ePevBpk9bEpY1r1PimuOTwRwfyf639pZY6Go6fWWnDB6mrLx6SR/rW+v+x9pShr0/HNT4upQqSbax+AL/wCt/X20YyOlAdCKg9SVmjtcEgX4HB/3v3XSetg14dZBIf8AAj8296p1vroufxx711rrw5vybm/H9ePfuvdYZYl0BtP59XP5+nuytTHTEqjieobwqBe3H+3/ANt7fV6cek5QkVp1DeAMfSARzwf8Pr7eSUjA6ZeNW6gSUikaVUqT/X6ce1Sz57+kzQGlTnqHLQn6FRbkcX+nt5Zx5dJ3gHAjPUGWjSJZJSulI0aQ6h6QEGpif9h7VRz1IUZJNB8icdMNbgKTSpGej2dMxVuyPjtXYmmr6XB13YlXXSVGPqFFNufcWJmBOrF1gtJHEo4BDAEewlvd88m9yXV2NcdroVUAwD5sfX8uhbtW36dpS2jxNPqLNWmPIAevzPTjtne+6vjn8S900GC24mz5+ypchs+nkqIY5s1umSsldsjlBlHBlRRAxXTG9iRz7Wbdu+6bpzj9ZHOTbIoJYL2UAxH9oP8ALpHu+y7NZcvxLcQ0uQx0KWOpWPFyBgqRwr1XTS4YUFJS0cV2SCJYtbepntyXkJ+puTcn2LJb5rid5nwWNf8AYHQTWCg08adZTSEfSx/2HupuB5HqrW61qc9dGkY/UDT/ALEc+9+Onz60IgMDr32zAfVQPdfHr17R1l8J9IFvpxf/AIj3rxh1vw+uvE17cX9+8YEda0U68YHP9P6jn8+7CVTx69pPWJ42ub2sOPr7sHB6qRTrAQPyPp7vx6qVU+XXAxqef94+vv3TZioO09YWi1c/RlF+f6e3hJU0bps1Boeolr8tcE/X28MdUZK5HEdcNKm4b8fT+l/8fewa9NMg/EOuGgD6Ecnkfi1/fumzEtcdf//V125Jb/ngcWueePz/AK/voL1J/TXVTCzAH6j6D/eOR7917pknmABNgDze5+vHuh49e6ZZZLnUPwOPrb68+9de6b5ZbH9Vgb35+rfX37rY49Nryk2Vbk3v+q3+8+99PA16hMSLk2PP4P5P4v8A4e23Hn1vqOZhY8gEHizWP+2PtvrfWAzfUX/HF/Uf9hp9+6910k1/Tz9PrY3PPtqStOHWj1lEpsQDf/Dn2z15SAanPXIzH6E/UfQ3Pv3SlTUV4dcDKxtdh9TwVP0/HJ91YEjHW+uSz6T+L2/rYf7D2z1vrKJzxawBHPq/J/w9+691y8mq12Isfw31v7qxxTrxPXBpPSTf82ALf72PbY6snWBpf8fp/S/P+x976v1gaX8XFrcj63/2I91apFB17rishN1AFhxq/wBfn215U631hL+oWYH/AAHH5+hB9662OPWfyKACFH9CDyP9h7Yk406fU1yMdZIKuSB7xyaeb6Tz+PqPbfWwCBnpZYfdjRMqvdbaR6m/qLce/db6FLFbojlVQZVvxYagb6h9PafrfS6o84jhbSciw/B5+h+nv3WwadKumyMjj03N7m/4It7qeHV+lFRJUVJsI2sxAH1uQfz7p1voT8Bs6prWRmQkEAn0m3+t7917oW8f1d5EAaD6qLkpwPbbt+Hr3UXLdPwSRnVTqSbgnxj1ce2z1ZTnov8Aunpx4PK0UHC62PpH1H09tvw6v0D7bMmpJWilhYFSRcoStv8AW9tdb6nwbbC2Pj+h+un+g4uPfuvdPFLt8KQdNgeT6eSb/QH+ntO3E9XXiOnj+BxTRSRTwLLHMjRzRst1eNhYg/0Nvofr7bNfLp7zr1Y58RvkFtKv2RU/C/5OZKopuot05Snruo+1Hb/Lesd1LEY6XDZ+ok9UuNnkKjk2QEC/tPIpLg1pTrRDA1H7Os+T6n3x8ejuHHY/ecHUO/qzsimhxG58Vanqd0bHrZEjTc0WUj9MmMWBhMCOCbj3UkatAHWwyk/L16Xm/Kfoz5eUkO0aCp2rgPkltaokwe1O8cFX01HtftWnxv7NdHvfGr9KiaQWhnc83v70ARXOOrD16rs3bsvd3XO68jsDsPAVO195Yr1VGNqoysWRplbTHlMVOfTNBLYMjrxY+9dXGB1Do6B53sytp/oF5I9+6t0JOFwqei63AFh/tr8+2GNTXrfQl47EoigsoFwtuD/sbe9de6VENEsagqtvzf8A3j8+2ZePT6kUoPLp4ilCi3B02H1t9P8AD2yTTq3WCpnLAi9/p9Lj/b+23Ga9b6ReXLOjXJ+jfn6/7f3Tqymh6CfNwo3kJ/BNvp/T8e/NwPTp4dA5mqaTyOQSAL2sP959tdV6sU+EWPyW3Ph98g+2qSMJQT7wg21mcktguNglozGJ62D61EAJ9QUi3urfD17ogHRnd26+j91dr7e3Xsmu351b2JlcxT4yPb1Ocvkd5Zt110VPgp4gTTUsTMDOn0t7ZBoerxk1I6HrtSupeu/iH091hSwT7erdwdo12+cnsUVC1FLtyGqZpIo5pE4Ew1C6HkHj3tstq6cpmvQA4jcJhZP3Lmwtzzx/Q+0p49e6GPAbo1KqsxbURb1fQ3t9D70TQV6qONOjXfHfovtf5R7tqdqdS42COgw/7m8Owc0fDtHZsQFzHkK2T0NOw4WK9yfaVnVCAxpXh1szxwfGaE8BxJp6Dz6uW21/Lb6G2Ts/HHLxZ/ufclbVR0W5tzfcnG0uElkW1RV4THycmKNuY2B9Q5HvThnFF6cVpiSZMfLjX59MW9+pfjd0/tXIbRyuf2XSRmWJ8NkM39uN1q0D+d8nPEx1hIx6Qp/Vb2mOTTp/osW9vmp0XtWKnwXWm2azK1eLp0gyc1NjUo8TvStpyPFV1tU6kGCQi5QEcH37y630WjdXXfRH8wabNbrqoKXp75Ex1kEeUwcNbEmOzGJhQQUjbe1kq+nSrNGgv7106q0HRX95fyiN77q853BvTcEjPXLRKcvg3lxWcoaFtFHTROQFgcD0xuT9Ln37PVgK4Y1Hl0fDpT42fGX4CbN/j3yXzW1KveVNBHX7Z6z2jlKTLSzYRAGp8Zl6WlN2rp5LFmP6Vbkce2GFD14NqJ8uim9xfJXL/IXsWq7Ay1DDt3B0NMMRsDZ9MwEW1tsRDx01JJp9JlZP84f6+6Nwqeno+kjR7mjci0wOq/AI9pqg5Ap070tsfnol0MWueDa9r/gD3ogkY691OrN0ftlUYf1/UL/61h7Y6sOPSFyWZaW7M/4NufoT/W/4916v0g6/NOtRSUccc1ZkMjPFR4vG0iNPXZKrmcRQU1JTxjUzM5A4/r7p1vozNTsDZ3xiocPv75LvS13akr4/L7O6KaZXjxgqfXiK/d0v6RI5sTC/I/PvRFRTh16p4qei39n/AMwHsDddPNs/btTuHA7llq62o/vDg6kxrt4TFlXF4COAaJnMRNPGqrcAj2wcHq6UHDpX7J2X198Zevdt9+7omo97/JXsOJsl051xVVK5BuqqaoJOS3f2zSzFjLVVAu1NC9irfj20zE1WnTIaSVzCBpTzJ8/Qg9ForMhW1uRy2YylQtXmNwZGqzGarBfTVZKtlM9Q0SH9EQYnxxiwA49tdKQAOH2dRfuwrCzc/wBfrwfqPbcvDpyP4uuhWh20/U3/AMf9vb2z0908U8ht9Tp/2P8ATj3Qjr3XpSWYmxsPzzzx9feuvdMOQUG4Kkfkj8H/AA9tSDz6cXh0HWehUI9hybkcgfn6W9tdW6Cmuj0MWH9b6fyefrYe2GNST16mKdNQqGSTkEXbgfT8/n3Uiop0qTKAdKzGy+QAf1HFjwDb2m690uaFgAhuOABz+f8AAe6OKivp1vpSpUhUPI/pYnn6/S/trpxPXpvq518bEEatB4vx7q58urk+XQcZiq0Bj5L6edN724/4j231XoKMzkba/V6jfkHj6fn229K9WHHoM66uMrkFrgEfk3+n14916f6yUspYjgk8CwJ4/PtM3xHqp6XWJhPpYX+n+9H6e6EVFOvD59CLi4y5AII5ve3PtjpWvwjpfY2n1aTz+Ba1yefdX4dbNKdL6jiKEBVJPB/Tz9P6D211XpXUaFUBNr2Bv/QfX3VjQU9enUrSvS8wtVHGys5Ujj+guQLkm/tvq/QlUmcpxHbUNNvweL/19sy0rjrR6S24s9C0bBXF7eqxH+t7ZPDp2Ktei47lzyioeJGDMSSWvwBe9re2On+kK2TBa+oamJvz/Uf091YEjHWj1nSsF1uw5A/Jtf231ZcAnpypqnVySAOfrex90fh04OlFRzs7KF4HpB+pv/xT22OPW+lrjFK25H+I/V9P9b21LSvV04dCBi6hYyvIBuvPI/x9tdW6W1LlAgUhrab3HBP1/p7YPHHW+lGmTjkhZdfNvrf6cf09tyfD0/GRpp0jMvJJUkqpv9QP6i/5v7T0p1YGor0HOTx4sxKFm/NuAfdDx630D+5qEJFIQvJuP8Rb34cerqKnovG4qcAsQCCvN/pf/C3tO3xHq/SJEiEckA/0P1HuhAIz17rGZR/hzx/X2x04hIbHXaz2vYj/AGANv949sy8R0+eujIp/Jv8A7Gw/1vbXXusbuv8AQEcf4D6f4+6dXSnHrpZUNuQP8PfmypA6c6yiRRawPH9ONXtL1Xri0wK82HP05/r/AF90fh1ZTQ165pIPx9CNP+P+vf230/1PjkIv+Sv0f+v+HtmXiOtHqejAjUL3AGr/ABPtlzQdaQioNOpEcgJI/skXB/ofyL+2OlgqenCFrtzx+P8Ab+9Nw68enFTqH+P/ABN/bXWgaGvWYD6D/WF/9491fh08M56kxjm9/pwB/vF7+2urdOCrYfi4H1t7Sk1Netx/H1yte3BsfyPdH4dKB1mEZuBp4/rx+PbXVgOpUcQ5H5P5PIsPqPdGHn1qmQesohP+P+w4/wBhY+6dO9czEBweOPrbm/8AS/8AX2y9a16350HDrumoa3IZGkw+GoKvM5qvOmjxlDA89Q6/UzyrH+iJfqzngD23JrCkL/qHWwrMKimOPVh23+qOs/il0tsr5N7snp+xfkf/AB+eux/U2RpRW7R2ntzGVAU5nOY/6DUpBSd+D9fbg8NIojAavU1WmR6fbXpI/iSzz20ylYAoKuDxJrUfKnRjNt/zFF7G29u/efcXVOwtvdcZ+alxG3a+KOLHyYjc4hV110lMya4GFvXa2n3ueZr3xIpoQz0xpBFPnTzPr03Y2H7veN7a5IBJPeQ1fkK8B0bPaXYXWvzS+OtL8WvkdU7M2rgd/wCVrsV8W+4Gip48LQdiUNxT4KDPH/gPqlsgV3IP0t7PNiluN1tTsDyKHNfD1CgUjiGJ4A/PoK8x2g2HeDzrYQyv4YAu0jJJaM/jCD4ivGg4jrXK7H633v0p2PvvpTs3Gy4rf/WecnwGailjKx5GKJj9hmKBjxJDPDpkWReDq9hfcLKaxnMdwNJ4EVrSnEV+3I+VOh5Y3dtuVrFuVg/iQzDUjj09CPIjgR5HpGk2/wB99faDpX1GkYsDzp/3319ssQT1dSBnrErj88G/urfCenuuWv8Aw/3n2m6r115FvY8Hi3+Ptl/i631z+vI916VjgOuUR5C2IA/F/rx9faZxRutHpyiN/wDYD6f0591691KgYEc8Xb6/0t9fdOnxWmenWnI+oIsD9f8AC/uknw9ePT7F9CwPNxb/AB9sdV6e4J5VUWbT9B/W3+x9tPxr69LF+EdOcVXPp0hrNe55vx7p1vqYjyPyST/rE3v+faPOo9aPXOMEEkkgsbBT9f8AXB928unhnqbGzIQQefzc/wBfr7p1vpY4mosU9QPPPq/oPbcgqufLrx6ECjqbWYFbEL9G+lv6e2R1ZOFOlFFkYwoIaxAt9fzfk+6Pw6cHWX78Si9yADcXNv8Abe2ut9Y3yem/It/W/wBPaZ10t8uroDxBp02SZhLnU/1v/tvdTw6e6inLKedV9IsDcAf63tP1vporcsqxkFlJNze44v7o1et0PEdBxnMmjK925PH1/oP6e60rgdOVAFWx0BW5q1fV6tX6h/gP9c+xNtEL0Ap0C98nUll6AHPVAZ39XJbgC97fX3I22xaaV6izd5cmnQa1t5JCfx9LWvYj8k+xZCABQdA25JLg9RoozIwUWF/yRcC3tx20jpNGutq9PlLSrYjT9f6f2m/r7QyThSQ3RpBCCNRx0+U9ESANJb6WNrAW9lks9Dg9LoYP4RnpbYDKVWMddLsulh+Tb2SbjaxXSEUrXoQbZeT2rrQ8Oh1w/YjQwKJLFwv1Zvrbj3Hd7yz4j9vCvUkWPNbRJRzU9csr2dUPGUikWPUOHB9S/g2Pv1pynGG1uK9VvucZmTRGdIPHoFdw7nqK13ZptZa4JLE3HsebbtUcIAC6R1H26b085J1En1J6D96hjIZJCSD9B+T/AIgexGsShaA5HQWaQl9Uh49ZoplJDKbFb8E2vz7bZacfPq2qjfb0pMdXlTZbm555+n+I9ll1bhh0Z209O09KymqWbTYgjgEj2TPGASD5dHEUprVTx6d0eVgStyPqB/T8W9oyqA0x0YjgK9cXjndh9Ppz9T/sPe1ZF6bkVyMcOsf2srNfxgkD+v8AvXu7TxrivTBtnrjpS7d2zV7qz229oU4cTbnz2NwupQdQjragRSMv+sD7Lrq/FnbzbggqYULKPVvwj9vR9s+3C+3C3tJsI7Cv2Dj19KH4ddT7Z+PfxV6n6r2pSJSQY3blFWZWWOJY5q7I1MQmlknKgFjqY8n3lr7U7euwe2tnFHme8rcXD8Gd5DqAJ40UGg6wr92d2uOaPc/cNxuD+lbsLeBa9qRxjTjyyRXHr0ZKnMzsJX9KhCGB/PHAX+nuQYqsBKf2dR9NoQaPOvT9TMSqtLZktbxn6WP4N/ZxDqKAv3V8j0UT/EVjwfXz+3or3yv6xxG9emuwaaso4p4TtvLTDWqukUiUbkuwP0A9wl75cn2e8ci30rJqMcZkU/wMua9TR7Ic4Xuyc97fGjlfElWNv6SudJHz49fMF7Cx8WJ7I7BxMBQQ0O6crThksF0rVsBpP09wTy+7S8uWMspqTCmfWgp/PrJHm+D6Tmq+hiXSviEgfaa0p00UU5RlQH82vf8Aw4J9v3MI0k16KYJDWp4noTcJLfSpIJIH14+n5F/YTvkyadCzbpOBbh0J+MS9gCWJP+vbjn2D7ptLZ6Fdp3GnEdLilxizWOi9wBwOR7IprsocGnQhhs0YVp1L/u+L6THdSbnj/e/bP7xAFA2R07+7FJrTHWOba1O4v4xqsben6f4D3ZN4kU0rjpuXZ4WGB0yT7Us90DL/AIlf8Pa6PdwR3H+fSCXZiPh/wdYRtljpLL9Db6f776+3TuopQH+fTX7pYcf8HSgxuAljddMZFv8ADg/n2W3e4xstTn8+l9ntsqNgdDPtfFzStBAImaVmRY7XJJ/CgewPu12g1MpGehztFkzsFbz8+rRfjb0xPA1NmsgaimmkKPGkUjxNY8i5Uj2CkgbcrtY/nk8CB0NJ7obXas+DigBoQercdi4mmx8cBJZ5AiBnlYyOQo4uzX/2PvIPlawgtEXiTjJzw+3rHjmq+mvJGoKAk8Mf4Ohzp8hFTxWLKAP6EC3+PuTobxII9Pl1F0tm8slR0kdy7xipIJdEv0Xj1C5P/Eew7vnMawRMqtkDoQ7Jy41xMtV8/TolXaXZcdNFUsagK3q1eu1hb63946c2czS3chghOTWprw6yL5T5XitIhcTLgcMcT1UJ8ifkJT42Crp6as11DiRQqyXsb2ubeyDlzlu53+6CUPhA1J9ej3mPma25etDqI8YjtHp9vVTW5Nw5PduSmr66Z3SSViiEt+km4PPvJfatss9mtBbwKAQOPWM+8brc73dGediamvHrBSUINmIPHCgA8n+ntye67dIxTqkNsfjbpRwUyItyOTbSoHI/xPsqlkLtXh0ZpGB8HTlBC1vxwb3/AK8fj2lkelQOlCIGIHTkiX+gtwPx9fx7T6xSvSpUA4dSQp4P9Px/X2mLjgOnqZr1l/pfj21x62cDrg0gH09RPAH/ACP24sfmeqFq9do7NfV+LC3PH+397cKF68oz1LiFmUnj68fj/X9sNw6cSgI6niQqAbAi1h/xJ9skA4PSgmgr1JiqOCAQOeBcj200WfXryvXqWtRccgjm/wCeb/n2yYWHTusdSFnUAAN9P8bf7Ye2THXiOrCQjh1lE9hwwvx/r/7f234Z9enfGfrIKkflv9fn/efevDpwz1cT08usq1IB+o/40fdChPl1vxV4165moDhhf8f4/wC291CMDUjr2sHuJ6x3/wAeCL2/4n3bq4ZSOuJQNyCAfr9b3/2HvwqM9NFFPA06xmNja4/33+B921N1Uwt5HrgYSf6fng+7CQjpvQ9aU6k0GBqNwZbA7fgjeQ5vM4vGTpEpeT7CqrFir3RR/qY2J9rLOVPG1yVAUE1HkRw/n1VoXK0oKE09CT9vz6Ob2hQ1G7e9tg7N66p4KyTbWMx/XmLxlXROzpBAFp58jNpIB+hIa3Avf2HpLuN7O5WZjMZWGg8P1OAA+w+XR/bWsv1EeseB4KFpgwrWMZqPmfI9J35qZjLHsrCdM1GTocphOk8RSY9mw4Axh3TWwLUVkx0XDSKj6GP+Hs92+xvOXNtO2XjqZmaraRQFSNWPU9wBPRDeXdpvlx+97GN0ikHbryxCmlfkMVHRQzQ3LAgAf1t9b/gH3UXJ4nz6Tm1oMdYzj/8AU6SPryLH/efdvqh516Za1zwr1gfHm3qj4P0H+v8Aj28t0OtNa0+EdRTQD6mP/YlfbguQ3A9NGHFKdcftVsQF44sbX/23u/jD16baEgenWGSkN+ABc/XTb8f093WVemjDT59RJKdlJvwB+fqD/T24GDcOmyuOFOo2g29X4+p/1+R7uGp02y0xx6iSRWuf6c/T/Hm3t9W8x00R1g0cXHI/I+hH+39vBgcdV6wv+m4BFm0kE/j3fpqXyPn1Bm5IFvpa/P8At/aiOunPTPl1wZfTe4FubX5N+Pe/Ppt+PWP3fqnX/9bXNll06gb35/2Fh/xHvoL1J/TNM4ufqPqefzb37r3THUyklj/UsAD+P6/T3Q8evdNk03OkNp4ubge9de6apZNV150g3JP9D+R7917IyOoLOEFwPr9Lk3J/r79ny6uC7ZB6gTS2J0NyBc2+l7e6v8PTi1pnqL5dXIA+nLG/9bfT211brFIzoQTYD86b/jnke/de66ElzfWf9YfT3STVTHDrR6yxyWJAP1+v1/2P19pqitOtcOuWq/0kB/wP4H+v730pQkqCeutbcm4IX/Y+/EgcerdeEn0BIIPPH1H+J9sHj1vrJrN+QPT9B/h/X3rr3XEyBbm5F/6D+vvxAPHr1K9cmlvYgWvx6h/vPtr5dOA16xlm/wBb/G31/wBv791vrjpaxsrH/YH34kDJ6915Y5mJAic/TgAi/wDr+2QKgnrfWQUdU7emGx/1j/sTf3Xr3UhMXWuLaSP9Yf1/1x7Yk49Pp8PUpMFVsRquP6sB/jb231fqWm2ZyRdnFrWsDz7917pQY/FVVI6kBmS9iSTx7Y630K+BPMYYX/SCD/re9de6GbD08coQ6RYabfX8+6nh050NO1MIk0kZKAi4sOT/AK/unW+jZbO2zAVjJRR6QPoLfX/H37r3Q0UmHijiFkT02BvfkE8e6sAR17rNPh4ZY7GOM88H624/xHtnq1KCvQX7o2pTNFKdCnhm/SObj3o9WHRa89tCA1CnxKBqN/SOf9f2nPVukxUbKW5aFfx+fpx7917pjlwEtOxVoGFvodJ/24HtOePVupEeEdxcxm31FgQeP6e6dKOuNZteKtppqOrpxPSzppmia5vzcMp/BBswI5BHtqTFD17qxH4+91bT7e6+f4jfKmljzuYXCnb3xS7vqxHBkdjZKpJjg2Nu2sb/AIEUcmpY4HnYkE+0jidJBLasFGTID+IU8vQj5dNSJIlHiNB+P1IHp0SzevTsvSvY9d0xW4Wu29vzbFJV5PPVFEJKajzngvJA+FnFgdZCkOh/xB9vVRhqj+E8OnVKNmM1U8OjE7G7S6Z+RvV+3+qvlL2hLtbs/ENNS7N3bTUNPU5LYrxytBisfuDOTjzVNLLZFkDudAJIHHunVwDWh6ATsLrDe/R2612h2FQxA1iRVu194YwtU7V3jiZxro8hiciLoWZOXjLXB4t791fqfhpCxCLYf4W4B/wJ9suADXr3Qp4qmaXQD/Rb3tc/4D3TrxyOldFjVAA03+vHP+9+2pfI9PopUVPUarovEutFAHJN72/rx7Zbq/SUq6tI3ZSwta1h9b/1v7pJx62Okbk6sNcKxYWa97EWPPtvrY4joOsq4kYlQRe/1H+w97NKdPdB1l4lSORmANgTfkfj6+2eq9Wi/HTb2AwP8tbs/Gds5CpxXT3Y02Zmp8hgZo13Pit20jPJiss1Kp1yU3lWOOQOunST7917rX/3T2bn8Tn+s9w7NfIbb3dtrE5TEbkNPLI23MzDHqio9yYaAnxxVNTHp8+gfX2wfi6sOja9/wCRxWH62+M+38P/ABSd8jtzObz3Nmc7NJPlMtnq/IiZtEkxLeGPUVUE/T6e/U1Dp6tRjoG8bmdRUl/6X+nHtKRQ0610t6bOVy0zJjg01bUS09JRQA+uaerqEpQI7fkatQ/xHurfCeqkenW0Lt/NxfEz499a9F9Q4WhzuW3ls6h3j3HLUVX2NTPl8vF5KpKya6tJUIjehGJsbW9pioqCRU/4OrpEGIeQCq8CfL7Pt6L78i/l33hsnqPYGxdh70gxWB3DXVbZHNQwg7qxvhk0RYeo81m0qvpVx9Rzf3Y6qYx0rrU9wxw6rQyGRrM7Wz5bcGRyG4ctVm9TkcxUy1skzMfUqLMWCKf9SvHtH+LrXTLWSskYWMrFEgOlEUKgA/AUfS39Pfj59a6DrLVEnmirIKiroa6kbyUlbQVElHXU8g5vDVQEOv8AWwPvXSjqXXfIXv8AgxT4Re5N4SYcL4/sKirlnZUX0rpqZHLqwH0YG/v3Xui71OWqarJT5TK5DJZjIyymaXIZyunydUZf9Wk1WWZf9Ye2n49WoeJ6VeN3E3LeUkjk+r+v1v8A19tHpxOl5jNwOWQq5AYg/j/X9sMADjp0Co6ErH56RlX1sNIX+nIt9PdevdPQybSAuZAeOB+b/j6c+056sOPWfEY/cu885TbX2Zh6rcu5q0KKfF0a6tGr/dlbL+mOMfXUxHup4dX6OBtj+4vxiye8tsY2v2hvf5D4vYB3pnd9ZloavDdQ5VXBotsYiFtUL1hNvUTe/wCfdOt9Vudm94YTf/SPYW9+8d3UnZfyS3vvvw4WiJmizG1cbHU+P7msEII8CJYwgH/W9+699nQ0bZ2NlPil1TsbD9m4Prnf2U3Di/74dXbkwtY1duA12YArEyeahkuUWjL+Ixy2uR9Pac8erDPQBZnMZLNZXI7kztb/ABHcWXfyZTKNGqPNY3ip0VeAicBVHA90YgDpzJ/pU6T8teF4P45vYWJP05/3v2x1oenTe2RGr6t/ha39fyfdHBK46cT4upFLVmSUEH/bj8fT6+2On+llQPqQ6ueT/W/urde6cbKwNh/sP+I91690x18ZIawB4Fr/AOv7bk4dOJ8P59BvnVOkkgkajxz/ALb2z1boKsiLykAfj6f8he2D1vpklS9uLksf9hz7107Exrp6U+I0AKouWtyf9h+D7S9OdLqlK6R/tIB/3jm/+PvR4Hr3UppSABe3P+Fvz7YHTycOoNTMdLDVyARz/vvp7bbj1s9BvmpR6gDyQfxx9PdetdBJm73cjhuef9hz7afj1YdB6+ryOG5II5/rcX966f6esWhd1XkHjk3/AD7YkWhr1U16FXEUpCoh4JOof0+thf8Ax9t9Vr5HoTMRQkEFhcmwHtP0sQgoKdCVj8abq350/wCJP1/p70TQV6uTQdLGKlVACBZgB9fz7Z6p1kNTosgJuOCAP6e6P5dPJ8PXZzJisA1hY3NhYW/HunVuuD7w8MRVJDdbixb8fQcD2xKCGz1o+vSRym8DIGvMbW+l/wDG/to8D09FWmegmrsyaqaSQublja1jYg/n2x098uosVVqYFm5N/wCl7AWvb3omgr17h0800ju4+psOP8PbXl1sfB0qaGKRwpP05uPyR7rJw6cHS2oIUULYEXCE/wCP9L+2ut9KqmdYzYXDc/4/737ak49bBp06x5MQ29Z4sTe3+sPr7a6c6zJuIayge1vzccH2wePW+lHi835ZApJYNYG5Fh7bk+Dp2Mfi6W6xwSRiVtPP+1c2/wAfbHTgNc9JrLwxhXCAH08EH+vPB9tnj1voF9zUoYNZeDcEf42v78OPTicei87oxttRUAekkgk8/wCHtO3xHq3QK116eZ0YWU8cA/U+2n+HHXh03mZR9L/4/jj8+2unY2oaHz68tQbmxIF7fQWHP+PtmXiOnz1y87X0hiTa/Fv979tdV64Got+q5HPB/wAPz7p59WAqevCYf0N/6n/X97Ax091JWVrAsR/hx7St8R611zLqw/NrXB/Nx7qQCM9eHHrkj2tqN7jj/e/bPSjqXHLxYXA/P+98e2ZeI60enSGX0i1wLc/4ge2m4HrSECh6lowAFv0nn/b+0/SwGuep8D+oc/63+P8AT6+9Nw68eneM3H1H9D/wb63/ANt7a6r1mVv+TSP9v/T3Rzw6fXh1Oj/N/rx7b6t04Lyf97/4n2ncUbrcfx9TEjUgAj6/0/3j22wqvSjri9VTQVENG3kmrKhtMNHSQT1lTLITZVENMGZSf9qA9s8erhdQJPl051kU2Eqaal3Fjslt2srkL0lLmqKpx8lRFfiRfulUBT+CbX91evA8evLSQa1NaHyz1K8JJFjYf6om/wBPwpH1H9D7b6vw6wVJ8EZdYjI5KpFGCf3J5nEUKj/EsQPbLEqw7q+o/wAHWxUZB6tLxNdRfy9PjZt/fmQ68xW5O7u7KhYOxc7uGmaoG3+vK2HyNtbaryKyQVXhbyGVSr2NvaxmMEAjRKO5IJbzU8APIGvn0Vi3N/deKZtVvH/Zovk44sx4kfI46rh3V8qsZ1z29v8A3NNkmj2Z2tsFKHb1Fnoos3FSbap6XxS4VYJtYQhit3IDG3tXY7Nf7nZq1lHqMTaWPA1Y4z8h0j3bmjbdln8C/l0hl1VAqCPPHREPj5Pnu/u3N7dEZrdFZHHvmiyu7dqS1080GKWuxcLVdLSUVK1oow0SrGtgPcgcybfHtnLdtv8AYoqtbMI5AMk1wdXmTWvURcp8wtvXPd3y3eu5W6jMkByApGRp+XDqy/4S733DsTDbz+KvyHxmM3V1VucVG6uuKGryLJkOv+zcFL5cfltuZamZmgeeUapQrL7j3f7nb7hUuLFCr0/VYVXVXIFMcOB9epd5dG5wN4e4SASISq1zqTga+RH28OjnfzMtr53dvV/xI+VuaOKnz26sHN1HvHIY2U1FXXSbfu+Nrs9UG5kqBBGketySR7Lrt57yxW7umGRQDiWZfU/6XpftS21huVzslsCscf6iilFGriE+VTX7eqnZG/rxwSv+P+v7IehB1Ed/6/0+gvz7acAHHWx1HD2+i2A5PN7/AOt7o3wnpR1z8mo2T+n5HPtN1XrrX6gCBz+bc+2X+LrY6zo3rK3/ABwOf9f3XpWOA6kQhi5/3j/W9p5aauvHqbESGJHP4sPzf3TrQFTTqbEvFh/U2H+w916UdONOTfSBwACePz/gfdXI0nrXShh5sB/gbf737TdV6dUf9K/1UWA/3s+2pOI6VIarXpxgJBW4+pPJ+v8At/dOr9O8ZaIA8Em/6ebX/Le0rChNetdS1VCur6v9RfkD37y6eAoOsyKLXPJI5/p/sPbfW+p1HUPEf6fUn6W/3j3pgCpB68RXHSop8lpC2bSBb+l/8TY+046tH59O8ORLlQWJXm/A90k4dODp3XIegrqJIAF+NP8Aj7a630zVOSkGpQTyeDxYcW49sy01dWTTqzx6ZHyDDl2Jtf8AHto8OlNDTrGcoedL8AX/ABb/AB9pyada6TmRzYJYBzfn+nvRFcdWqFFekHl8vcOS314/F/8AXPtZaWpdwzDosvLxVQqOgd3BkSRIA19d7G4t7G22W2RjqPt1u616BbMVDM7WuSTa9rWA9juxiCih4jqN7+Ukk9Ji/lVvr9bNfg39mo7MjolJMgp59OVFRCwcKef9Vf6X/HtJcTlcevSyC1XiellRYsMmph+b2A/23smuLsA0PHo8t7IuB0oqaiUGxW4AH9b29lMt0Ca9GsNmEFFHU4UKc3QK3Fvr/vPtP9Q/kelX0oI9Ou1idDp5IBsOPxf6e9F1bJ6qI2TAPUSqpnk51Ecfpt/j+Sfb0EqKaEdJp4pDXNOk++PlkkZYkeeW/Ecalj/vHs1SeMCszaB0TNaszUiBc9NVVicwAWegnQJw2pCCv9CB7VQ3lkWp4gbpFPY3qjU0ZHTIZ2jfxuGikXgq4IJ/p9fZh4QddQoR5U6L9bI+liQR5Hp8oanTYXNweGFvp/T2gniHS63lJPHPS6xkpYA/2TYj/A/1PsPXcehsdCKzbUK9LWkGpVH1Ym1/xb/YeyCfoQRDWwr0/R0CvbixYfQXN7+y55wnE9L1twxp050+OVByo4H5+v159pJLoH4elSWw8x0M3Qi0FD3t1LX1ulKOj3djJqgsAVAWpUj6/n2S71dOmyXBOaaD+QYE/wAuhFy/bg7xHGmCyuAfQkY6+iF0vu6k3Ts/C1UTKkEeMpUgBcWMUcQUGw/2HvNT2x3+DeuWrV4z2rEoH5ADrBD3M5duNk5huIXFWMrEn5knoe6RdSqb6lYfgf7zz7leH4R8hnqKLghSRwPTxTp5LAC6r+r8Gw/r/wAa9mcfcg/wdFkzBSSTnolX8ynvbCfHH4adq7tyVZFT5fO4SswG34WZVnqa6vgMIECH621Am3uJvf3fY9j9uH2xM3W7SJbxAcdLEeI3rRVNT1L33eeWZuavdK2upO202pGuZn8lKAlAfKrOAB18ybLGtyWVy+bryzVmWyVZXzSSD1M9TMZLED62v7x2sTBa2sNjB8EKKop8hSvWS28zT7lulxuMhzLIzfOhOAPsHUKGMqRYHVwf6kf1Le1MsgYUHRcqmuodL7CSMQhN7i3+A55t7DN+gBI6EO3u1QB0Mu3yCUufqR/sPYG3LALDj0Ots7mFehow0EZROBfi/wDr+wLeu4ardDyyjUgdLA0JeO8ahTwBf8/1NvZN9SgchujnwVI4dc6fFl2AdB/Qnnm/5Hukt4oHb16O01GtOnL+76SADxX/AMbe0v7zKcT0oO2s/lXrobUDEER/Qg20/U/196O9AA1PXhs8hICjpX4LrzJ5Sojgo6CWSSQgDShtybC3tBcby2moPRlb7KuA+Oj19PfGqopJKbJ5mlDTXSSOBlJ0/wBDY+yVnuLySigk+XoOjdRa2SVNFH8z1Y1svbi4SGKMwqvjCgfgBR+fYt2Tbms5BPOKk8egZv25JdgxQHHl0OFBlUpoh6gFXjUPqP6n3JVrfrCmmvUZ3Ni8z0IqesOR3rHTq0Zmt6bhr2+g+p9sX3M6wroLcOnrPlhpm1hOi9b57Lip4KjVVC+ludQ+g/HuK985nnui0EBp8+pU2LleO3CzTLQD9teqovkZ8g4sfFWUlNVgzHWt9dyl7/0Psk2LYbnfbvQATHXuJ8+j7fd/tdgtNbECSnauKD59VJbo3HX7syU9bWyyMjyNoRifVc/U/wCHvI/atqttltUghAwOI6xv3Xc7verhriVq1Nc+nUCClVRyOLDSP+J9vy3Bf4uPSaOBB3U6d4I9HqIHH0t/j9Db2Xu+rh0tRat28OnWJeQSAfz/AK3tNI34R0+qVwo6nxD6A/S/444HtK/DpSihcDqYBp08WHBH+t7ZIrjp7rnq4vY/W349t6D1uvWIvqJF+Afp/T24FA4dUJPXgpJ4/H5/p/sfeyaCvWgK9S40vyfoOf8AXA+vtgkk1PTgAHDrOpAYE/Qfj/iPdSKjHW1oD1mMqEMBc/0H9OeR7ppI6cMg00HWMOL/AJ97oePTRNBUdZVmf6BiP9f3rT1sy9ZBO6/Wzc/n/W91KKePVhN13904F7gA/wCHvXhR+nVvEI4dcxVNYG3HFzb8n3Uwr5db8Y8G6zCqH9T/AI/Tkf091MB8+veMo6zJVKRy+n/Xt+DYe2Wgbq/jA8R+fUpZySLnUPpxbn/Y+2jAlMdXVxTrn5wDyCo/r7aMXmOrah59SY5g315H+2P9OPbZUjPTyuV48OpMUflY8jQpFuTc/wCHHttmoOn0bxMJ0Yb450NBRdt7Z3fmHjgxexWOfmWoAMNb/ZSkdW4Osi1v9t7RzbjPawsLJlDuad2cDiPz6WR7fFOh+sDMhFO3iCeB/I9Gh6Qlo6vu3vX5CbiwddT7RwNHls3R0PjmonhyFWh/haY6SUK2klr2T2XyHbpZ7KC4t2kgiLTOI2pQ1rk19akdHAh3CDaJRDKDdXGiCJ3FaxjDVGfLol+TxFflKzKZ3JM9Rkc9k63LVVRMWeWf7yoaSmMzG5JWJlW5/p7aut7juLxzCSI1woJqQPSvVW2kwqIyAKAA4p9tPz6RdZizSsdSXRWJZSD9R+fa6C9EoA8+iiazaLAHUIU8TDUVB4/H459qfFK/Eek/gmnXB6dABpJP+A/HvYmHn1owk4x1HajvcgXuPof6/T26Jum2gpw6iSUaj0lOQDyBx7dWX+E9Jmh9eoctF9TGf9dT/vPt5ZyMHpM0I6bZqUgWYWuOP6f4k+1Uc+cdJnhxQ9Nk1IADpFrn+pNx+fatZa8ekrxUqem6SIqSCP8AA/1+vtQrdJmAr1AkXQSL8E/7f/X9qFIJ+XTZAAx1FkvpuTf6cf7H8j2oqDw6TS8B03SC7Nxc3uP9e3tWvCvTRNBXrB9eT+Lf8a97AHHpgn169qB4J+g49261qUGlev/X126jA1af6ojn/XPH599BepP6Y58NWEH0sLAgD8Ef63v3XumabD1Z/sngn/H6D6291br3TPNh6sg/7Djn+nuvXum2TDVg/st+foD/ALz/AF9+6903vhq0/S/+sfe+nQaKK9QpMLWc3HF/pb/b8e6uKivV+sX8HrNOlVsb3Fh7Z631HbCVl+dRP+Hv3Xuuhg60sP1Af8T7q/wnrR6krgKrUL+QC45tf2m62gBND1JG3ao3/WQeL2/PB+h9+6UABRQdZV2zP9QHAJ5sCOT9fdXFRX06t1KTa8tiCsjEEHkHgf1Htnr3U1NptdSyN6TcXFr8fQ39+691Kj2mS1/E39fp/X3puHXunAbR4uYTYccj6cfj211ZSTx6kptMWH7Wq4sAQOPe+r9Sl2ooYfst9fyD7917qdFtX8iIrcjgD6j/AF/+I9sHj1vqaNsfgoFN+Bb/AHnj3rr3TlDtdNN9Bbjnj/bH6e2pB59PJw6mRbZAAAj5BJt7Z6c6mx7ct9UsePoPz7917qZHtsHhk/qef979st8XW+nCLbxQh4wVIINlH1P5591690tMStRRvHrQ6Qy8gG1vpz7o3Tg4dGO2NVxvJDqNri4sf6/1v7r1vo5G02jEEX6eQpv/ALHjj37r3QmLYqum1uObf7f3R+HXh1IBUKbn024v/W/trrfSQ3CiSQvGSt9JI+n0Av71050AGZp0+5SM29Jvfjkf1A9pzx631DNIjekC97C/HBv9PfuvdZo8JDPbWit/ViBb+tv9h7afj1sdZX2lTlQ6LpYAGw+nJ/Ptk8en1+EdNdTgo6clWX8HkD6f4+23by6t0iM3hqSpgMUsb+mRJoJYmaKemqoG109ZTSLYpLG1mRgeD7a/pE54fl1arEavPh9o6NvsfeuzflVQbd6k+R27qjZHdGy8e9L0/wB7pD5P760ca6KLY+82QBpJ/pDBK5+n9fdEiSGoiwp8vTqixxxdsXD/AFV6q++SvTu8um+xMxjN24T7HK0/qqsM4MUq0Ekv7W4pV+rJMtnFj9D79Q6a+RPTw4dG9+NHyV2Rmdmba6L+UORzOb6rzdZLjsJuKpxdRWR7DilOmLP7Tzrf26Y28lOGJvxb3rrfSu3f1fD1xXS1u0dxr2T1JVV0lPtfsWngaGrlprkwQ7ixzeumcCwDyfX2y/xdeHTth5EAi06TqCm4/QQfowP5v7r1voQVmi+2F9IYf0PPtmUZHT6sGHSMzmbWNGiYgr9BpP0t/Uj21w6t0EOXyoEhdWDekiwP0/1/bT8etjpGVeY1JqvbRcf7H3Tqyipoek/LkPNzckm97/W544t/h783Dp2lBQdI3cUjDG1zr6ilNK1h+oHi3q9tdV6O93HJHsjpL4tSYqZ5cbvzq7dNFu/AVdQUw+UqJJmNNNDG37cMq8fuMOT7117qg2qy+a3qmG6ww2mhzOL3BVU7mZ1K4zFtVky5OtyH0WnhT1PqNiPaZmFajiSf+L63qFRQ9x4f5z1YT29s7tLuqs6pHVex872Ri9mbDG103HgaOT+DZqrpHWKtqca6AqY1kUgsPr7sGUkgcR5+R6UUoBWlfl1MwXwR+dtXHTzQfGfd7xVUIlp5Gl0LNCedYunB/wAPad/iPVT0LXU3xY7x2h3d1ZTd49XZzr3aFFuikymby+QVqijpEpAZ46et0gBdTqCL+9Hqo8+jV/Jr5E1GS7Xr6DH7Q7CzWOpZo62m3VgcTXz4epiolEISokpxZY9CDSb2HtN0oi4nqD37vHH7k6p6U3TNWpPkMrW1aR1NXC1HkBSQzBZaKtif9ZhJ0JJb6e/dPdAXFUhkQ/pB+lj9R/Xj2mf4+tdR6udWX+lri17Fv8SPdKVPXukFlE/zh+n+t9bE+9dPjh0GeZDDUwH5P+P5/wAPfuvdBjkXOt/T6gbg2NvqR9PbT8etjrBSVkkVhcre17fn20/wnq6fF0uMPl2DhdfFiBb/AA/r7TdP9CZjMq7BVD/XSLfUlh/T37r3Q5dPdcb+7x3G+1ev8aaoUml89uGob7fD4SkZtLlq1/Q034RAb39pzx6sOHQtd+d4Yz4n43c3Q3QuPxUPZtFtB8x2/wBlZSWKtz9PQ1sJFLjcNIvqilcgjSvK/n3VuHVxw6qH2puHsvtWlbZeJxWVzdNvPLRzZ/fGPrJDubcdc5EtJisibmRCraVUN9fdOt9G46z+ONH1DNuLtP5KYDM7a3Ngp6ai6/6h3HC0e7N95qnsaXLZeGUAjFxErIzFbOv596IqKde6bM/uTL7mzuS3Vn/tkzGVdddLQmVcXi6eMaYMbjKaRiI4o19JCWBtf2wcdWHHpKVNff6H02Nwb8/4+23+Hpzplnq9WqxsCbjk/Qe2et9RFlY82A5+vP8AsfdX+Hrw49PFC93Hqtx6hf6+0/SnpeY2S+kA35+v5HH091br3SkQAW/H9SP+Kj3Xr3UCrh16iPyPwLfQ3+v9fdZB29P+XQdZ2D9QIYcnnj+v09p+tdBNlaf90nm4JK/4g/4+23Ncde6TUq2Y/ghv95/x9t9OxfH06YyQ6z9eD9eT9B/T2k8z090tKaQ+m3HAP5HP4v7bk8uvDpxJBX8kfjgkf7b3QdOJx6bKu/8AU30nn83/AD703Dq54dBzm9atJcG31/4MTx7a6r0HmQjeRWBBAAJAte5vbn3V/h62OPSYagJYjT9efoPbfHp8Gor0+4qh0ONakEWsbf48fT2zMlGqevGnQs4ak16Cf6WPAuef8PbfTY49Czh6Fbjjiw/p/hf2nb4j0tT4B0I1BSWsQCPT+AP6+6P8PWz04VKCNQR/rkEcc/Xge2utdJ13YNIX4UE2J/4r79SuOrJx6S2UrQoYK3IX6kn+tvbJFDTp7oN8pnPHrtIQbm309sy8R1VukRWZt21Lr5fn6/717aPDp2NWORw6gR1wI+t2P1sT9b29p61PSjp9x7PM4ZhyOP8AAg+/de6X1BGNKqRpHADW/p/X2yOtp59LShULa3PB54/Hv3TnSlhmRFHPPF7n8j+ntP1vrnU5NYwCOPp9P9t7bk49bBpnpO1udA4V+STc3A4/pb210501x531kBitgb2P+29sHj1bpWYrcGgoTKQbjj/G9x7pJ8HVlFWp0LOGzz1i6fJd7adP+x9phw6f6UMy/tFnte1hcj8i/urcevdBrntBSQG3+FrfkW966svHoCNxxqVZbcC/Nhx/r+2Zfi6cPHoAdyQhWZh9A31sP+I9t1A49e6QbSoLkn/iv+vz7TtUmo6cj+LrpZlP0/3v21IBSvn0oPXfl/2oC/1sfbHDPWuuLShR+pSP6n6+9VPVkND10sjDgMD+fqf+K+/dPdSlmuB9F/ryfp/h7St8R6r1nM3BPHH+uPdG+Hrw49Zopm4BsQf6n8H/AHr210o6mwuNR5sDzYHj6Wvx7Zl4jrR6copATf6cfg/7f20eB68vxD7epscl+Oeb83I5v7Y6WdT4nGpebjUOb3t70eHWunmKTgW+tzyD7Z60BU06mhvoTb1Wvf8Ax+vuj8B08oA4dT4iCova/wCP9h9Le2+rdO0a3Gr+lgP9cj6+07ZJ68lNeelJtjbmd3tuXDbM2tEsmcz1RHTRVEyk0WJp2fxzZXIN9FSMXtci5t7bbCivSivGv4f9VOrs+lM78Yfixt7cexOseucV3Z3PgcHSZnuTMbtp4a3fxq6X/KKufr2inu0VP/ZijVSWtx9fa5ZxCmm2iBWSil38mH8J8vn0Tz7ZNf3SXN/O0ZhJKJGaKVbFHH4qeXQlZ/5V/Fnsfp99+d09OYPsnrTemao9sdj7szeKhxfafUUTxmkxOD23hVCTpUqCrlwvq0k+7fWNbk293AsjHi1akDyKNwp0jn2GW5uUvdpvntmhqBHnw2Y8TIvE/Lqr/wCV3xDzfxq/u12HtPIVO+PjN2jEMr1lv1ry12EpKz92l2/ulV5jnjUhbvb6eyqeE251cUfKnj+Vejqx3KO8aSBv7aE6ZFpQ1/iHqp9eie5KGaalkWmfxzxmCqpprXVZqWdalSB+b6be0kgalDw49GK1Olzwr+dOtgnPbd3z/MZ/l9bSx3XOwoN7ZDbm7aB9/Lj2hhz+2MTQUceOy9f5iCymGCNplT88D2fW8G4brZhLaLW1udZIFSFHmfl0D57vZuWN6FxfXP08d0PCRWNFZzwCj1NetVnuD4+bhx9JvDL9Q/fdnL152Ll8LnsPVxSVGX25hcRWGno5chSvdlhqQCZOAOPYp5f3S0e6MG4/4vDJGdLKKK58zX1U/s6B/PPK+6xWy322J483iB2Vu4KPJfmG4kdAhS0e8sHnKLsCq3ZhtgZnamLmrUgoKRlrIa+qQw/3YgERDMrR2LW+l/Zu0u1PbNs9rG90lywFdWAo/wBEPoa9AqKDfEvU5kv54tvmslNFCdxYinhD1Ujo83xX2RuDeWDp89UVFRlKDO5+kGLm1SyZGmzWVqR/E4KKdiSFDf2B9PcZ82yhb8WmjSYe2oFA6jgT8+pt5Itpl2s38shlFx3gN8UbHLAV4KfLq4/+anuzbPX3Tnxe+IO2qWCHLYehg7Q32C3+VUdRV0f2kfnVySjsSCRxf2V3LrFtyQUK6ak4qCzClPtp0cbZHcXG43O6ysGXEafJQakft6pieQn6EXtY2/1Psl6EHUORwCdJ1n8/j2y3xHq3UUMGYamAu3+3H+J91Pwn7OnQKDrLcfgg+03Xuuwbf6x4PtuTy6svxDqXE1gPpxew/wAPbfSvpwjNiV/rZv8AYn6j2lfLHqvU6EWHA4sR/vPvXXgaGvUyFTYD8qQLW+oP+v703Hp/pwgNm0Hjjiwvzfj6e6kVwet9O3nip4zLMwSNLaj+TfhQP6n+gHtOqsxopp69UOF+3/D0c/48fBP5M/JZYsjsrZVXgtoNZ33XnYXpopoCf85RwygFxbkWPtyCyudwYpYxNKVrwBoPz6avd22vaVH72mSDVSgJGo/7Xj0dLOfyYu/cRiWr8Tuany1TFGXaCSBo0Z1Fyqk/4/T29JsW+xRGd7VqDzH+bpFFzdytLL4SXahjihwOq9u0eje2ej8k2P7I2pW4qFpTT0+TEbtSVDIdNwwFh7I3GmTQwIb0OD0eh0cCSNgyngQaj8j0GqMOCCLML/64/rf3XpxARitf8/UlG/HFvwf9j7oePTnWUGxBIvb8e9Hh17qSPVpC2Lsfpzwf9ce0o62nxdKXHQtbkm5HNxwDbm1/dX4dOjp+WIqD+SRa/F7W/p7a6300VqFVYgH0jg2+p/qfbMnHq8enX3dImurHiIU/Qmx/w9tGlOnwFBx0xVWUEMZFzz/j+fbSp4jaV6q8ghXU3SNrcqWD6T/wYn/iPZrb2QU6nz0TXN9RdY6RGUy6xxTTTP4oY1Z5ZZW0hEVblmY/i3sQWlmzsFXLGgAHn0F72/Ygs3RmvjJ/Lp+W3zRoo93dbbNXZvTwq0p6jtvfP+43D1UOvTPLgqCqCtV2FyrRHn8e5At9pG2231d4pc4qoNFQHzL4qfVR+3qPtz3rbhd/RPcgSkVWJRqkPp2jIHz6Onub+RJsGiyuJ2+PnPhTuzIqVmStwM+NxMteOJKDHyVLgF1b06Ryf6e/Sc6bDbXa7fZNDcGmaIy0NPh1EmpHSMcq8zXW3vue42klugPbRldiPJtIIND6cegE7f8A5EPzW64wNXvjqXcXWvyW2hjZjBk8ftTN0OG3dgqm/opq7FTs0ssjC1lAF/Y1sE2Hf9pG52U8cWntmIkDaH8kKE1z5H+XQLnvztu7HZ91gnt5D3RM8TBJUHF0alKevp1V5Xba3Ds/ceR2XvjbOc2VvXCSvT5Xa25sfPisnTyxtpd4IakAyx3BtIvB+o9hDdrO62+rydyNwYZH+29D8uhtt/gXSrJEQ4I48a9KKjpgBf6KDyP68Wt7CM8xY4zXoSQQk0r08rB6L2sRyLi3H+v7Qs4DU8uloWnAV6w3Cte4FxwTxyPwL+7gE9N10nJp1mjXyMFjTzMSFCKNRa/JAA96JAH6h0jrwqWAUFieHz6WuB2RV7hm0Mrwxry66G1avoEb2Q7hv8W3JjuY4Hnjo923l6fcZe4UAyQfXoxG0OjY3SKppKDx1Cp+7JIAxKn9Ulj/AF/HsGX3MW53gKM/aeHy6HthyvtdgRIF/U/z9Lqv6OSSkWSWiQojHyt4gXdbXubD+vspi3fcInLRuR8q4H/F9GM+0bZNGFkiGPOnRbt9dJUjGsCUgilC+SKbx6GiUcgPb6/63sY7Jzxd20iJK3DiD59Aff8AkG0uo2eADPA+nRScxgqzbWRFLUA6CxWIte55/Vp/A9zHYX8G62vjRnI8uoS3Db5tnuzBMvE0H+fpTYaQMFUC/wBNR/H+w9lF+n4h0a7ewIAPQpYmJNAf8tYWv+f6ewldsQ1B5dDG0jqtR0taSJFA1fUgEi3JI/A9h6d2JOOhDaxoRXz6dRFExB06VP4H449o9TevSoxrWvXNJqmiqaPIY+QwV+NqYqyklU2tNA4dBcfT3rTFIjwTZSQFW+w9ejla2nSeL4kII/LrbV/lsfNCi7J2FgNtzVRbdOIpoKHIY6MsZ5JoVEer/FTa/sR+2POl3yxuH9Vbipqf0uPetajoK+7HI1rzJYHm6zACsv6tcBGpn9vV/W0txT5KjjlrKVqf9pNWpTYAAfn3nbsG8teW6yXUZQkAfLrAXmDZo7Kcx28niZ8j0ra7dO3cDjqrM57J02IweOgkqshka6VKeGCCFfI5DPa9wLAD2ILvetp2mzfct0mW2togWeRyAAo8hXiTwHQettj3jdL1Nv2yFp7qYhY40GoknHlwA8+tM7+cZ805flj2B/cjZsjv1TsOSajxcSSsIc1XRuUlyToDZh/qffOn3F91H9zOezvEdYrCxrFZr6ivdN8i+APQDrpZ7Xe1S+1Hty+1TaX3Xc6SXjUyooCsIPovE+pr1rx7qwRpJeENiCdIAsh/xHs02jcFnjpwI8/XoO7ztjQEeHjpCw0hEttIuTZj9f8AePYheYFadB1YCHpTpU4+lKOCt9K2/wBv/h7KLmYEFOjm2h0UI6FPb7hXCngk35/HsI7mpyR0K9uIBHl0NOA8hVNPI4/2P9fYE3HSMnofbeCaU6FbHRI6qXHIAbSf9e3sH3DEMR0MbNaqAelDDSBmDIguPyOT9eePZY07HHRosKcelXi8O9XJHHDG8srnSqopLG/0uPaKUtXuPSlVjVajAPRn+vehK/NPBPV0sjl9Jjp1S4sfy/Htle9xGi6mPkOPTzNHChd2CgZJbh1YH1r8cqLDQwVdVRIKgqLL4hdPzb6exjtXJd9d/qXgKr5L59Afd+dbO0Jt7M6j/F/m6MjSbHpsfEpSIAooAUKPx+PY2t+WIbRR4a/y6AlzzPNduatx6wV0MdIjjhTp5/r71dRrbV8unLSV7gjzqeg2y+5o6BZEEgAF/wA29gXcN5a3JQHoa2Gytc0kYdAFvHslKZJCagDSCOW/A49g67v7q5qWNB0M7Lb7e1UKoqeq+u8O+0xdFVpHVqJWRwn7nqYnjgX9u7Ns9zvV2IIASn4j01vG82+yWjTTsA1O1f8AL1VPurc+R3dkp6uqlkaB5GZQXJ1m/BN/eRGz7VabJarDEO4DPWPO87rdb5dNNMaCvD1HTFDBwPR+k8f74+1ssurJ6QpFpWnTgqD/AILwP+RD2kd69OaepsVywFvTyf8AY29sn16eWgWvTlGF8fp5uxL2/r7Zkbup6dKo6UqOsym45/H+39ssF8+nKnrMZDaxIsLfX/D6e6+EvEdaZ6DPXC5I+v8Asb3t7tpAWnXg4bI6zItwvB1H6n+v+PtgkAV6tw6kKNK6fx+f6e2WbV04OHWdCLWHFhYge69b65e/de69+QP6+/dex59e+n14HvVeqlgB1zWRV1Hjn6/j/kfv3TRpXHXDzi5I08/4/j37S3WuuJqQOTp4/wBj9fewjUr1ouAesbVQN7Ef61+PfhEa16qZa8euhUXIP0t9SDx7v4Z9etGVRjrvzi9zzzxe/wDsB7qY28utiZeHUgVR40sP9ueP9h7oYyOrq449S4q0qLFgRaxv/T22Ywcnq/iVPDqXHVKxuCbm1rfT/D200WKHh06srilTjpXYRBK6g83YEj+lvqb+yK/Yoh09HNiviOOjc7Rx2C2509uLde5qCtq6jJ7gpaDZ2OxsLzZHceSonFRT4+NY+Ui121seCPYcSNry6+mjZYjoqZG4IPxH9nQs1/RQpOFMudJjH4ieFflXoftx53fY6gxOE7Fq8au8d9VtPmMhtvFxRwrtnbeMGnF4yvkhADTGMjWD+fr7Jd53OwhhKbfKzgkLqPFtGA3+lbiB6dHG02Est141wmhIwaDyDNkgfYfPoCavERNEdCiyABQefSBwP9h7CMN84Yam49H1xaagO2oPQZZ7DJZjp5Ba/H+x49ivb79qjz6DG4WQWo8ugpkjMVS8f0AYmxB+n09i9XZ4hJ0EXQpIUPXLSp/p9fxb6/4+6Bz59b0jrE8Wprj/AHiw9uCTVg9V09YzCq2545/HtwMQajqpUH4uok0CkkAeom4P04tzf2+krUoek8kSeXTZJELFWUcg/S3+9+1KtTuHSR0NKHpomhEdxz/r/wCx+l/ayKSuekUkWg6umeohUW4JuPqB/j+fZgkgPSGSI1LDprmht9RdfqL2H+w59qkf16SFSOm1omsbqefp/X2qR6dMyLqHTVLG6MSOb/Uf72Pa1XDCnSNq0oeopX+tyCObfj26D0w0dRnqOVIIHIBNv9hf+vv3SYp3aev/0KYpNtrIP0qQo4uPfQXqT+mOo2tqJYpx9Ppwfx7917pkqNrEE6YLAN9QPrYfX3RuvdNMu1SQf2/rwQRyP9b/AGHvXXum99qXuPGRY/04449+691BfahDH0fX8W/w976dHeOoEm1Af1REKCCLA83HI496Pwnq/WD+6nrP7dhawsDb+v19s18ut9cTtMauI7W/NvyD9Ofeuvdcl2q1xdB/iQOP9v70/wAGOtdSo9q2u3j1f4fjgce0vWqVwOpMe1j+rx2t+P8AX/x9+6VKKAA9Z12s11/at/sPwOffut9So9rc3KWubfkD/Ye0/wCKnVupqbYYcCK9+SQCf9hb37rXUxNtWAPjC2+gP+29+Irjr3UtNuG36F+v5/r/AIe2unFpTrIu3Tf9C/UH/Wt/X37rfWZdvA/VR/rqDx7917rOuAH4U2W31H1/xIHtg8et9SBgVDKfGAfryb3/AMbe9de6mR4S4PpUD/C4+nuj8OnYzU06lDBr/qAD/h7T9O9SFwi6QNI/3n37r3UqPDLwSi83ve/tlvi631JTDoGB0Afi4+nPuvXsdOEeJAFmVbc8f1/2/vRFerivSrwV6OaMxnSQwDD6gn6X9t9W6Mxs7c/iVI5jpVbDUT/Q/j37r3Q60W4aeWFT5EK8cXFx/X3V/h691kqtw08cZImUfkC44t/T2z1voPM3ueFwwEo/P5A/HvTYFV6uDXoKsjmqaSqUmVboLX4+g/r7T9W6gDPwB7BifVwOQTz9ffuvdKOiypkC6bAEfg8g3/PtqTj1sdK2neSVVGom9hewt9OPbPSgUpjrJNi3mvdbk/Um/wDvftpxnrfSarduEqxaMjSOPrax490OerE1FOkDmNsJOgVlZJIpUqKWriJSeiq4Trgq6aQcrIjAFSOffvOvWjk14dG925keufmP1/SfH7v+iGK7kwGPnGyu8Y6lhnuwaOngK47aeVaaymRCFVAX54HthlJl11xSlP8AL1cVp8uq1Kfp7fWAzlftveIkoun8DmK7Z+Vd41TJbBqoZSXyUtDJYK9SUDBlFj+Cfdutg16GHqv5/bS2tWVXUe+6mk3f1Zjq84eAw4Gmoc1FiIv8n++mSmS1QVUeTXL6v6e2XrXPW+jlbu6fxMGy6fu3oDcY7W6Or1WfKVmNBqc/sWeUa/tsvjoLusAPAcpwPdet9As24YpadJaWdZI5FBVwbhgR+bfQ/wBQfbEgNanp2MefSKzORDxtZyRYliDc6j/h7b6c6CbL17qzlWIAsxJ/P+FvbUhFc9bHSMqcuLM0jrGo4LuwWMXN7lm4A/1z7pmvWwGJ7euO0afdvYm46favWe09x9g7jqqhKaPH7axlTWJFI50g1FaqeFVH1LGTge/GlKHp4EEdH42R/LP7p3D963yB3Vt3oDbEEY+9Soq46zclfHKuoQUdOzGPUfp9ePbJoOqHHQEfzAtyr1FFsTZvWtdTZXG4vrTJ9e4ml3RpmNdTyVX3FXuGjjGpYZ3RWEbJbkjn3p8KSeA/n141AJ9OqGMlktuxUMtdtKtz9Fs56WKm7GweWEVPvvIVzufu4sTKh8r0srHQgU3I4I9lbTo0TPICsYB1Kfj/AC/2Oi57qBkaaYFYwrB0OHPzWmf2A9bC/wAW/lPS0vxp68yNdUwdQ4nHUz4PaG2og1Hk49u42ZVlnkijAmkqap0V21L+T7U28qSW6MoKgjAIzTyr8+jC0mSW0jlQaFIwG+KnlUevR48J83t+b1wk+YHZG4KQ0qmHaW1aCtmoquqigQJBWStMycEi+k8e6P8A2lADTj0pyPjBHQI5r5Mbry9blGynYM+/NzbgQUOd60zrSAKmnSlVFX1HoV4/qWicnj3U6tOoefAdaCOfgFT5DpAUHeVHtnN4fCZHci7m3QgNZFgcTEkWDx+NZvXgstKllklQcDUfV7ZIoc4PT0ZCtpY0J6MjtHs3obsyvosR2htrBZvA4CSeapxbxNhotutW+oUq1USKA7n9IU8n3RWBx08CWJC+XE9Pec+H/wAcd54bJZrqvfG5urdyz1gag2vuQpksVJQzP+xNHUyFpAjEixA4HtM57q06qT+w8OipdqfFH5A9QU8eV3Ps8bh23VXbF7h2e5ycNdTD6VMsCkyLYckafdTTiOrUI+LoqtU0NW0sUcjR1EbmOalqYpaWqidTyrU9SFe4/wAFt7qPn06pqOkZkqAsHVlF11XvcEAH6n3vq3QY5bHEOeLgm/H45/B9tScetjpLtEULL9GBNri17f4+2z04lK9SaOdomuzCNVu7s7WCIOTI5PAAt/X2mOD090ajoPprNdwVQzmffObR6RxQmn3d2LSY6aapmo6KxqqLbsDr+47Djy20j+vvXXun75bfPfYvRWQ2T1t8S8ktT1ftjC/eulLEtLls1vD7kQQTbryEWmSVgbSmFyVBHtlhQ9WB8uq3uze7N/7yzE+LyGPw2d7B7Php6/NbypnkkrIazOnRPTzrCCDDALcMbJ9R7bOerjHVn/X3xa+N3xq6j2dvyq7L7GznfGQWky8+LxKPTbOy+WVFmpHx0rlZAtO4XySafqCL+6HB630huw+wd99rblffXae5azeG7zSR0MOWyDeSegxcA8dNjaYsTZUUAEg8/n37r3QQZGpIdrEoPoLAW+n0sPbD8erDj0lamtYsVDW+o/w4+nPtsiop1fqGtSL2difrzYWv7ZpnHW+pMcy3+psDzx7bkNBQ9WWlc9PWOZCeD6tX5/1+fbHT44dL7F8BbcXb9X+NuR7q3W+lXDGbKSb3tx9Rcnn6+64691nlhVVNwPoDzYfn/D23JwHTtaivSBzUCuzcD82v+OfbPXugozNIBJwvNzY/i17+25DwHW+knLQ6tVrEkm/9fbfTqHSusceuVHRTRuCAbXubX/HPtM3xdO9KumgkNuSpNrXH4/wv7o4qK+nW+nyCndksQp/x+p/2A9sjpxOolbSGwsvJDD6fX+p/w9+YVHVz0g8pRMzMHF7fQ25+ntnqvSOqcapLAKFNj9QSDzx7q/w9bGTTpnbFsGuQvH5+ntvp8Cgp0+YzGKSGIFv6f639Le2ZWq1D1psdCRh6CwW6gH6Wsf6+2+qgZ6FHE0n6RYf42vx7YYZNOla10qB0IlHTaIwbXvx9Ob/6w90IqKdXOesddEBcWuNN7H/ivtnqvSIyz+FGW9tV/p703Dq6DNegnzNYVjYXa9jY/wCx/wCRe26Yr070D2ayL6n9RJF72Aseb8e2JeI60c46SCVssso5PPH44/x9tdORVrTpR45S7AnkAi/H9Te3tljU09OlHS8xwVNJYen62Huh690tKOa5H102BI+o/wBh7aHXkOadKmnqdAHPBXUtj+D/AF9+PDp3rJNlkjUeuxH0uQOQPbHW+krkdwgsQGBubCx5/wBf2048+tjpI1GWeRyQ9lvdi1uLf0P+9+2unAKdRhnFQ2D6iGFrf2rjkXHtg8et9KDF5aSaRdDH6r/re6MKinTkYqa+nRhNlTNeN2Ja9uOLXPF7+03T3QtzRtMgCj8H6k88XA496ODXr3SKzWNfQ30uT9Ln8e6jpxPM9AVumhkiWYixHI/PtiQ1bq1a9Fu3NIVaRG4C8G3P0/PtsgEZ690FzzXdgL6eR/j9f8fbB6uraTXrGtRa4v8Ajji/P+x9sy8R0o4gHrl9wRwx+hP0H9Rx7a61120wIvza1/oDf/H3U0r1dTQ9eSW9irHn8E/0Pv3l071JWY8X/wCK+07mp+zrXWfzDRe7X/3i3tthUdeHHqRDKPzf9It/vh7Z6UdT4ZCQOeLHm1je/tuTyPVWHTlDIeb8WH4P1/2/59sNwp15Tmvp1OjkItyb/wBLn+n19sdLePTlE/qTn6EX/wBf3U8OvHh08RSfgc2+v9OfbXVOnJHvYf7D/Y+6vw6eStM9OMBtweSAAv8AS/8AX/W9tdX6dlmEcIsDPNLKlPS08YLS1dXKdFNSQqOS8jelR/X2nkBDY8+vCgavCmf2dHA7Dz+0fiF8bKvripx2exHzQ7hfHbn7IrctQxCh666oKCXHYDB1XISrroCkxKsGB9rNK+AsRQli1D+Y7QPPjxPkOkWuaa5O4PMotIl7dP4mr3FvkMAdELpPlvUbt3VJuzGVdZ1dtbZ2EptsZjdGGvl+x92wRenIZGrnkvOSRcpYkLx7PjytJbxwWxJlmmq+gkiMegrw1HzHQQbn22ujczIBDBbEIXFGdhWjMF40AyCB1ZnsT5C/GXZPWWx9+4jZm9+4T2hDksrt/G5GjSqipN+7SQ0mObddNFrDvVoGnBcagB7KZdl3SWeeGYCBramtSfJvNT506No+ZdkhtrWazLXKXhIjZcnUv4X+3j0e74gfMPpHvPpXPba7sxGV3l0rvGKcdi7Ygx0Sz9TZqrqnx0NRgaWMftR0pGslQDx7L3j/AHbePtu4VeJaVpxyAQy/ZXo2kS73rb4942HTDdMO3WMGhoY3+2nHy49V7fM34i5/4b9i7exlPlzvnontrHvuTontKmBmoMth5rTHb2XqIrpDW04ZY/HIVZuePdNz2xrJFlRvEhkGpH8iPP8AMHBHr1fl/fo97jnidPBvLN9FxCfiRvJlrlkYZUiuOlR8AvnDu74Jdv5XcEVTkq/pvsrHVG2O1dowVEy00EVYhgh3FRxofQ8TNqlKjlR7b2jeLraLgz2zGkilHFaagRwNPLNemuZuWLHmywjtL1R4sMiywyEAlHU1wD5kY6PR8uvhxTdlUeH+Y3xVNTtvq/duOgxHyIpdhw0uQOT21WACLdlBj6Ql5ahUJao8qXVj7Md1jaTb47+CI0SgIBqFyKkD0Oa8MnpBse5pbX83LG5TgyuS0TMSGJ80JOPkueiS74/kt9W7yh2PmOqO6d49h0e6IBk6hJdsVEbbT/5SJsPm3kjDedxcGRvoDYHj2qh3m8gVP3PSbUlZDpK0NOGBinH06LZNs224lmPM0ItfCfTGpcN4o/jyeJ4dHy6H+NDda9s9N9YVOx9qdeSYLBZap6zTK1MqU/YG9KKnMlItVHMBG1RIwJiUm7H2FFtr++3EC4asstSNXnTy9BXy6F0u5bZY7U7wAi3gChiuSinFT50Hn6dUWd97x3tv3v8A7kz/AGXVZCq3vS7yyeCysGUDRVmFTG1D064dac/5uFdGqNRwVsfaK+FyhVJwV4k18yMV/Lh0c2n0300bWxBjYAgrwYHINfz6Cp5dPAYA2N+OOf8AH2X9K+m95rEi/Nvx/wAa9tGms16sOo5l9Sgn88fS3vT0Cmnp08DUV6kJJf8AP+x+n+w9pOtdSFYEW5vxb8g/1N/dHGK9bU0PUqM3/HNrfW305+vtrpXWuenKEk24/wAL/Umw9p5MN1o9OkH6De9jcC34N/rz7p17qfHa/PF2A4+pP4591Jr08vAdSIr+fhraTyDz9D/U+6tkY631bf8AyifgtD8ze8ptybzpWl6n6yqIqnJwSoft8tlUbUkMl+GRSASPYh5U5XueaN4j2uM6I6apX9E9PkT0CvcDnW25C5bk3lxquZOy3Q/if+I/6Xj1u2YvZ+xdlYzH7X2xiaLG4vF08dJTU1BBHT0ixQLoVRHGAL8f095N22y7DssS2FnGAEFNQ8/mfWvWGM++cxb5cPum5ys0kpr3cRX09APQdOdTTYqeKJTSxxRONCIEHrP5Zh7U3MFkwWqjSfTpNDcX8chbxCSM19Oit/Iv4h9e987QymIzuGpahpaSpFNMaeMyxzNEdLRsRdSD+R7jnm722tN3ga8sh4cyglSB8R9D1KPJHuzuHL1ytlfHxYHIDKx4V8x6HrSP+TfQ+X+Nvb+e65yKzHGrUTTYSpmDampjKSsWpv6D3jRJDNbzPbXI0yRkqw+Y6zFtrmC8to7y1OqKVQyn1B/zdAWJPoLG5HB/HH5Ptk8en+s6yWHqN+eD+f8AWI96PDr3T/jaYSsHZbg6SD+R/hb2l62nHpe0VD6QQoIH+354Hur8OnR0/wAWKdgTpFiBz/QH68e2ut9YanBPIj/tn6HmxsePbMvHraf2gHQeZnbUoL6oyOD+De9vbRFRTpT0E+VxNWJJE8baQ1vobEfj3aGURnuHSa4hMooD0wNt+pe6hSAR/S/H1HtaNxRc9Fz7bI4oOHQ9/Gb4w4juTeuR3L2VlG290Z1O9LnOwcg8TvNuOqikFRS7SxKgESSzAAsv+pvf2IrTc2tbJtwWiu2A38A4EgfxnyHRHfbZpnS2ZTJJIDoUcKjzY+Sjq9/aHy0633RunA7L673Rvrq3bGGjgptsbTyGKhoevKvB4eMeaGmp47QxzOg1FrA3Psg3HcbuRTdRTy+ECAUduJ8u2v8APpZtmx2UTrBc2sLzyKazKv6g9RqpgeVK9VS/JPvek2Xmuz/lduGQbpwO39yVtP1LsJK9osfNW0SviqvPsKckkxzuHVFWxIBPtRsXL0vMG62uzWqCOa4b9WQ40D4vywD1vf8AmWDlzZbrd7uTVDaJ+kgz4hHbT50J6K78aPndkOoenuznzm8OwNy909vbgi3JDJS5qsoYdsYySpNVTwJTK4J8YIXyKLgD2LeZOU2n3ZrbZIRZ20KrH4qOdE0i/Ez0/GTUgnh0C9h51t5Nqhvt+kF3OxZxBIimSKNhhVB/APOnl0eXZncPx4/mB4zEdJfNDN47aPZudgjh6W7825jqf+8UOXgh8dHhdy5GIXqFMgVH+5e5uT7RbBfcwbfdTpucxaytxSTxRUqeAwfiU14ivTu+7XYT20G5coQKbq4JZoFPYyV72FMK6itE4dVVdvdR736A7W3b012NTxLuPaVY8dJlKUMMdubAs3+43cFA7ABlmjKltNwDf2YXQs3U3W3PriJoR5o9K6fs9Ok8OvwkeVSrOKgH04H9h6Q0cdXWnRRwSSW4JVTxbjUf8PZa3gwDVMwH29OiOeSn06k19B5dKnFbAr8ii1Fe7wLJIEp1RSSf6lx+P9f2TXvMdrbMUgo5HHPRzZ8sXd4niXXYGNB6/n0OuzuqqaB43eP99SBFJIlzc/RgD+PYP3Hfrq+BUHQh8h59DjbOWrGxAdu914E9Gl2v15jaWaIyRIZ2CmcxIAsnN7n2HasRRzq9K+XQljWNRVFAPRntqbIjlCQU1P41ID6NPLL/AK7W4/w96AC8OrU9ePQjTbAp1p0adVRVViQEBuw/1an8+0pANQetZrXotXZHXcZSqcUqtDVJJ45tIDkj+qj3UjIZeI4dWBUg6hWvHqsDu/YUNMHqkDaoybSabvdfopA+nPuTuRt9lST6SU5OD1FPuBsELRC+irq9aZ+zoueHWRCA10ZWsVI5Ok/kfj3JN8VK1Xh1FtirIe7HQkY2qKafUSBzawsPYWu4qmvQqtJsA16XFPXAKhbm4Gk/Q8/19kM1vUkjo/iuKDHDp2WvjCD1G/5+ltI/J9oGtH1Upx4dKxdhVq/ThgMfm947hwm0NqUM2U3FuTJUuKxlJTo0spnrJRCjFEubAnk+/SQpaQNd3QOhPIcWbgEX1ZiaAdP2kMu6XYtbei1FXY8I0GWc/IDJ63kf5b/8svbXxN6qwu4N2JHW9rbuoKfJZqerUO2JFRGJlghBvYi/vJT2v9mJba3i515vULf3KVhhI/3HiOU/2xXJr59Yt+7nvqm63UnJHJjH902TaWlHG5lGGJ/og1A+WerTBjq6mp/BSeOSNATewBYAcXA9z0LK6jt/Ct6FV8/PrH36y1lm8a4qCfL06Jz8mup909vbRy22q/MVmOx1dDJElLQu8Mb2Q6VkKEXBtz7gD3e5N5h5x2qSyknZIzwjFdJIGK+tesgvZ7nXl/krd49wht1lk4F2ywB4lfQ/Z1p2fJrpjNdP78zu1slDIIY6mX7CWQFTLAJDYoT9T7wahim2vcJNuvF0SwMVYU8xgGnp1nzNNBvW2R7rYtrinXWD554j7eiH7wxsRhd9Hjb1IXK3J/w59yFst44cLWtf5dRlv1mrRl1FK+fn0Cb40xyA6P63bn8/Q+x6Lqoz1HzWrhz0+4umUkIV4uLXuLW/PsvupDQvw6MLaKhAYY6EPG4t1dJFta4Nh/T8j2Gbu7DDS3QjtLQ6gQMHoZNuwlAgNhwPr+f9Yf19gjcnDEkdDjbVAH2dCvjYRpDD8j6Wuf8AW/4n2DbmShp0NbWLsDHoQ9t4Cuy1SkFHTvKXZBqVWIUX5J9oAC2el1QOHR/+kvj/AFFbUU089IZZHKs8rp6EHBIW/t6z2+83W6+lshqr8R8gOkt9uVttFu1xeGgXgvmerVuvun8bhaOArSqZlVdUpjHJt+B7nrlb29t7SJWddUhoS1MjrH7mz3Bur6VkRtKZooPQ1ptqCkiOlFLFf6fTj3JS7HHCnaOHUatvcs7VJPSNzcUNOrhbB0vf/YfX2Gt0iWNSUFKdCTbHmmYHyPRct8Z2GljkcOqkarjgfQe4Z5o3NYkNDnh1MnLG1tK4BGOiWb/38lP5mE4H6zbUBb3FEkjyyGST/Y6liGGOGHw0/wBnqv7t7uaHHQ1LvW2IDaUD+p2/ACj2ZbTs91vVwIrdTo8z0g3jebTZLY3Fww1UwOq2t2bpyW78jLWVksgpg7GKJmNit+OPc+bNtNrsVsscAGs8T1j9vO7XO+3RmmJ01wP8HTBFCLAgALY2/wBifpb2YMzEZz0XUFcjqUotwP8AY/4/4+07knJ6uKnrmBci31HJv9Pr7p1bqShIPBt/j/T/AB96p59XjOaHPUtJDGv+BIPH5Nv8fbTpqyOPTmQag9ZPuVH9bn6D/eOfdfCHn1symmD14u0hGlvyDY8W/wBt70FK1rwp1UEnNepaEWsBxwTz+fbR6cioDTqUr/04IHtMRqx0qPAdZPIfwB/sefdfD+fW9R68JSPx/vJHv3h/Pr2o9eM9uLm/5Fzb3rwx69a10FT1190Rew/1v+N3978LphpanHWM1Eh/PH9Px7sIhThXqplx1iMrfl/95Hu3h04DqmsgUr1j8ouRc8fW3u+g9V1dcTKbH+nP5/4j24Ia5r1XV1wEy8Ann/W97CgDrRJ695xa12Bta45H+2PvxVSMjrR65rOfpe9r24/3v3Xw161TrmKgj6gf644PvXhDzPWwSPPqQlQDwLjj6EcX/Jv7akhp3eXVxKy/Z1KikIKkHgm31Nh7ZKVGOrrIAQehK25PHHpklNo10q7X5/cYRgj/AGJ9hjc42asaDuPAdCzaXqwpx6OxJiN84fdfT3VzQz4yXI09DnmqDTeZKHbFfMFmzUAccSlSwDD6Wv7C0+2/T2L3W+dsUzAKASC9TSmM6aAnoVQ33j3QG1r4jRKQ1eCsBWp+del72PX46u3nlaTEamw+Dc4agqpZnmqMi1H+1UZComf1FpT6rfj3H27SK05WFQiqSoA/hGB+3ob7XHIlmhuD3sNbV9TxH5eXSQsrRHixX/X/AKW9kua9Gy1KEk46DzcwVVkK2Xgm/wCT/gb+xPtRJZQfPoL7muC3p0AeVlAyLWIuRdlNuefx7kazVmtdTcOo9vJF+pK9RhMhB4IIJFrfn24Yic9N6xTrsyrY2JB/BPPuoQA163XriXDAXINvzf6+7genVSeo7E3tcarcXHtyPPVGAI6gTkBgvFx+ri/+9+1iHtoekch8um6ZA4IJFgSb2H1v9Le3oz3UHSScClemidQQbD8f0H0v7XRmhp0iYefTdImtdIH05JP/ABT2sU1FR0nkSuemmRdJI/V9fx/U29vxtmp6RkeXTfNDwWtfUP8AYj2pjkr2jpp0BHTW8RVuRwbWAHBF+b+16tqHz6ROGGOsZhuwPGm97W/APveoDHTdDx6//9GtFsIr+nSARzf30F6k/qFPgVBsEuLc/wCJ/Hv3XumebAA34H1P4/P496p17pplwVidUfHH4H9P9b3Tr3UF8Cp1ELwObW5/1vfuvdQZMCvPpF+Of+Ne/DqyVr1DkwAAGlRck/UfgcX9+b4T091GOAFz6bD/AIKD7Y631x/gCfVkB/I4t/r/AE9+6917+AqRwmkW+lufr79T1691mTACyAKP8R9L/wBCb+0zgK1Oqk6TXqSMCFHqW3P4966VKdSg9d/wReDY/wBBx70TQV631mTCDgEX/wCK/j8e2Ot9Slw/Nvpf/AH6f6496691kOICi5vzbn/jXv3VgK9ZkxMdlOkkj8f4+2jxoOqgZwaddnFqbgJYj8n6c+/dOVpx68McBchRb+n5/wBh791vrkMeObfm3BH/ABPtg8et9czjwLaUsRe9+f8AC4PvXXusqUUYUlgLi39Pr7akPl06hoteuYpk4IT/AHr/AIn2z071mWBQDyBxzwCQf6C3v3XuvGOPkG3P+t7ZbjXrfXYEagAWsLj8H6e69e65eaIfV1H+ufp711cHrAcjTwkMJQSp/B/ofdDx6t070W9Y6ZlCyEAc6W/ovPHvXXulTF2l4orpKVt+dR91f4evdN9d29IAUao0KLWOr+o9s9bHSOqe0PumZUqdTE2NybXP+IPv3HqwGeoA3UzsWMwJP51Xv/hc+07YOOr9OdFuDyzohfVz/X/b+9de6GLb1Z5dFja/45uf6e6v8PW+h1wMAlEYILFrD/Wv9D7Tnp5BQcehNpMLqQalLcAD8/8AEe2pPLq46xZPCKsDMY/7On6C4/PtvrfQW5XGi7WUabW0/Q/4e/de6DXKYxyYp4Zp6SsoaiKtx9fSuYavH1tPJrp6umkWxDIwB/x9tHj1cfCejGxjCfLTZGX663JVRbR7+TGCan3BTMKTG9vy4qLxYOkroeAcgF4drXc39+62OHVRffPVcvT2PgoNy46HBbxxGZbDdpVuPpQfFUy8Y2CljIJEj6kEjDi3tpzXHW+nP4x/MHuX4L70o66lNTFsndEzruPa2Xgauwe9dp1TiOupZMfKGQOEYeMgX/p7pSvW+reN89V4HtDadf3v0FHiocNV0sO48z15j8lT108tLkFEs9TgaKEloGidyr07eri/tqRsUHT0dQtD0Satq2kEgVJInRnjqKWeJoaqnlU2aKaF/UhB4sfbAxjq/SMx2K3Rv3dmO6/652rnewd+5qpSlxm1NrUM+RrmmlbQn3704YU8fIJkkFh7bmZYh4sx0oOJPAdedo4YjNMwRR5ngOrpOjf5HM+EwcXbH8wXs2Hae0oY4qpeiuuKtajdsrTKJFx24MlTkqZB9GiCg/j2UruDXrtFtqE0qfFbCfkPMfZ0UJur7hI0G1xkgV/VfCfaPUH5dG/z/dPSHx12XUddfH3ZNF03svCxxyjc+Fw8FbueupFj0Jj9xVBR5jLPxrswIB9rwjUq5z5+lfl8ujqNGCguamgr6V8yPkeq3vkL8ptvbwqcDtOimm3P2FurHSSphDkTRba2tgkGqTMZGqqGISYr6iGN7+/Htz+zq+AaHqln+YD2BWzLtabHQYyorH+yiwGbV/PTSR42VIclS04BPkgYKxLrwT7ZuBKImWGmvFNXAevTVyJ/CZLQDxDShbh8/wCXVUO6ezNmYrtyPsXZuAOfy9IceMVhM64joqbdkZW2RhoGsHphKupAwI/r7Ct7c26XQnjBkliNFQ4z6geY+fQN3C7tlvPrIk8W4gIVI2NO44rp8x8+rY9t7uzW8NobS3u2P2ZDvLHQSNXHcKouLgyNf+/VUlDUqVp4yzklGK2XgH2eOXeFZMB/ME4BPkD0LmeR4Y5iF8Ti1cKGPkDwx1lxWc7I3RV1OO23T0Dbt8lNHksfvbO0b0k9E8xAg2RLS+MNx/bW4UWv7bD3LLpYDV5gny+XVkmvXXw4UBNc6iKgfLph7NzmQyGBosBjd4ZKjymKyxoavHZS1XV4LJNJ45koN10gWPx6rlYmYmw90lU6fD1U/wAn59PSxl1qrELwweB889OFBuGDasdF1cu+9t4nt6veinwVdvrblfQYbconYGKRNxVDCKpBJCiSNtIPJ9pXlijbwtVZBwB4H8+mDNFARbF6zCmmoNDXzr0YTC7lxG6spU9TdoV+4sPurDxQy5fD4hP4biNxV5XyU1Ris6QEngLAeJ1YgDj26jhjofDeY4U+zo1jmZ5PAOJAO4eVfl8ujJbS7/j2nQVmM3PUT0O9tj0ogp8WtDU1OdpsE37VDlKunHNbCg0l5Y1sACb+2pJFbtr8PXvHjY+HWhXjUdGk6t+a2Sxe4sacLu7DbmwlVt56zH57KSLU4XJ5OGwyWAp0qC0dLLr9OlxcHj3rDDt4nq6lSNamoPRnt07P+K3y1weP3Z2ntw9U7lq2kxlR2FtaOLCyYeuEf7KzxAKlbqax1RLz7rQ9PICMnqsHv74Ydv8ASFJUbrxqL291GaqWPG782hC1Xk6Okv8A5OdwYOHVMjleXdrD377er+QJ8+iQVlLT1kJqKSVJkJKsykEo4+scyfVHH0ZTyD7ac563Qjj0gcpSxwK8s0iQwwK7zSylUjRQLklj9P8AD3Tqy8R0P3Unx5izW18R3n3lS5fbXRVXnoMPtDb4DY7dncm4UkDx4zF08tnjxrWtNUEFSpPPtM3HOOn6jrJ8qv5i/a2wqjc3RXQp2xR4zN4Kl2y9JtvExig66w1PF4qrZWOXSwlqnQhamq5u3IPuvDrfVJuM2fv3du7KjBQ4fKV2cSoFfnI1hkrBjmnOpqqumiGlODwDb+ntOxz9vVhg9Xy/GvqTqXoPquj7N7A64ywyGWAp8aN+UzHPb2ycC3dNpU84DQUAa2qUggr9D711fph3tvzcXYmel3Pumoj8scZo8BhqdEix+2MMD/k+Kx8cYAGlbeRjclhe/uh49b6DetqgBzxbVwf7V/8AH3rr3SFyc+piL2IN+CT/AL17TtXz6svHpITzKrGxB+v54vf3Xq/URqgm3IFr/Q/1/wBb2wa1631mimd2AB/3k/7z7o9KZz1ZRU04dLfDEGxNjYD8H62+ntP0+OHQl4cWsDzc3sR9L8/n3VsinW+lvEgCLfngfj3Xr3XU63RuATb/AA9tycOnF+HoPcxcsy/2eSf9e/HtnrY6D3KR62tyLL/vN/bbjNet9J0Uh8n0HNgbcgfj6e6dOxV1V6f6TGg8nm4uQLf7A29pnNTXp2tfy6eI6BVKsQ3AH44PH9B7oeB691KEBQDTcWPFrX9sDq6mh64soe9xzz9Rzc88j348Onj0m6/H62JCnnluODf6W9s9U6TU+I1AgrqJ+h44v+fdX+HrfTFPhgrkEHg2/p/tvbXTy/COnGgxugqVH0tx+P6/T2zJXV14+p6X+IpDpAI/F7WH9fdOtA9L7Gx6SBaxP1+g/wBsfadviPSqKpTpbUbLGoBN+OQf6n3rpzyr1wr0VwxtwRwSPyD7Y6p0G+dicK4YC6i9xz/sB78RUdOpw6BLPBnDab8XNh/gf6e2vw0+fV+gpr6UyM7c/XkW/wAP6e2JfLrx6YhSaTdb8f4D/Y39sgkip6ci4np+oGtp4+gUfX6/7H20/wAXT/Sspag8KCLc/X6/63Puh690rKepRUXm1lF/8bfgH20OvJx6zTZhIl4Ki/4vyOf9f37h070k8huC7adRH1C8/Qnjn2ycnrfSTqc1Zrlrte1r/wC39syenVl49McmYklbShsNViL/AFufbXV+p9Ezyuo5sT9Bf/W+vtg1630KO3aW7xk6gLrf6fj6+6nh05ETUjoyu0YQojYAj6Wv7SAUqOnQSRU9D3j4EmgBbhuLjjnj/H35ut9QMtjoyjei45/1vp/X3Xqykg9AJu3HjRMALD1fS1+B/j7akAGR59OnonW9qMpJJp1XLEG/9AbD211U18ugRqGdJCpFh/T+vPHPtjpyOg+LPWASG9uL/kf7H2261FelGCMdZPITYsR/jx9APafrXWN5uOLc8fq5+n9fdTx6svHr0cwNjxzf83/3j37p7qdHN9Pp6ebX4N/6+0rfEetdSQ9xcWB/1H0H0+vupwOvDj1kilP0H0AAJB+ntnpR06QSgfX62Nhzxz7Zlr5daPTnG4Kg35P+vx/re2+tV6mJIWIubW4PP+9j2nPHpTH8NPTpzgf1L/r/ANfpx70eB6v0808mni3HP+xP+v7Z6r06Qvckf7zf+nvxFR08vDpzp2Jtb9Q4B/xveze2er9Cf19jampys25KajkyH9x1hztPTQRGqqHy0Da8a8VKgu3jcaibWH59sSZbBp8+q1B4fYf83SbrKrcvzk7Wi6H3P2bNTbhzdNlt35XfedoXnz9AmDopZ121UZBAvipo1QxxhuBwPZzt73O3QnmHwVlRGCKH4EnFaedK46I92gsN2kXlJZTbmZWZtAyAASaeladUkjcOW2T2RmY9mZitmyGLymX21icqKd6iHNwx1DY+Wkko3DCUz2sgC3Nxb3kStit3s0TbjGoUhXdAQCh4hg3kBxPy6wYl3V9s5qnTZp3Lo8kMchBIkyVMbIfiJ4DHVvnxT3D2V078BO2+1MRNjJ+wNhdmR5fG7J3FgqhqjasFdBJTVlbXRVX+ZEyyM8CMBcW9xlzaLDceeLTbSaW9zGFeRGBLgcKU40pk9Tv7afvTZva3cd/K1vbG4LxwSqVCMa11auGqpIHQf/Af5Eb62ruiul29k4nfcGejrcxs7LY95MZu/IVlZ96+3JSRoUPI5CX+oIHsP8+7GLSdJ0AoqBRQ/Ei4DEefDPQ49pubX3ezmtrwuSzk0KkBHOWSvkM4PW7XsWj+PXz7+L1f8bMpHT9cr2zjZk2RT1dTDXp1n8gtuQ+Kmx+CmuXoo55lYNEGAN/p7KOXHttxhk5fYhfHUtEHyvjAYAPkG9PXoz5zj3Tl29g54hi8f6FwtyY+1mtHPdrH42jFKHjTrVP3/wBeb56d7A3v0t2phqjCdh9Z5qr2zuXH1cLKlatJIYaTKUmsWkhqIgkmsCxLewnd2dxY3LWtyul1NGHmpHH/AGPl1Jlpe2O52sW57ZIJLe4UPGw8wc/tHAjpbdL/ACV+Qfxqrauq6P7OzG18XkIZabKbKr5nyey8lBUEGoWoxNTrW7f0AA/p7bttyu7QnwTjNR6j0IPkemr/AGra91Fb+EOwIYScJFI4EEUoB0NO4P5nPzqy1DU4vHdqYLYdJXQmnr5NhYClxVbUwt9Y2keIgXv9VAPtW3MF6sLx2p8IuKGlOHpw6Lf6pcuvMtxPE0zRnUPEJIr5GlehM+LP8ybcmH7F2PtP5m09B211VDuKirNrdozRNB2R1HvWJyuD3OcohUSUMTk+aJRyDz7d2y/tJ7ZLScHxIyWBJzXyKn+j/D5jrW6bFUS3m0MYp5FpIhzHJH+JAvkxHA9Ln+Z/8WUzsH+zydAbfzW4ts56v/h3yFo6LTlK2rzci+fHdk7fx9GNTY+Wm8azSqLK5Nzx7veWo3iEGPVrWo1Oca+NB6IR5/xdNcvX5s5/3DfyIp0CS3VRSkVaFXY416vLjTqlhayKoijqIJkmp501xSqdSspF9Jt9CPofYOZGRijihHEdDPqLLJpNrf6/5vf6EAe2GNT1YU8+sKm5JJItYC30/wBj7sUFMdbMyjt6kK/1uf8AYk/j2mdRSo62HqOp0MnA+n4/P+FvbD/D1cZ4dT0N+DxY6v8AY/6/tnpWlSoJ6daY2C/4G/8Atxf2nl49bPHp4hJ+o/pf/D/H3TrXU2OxJ/IuvunTy8B11VTeKGokHBWJwP8AXIsDf3scet8Ot2j+RTtLF7H+Hv8AEsfFCuT3VWNkcnUqUMspkYjlxz7mr2bZI4twuF+NiAa+QHl8usaPvCmS53HarV/7KNCwA4Fj5nq3yMeSrJk9QZyQfwove/uTB3Tkk6l6hhjptqLxHT5TKsjM5GoIQEFuFt+b+zK3RWqXyvl8ui2ZmRQtaE8elDi9U9Q0bi8b+hVX8E8G49mVp3Nofh6dE1/SKLxBgrmvWpB/Px2xjNuds7Lr6ZFjra+R0cgAOw0hj9Ofz7xB9y7GPb+drmKLAcBiPmes6/Znc5N09u7SaXJjYoP9LnqhpJrerV9QDzyAP8PYDPHqT+p9M7SSgWH9eOfejw690JWFiWyfm4FxawH+t7S9Vz5dCVjKIvo4NrjTp+v/ACF7q+R0+DXPQjY/EeRLstwAv1Fif6/j211bp4bDxMLaOP8AW9tSCua9bQd/SeyO2oanUNH9ebfX8cX9s9KOkTWdepI7OYLgkfW3+9H2zJxz1YV8umKq2VT0McszxAiBGcmwNltY249ttQLX06uusuAONej51L5Tov4LdUjZmyKreWT3R2ZHmN4w0VEa0vBX1IoqLI5gRqStJEsgRi/A+vsTrALmwgtiRGTqlLVw2lTRftNMfPoIy3Dx73d3pQtQCJV4aa5JHr86dVf9492ZDDfIzNdIb13YvWWysNHTZXMvjXhaKglr4UmqRQ5GIC8Dq2nxo173Hs9Tk+S55dj5itYWupnJCIMggeekfiHr0HDzr9PzI2w3sqWlso72bBBP9I8VPp1I+bfQOK7s6u6fznxrmzk/WWBoKmm3F/CKs5F6nKTOJ2rpKaPUR9w4EuluefdOQub7flXdrubeIg1zIAAsooUYYx6UFR1f3A5Gn5y2e0s9nuDHBFqOuLKup7vnUk06rqzvREEfWMe/xuvNy9zdaztRy7Or5RjMvk6Nj46OFYZQAYeB5Lqbr9Pch2POzrzHJscttFHs25AHxQutUbizVHBvTOD1F24+36DlmPfYrmabfdqJXwiwRpE4KtDxThqqMjqwb4DfHyqw0EPyF783NtPr3ovahgzO6cJNMmRzcu8K0ibGU23YkPkVjqBYJ9GH09gvnTc9o3y4fatnElxNE2iOcnSGjXiHX8Rxgnodcj7bvvLtqt1uypb/AFCeK9uDqpI38D50ihNV9fLq3f52dZdR/LT4r4Pu7YNDn6TtjqCsx9FS7jysXgl3l1pWOIKda+mIEnkiW7KX5tb2Q2G97XDYzvIHW7iosycY3jGEcf01NdR8xjo+/ce6JvSW9wUG1XK64SAfFjnPxqT/AL7I4D1JPVXO1up6FKakkhjRSYYy0MoAZwRxcn639x1Pe3d23iTNhj5dSbabdbWcYWNACtB0Jv8AcnH48Rz09J5ZGAimjYAxxAG40j+v+PtA2BpP7fXpXQA0Xz/l0qcNioBKJHgRA2mPkcxFeNSj3qnl1vh0Nm0cZSFtVS6s0b3ViBaT/U67/wCw9skUx06mBWvRjttGJykcl439IDiwAjUf7rb3rq/Qg1cdO9M+plbUnjjZSLgW/Uy/k/19pTx6r0Am/cUKyCVEdgY4nYuhuFIX8Af196b4DTr3aBqOfl1Wz3TtcGHzfuGdndUiC3WZLH1t/Tn2YbJd/S3leAPmfXpHv1iLyyHmR5fl1XbWQPQ5etiZWj0TuCWGm4vf0g+56hkFzZI4Nar5evWONwhtr2SNhQBsdPNJUqpBDfTm/wDUf4j2hliqKMOlkcwBFOnZMiV+p5+qi/49ojaKxz0t+t0jrFJm2QNZ/QASf9h9be7JY1NG4+XVZNx0rqU1pk9bAv8Awnw+N2N7Y7/y/du8qKKuwXXsfkwMdQivCuUTkORILGxsR7PeStiseZvcux2S7Fbfbl+rmU/C7ivhKfsIrTon9xuYr/lX2jvNzs3K3e8v9NGR8SRcJKeeRjrdDrctU5PISyB2IZ29P9lY1NkRR+AB9PeY11fS3d2SD+XkB5AfIdYRWu3xWdmEIpQcfU+Z/b06UepNKaj5GN3N78XvYD+ntZASnY3E9IrgI5L+XUqux0WSp3idU8lyQ2kXC2t/vh7U3dil9AYmA1evTNreyWc4kUmnpXj1qp/ztdu7d2vuzakNE8X94chG1U0celXSAc+Sa3PPP1983/fDZLPZ/crwren6kWqQD5mgP2nrpZ7Bb3dbz7ZSz3INIZSsZJ44yB8utdnNTGvdoSbxqxDkqba/zYf09hTb4xbqGOD5dCncJDcGlKr0i6nD2JKJxb0j8D+o9n0N+2AT0H5bDSMdRabGP5VJFiDxxYW/x93mu9S58+mYrVlYEeXQvbbxYnRV03tY2PP4t7Be6XfhEtXob7ZZiVBXj6dCljsCwKWRrWH0+vP4t7CVzuIINfPoW2m2svHA6HbYHWuc3LVQR0tLMKYsoMmg3Kk2IHsgnct+pwA4/wCx0fQwBV00rjq1nov4vTJDTVVXQtHHZGYsgDv+SQT7Eew8pblv8oKKY4D50y3QY5h5x2zYojHqEk44ZwPt6sj2b1lSYKKnigoxCqgXIUA8D6n3kBy7yTDtlI0QAgD8/tPWPPMXO0+5u7vJqr+z9nQ6UFBBRQkEAHSPrbmw/A9yjZ2kVsvcM9RbdXU1xLWtR0y5utihVmRgBb/Y3/ofZVudylujMOjTbLaSVqEdFx3xuaCnWZtaqAGJF/yPcOc0b2kCs5OaHz6mTlfY5Jiq0J4dV/8AbXY0FKlXeZAAGsNX0949bnfSX1w0jHFcdZDbXty2Fsq/iI6q47h7ngoo6kmp1OfIscavdtR4X0+39k2O83m5CKCsQOT69Mb3vtnstsWchpCMCvDqvrcm4Mhuatkra+V3TUTDAWIVATwSD7nHatrt9qthDbilOJ8z1Bm57pc7tcma5JPoPIdJuwDAjg3/AD/vXsy6Ls5J6zDg25BuGP5B496Pr1QjV3DrISPwRf8AHPv2CM9VBp10GI/Vbm9iPoefbbR/w9X1DrKJ7EAkHTx9D/rfX3Qxtw69XrMsy/1ux/A5HupQjj1vxKinXKNzfkqb/X+g/p70RinWxk9SY2tcG173Bt9QPoL+23FRTq4Wh49Z/MfyLt/UDj3Uxeh6uR1kWa3N+frY3tf6+2niFet6yMA9e+6NyTYcD6X/ANt794A9eq+I44nriar/AAv/AL7/AB9++nHr17xW6xvVN+LC35P+3/PuwgUH16oZSeJ6wNWcm8n1/ABP+v8AT274WOmzKPLj9vWM1afQkk/48D/bH3sRfLqpkr6dYzVrawIuLXPu4ioa060ZPU9cPvP7IYc/n3bwz02ZEOSeujVEn6m44Fvzfi/v3hHj1oSRevXX3D/1bj/Ee/afl1vxI/XrsVTj83/wJB/1/fin5deMkfr1zWqf82tyefz/AIe6lAcda8ROK9ZkqFNrj6c3HuhiHV1k9D+3qQk4JsAD/XV9bX590MZGR1cSgmnn1KjkK+pW+hvY8gj829tOqkHUM9OKakEdClsK2W3FtvB+M1BzOZoaNKcG3mbyCZUY/wBLrz/h7Ib21lq0sdKopOeH59H22XTIwA4k0xxz1axtLcu9spnO3+69809JPj+psPSdc7UroESPDY8zQLSwYeBSP3HQkMwB4Jv7Bu7tf3qR3UcbMsMYJBFUUklcHgaAk04ivQ521LKyCbY7BJbqQtg97he7VTiFPCvDy6AelqPPGamTT9xUSPVVIv8AWombXIVH4F/cTXQYysxNa8D8vn1IiNGRjiMdcp65YVLFgOOB+P6e2YbdnbPVpJ/CShPQWbmzMblwHFjquPx/t/Yw2mxJoSOgjutzWqg4416L1V5A1OUqpV/Sj6FYcqSPclw23hWij1HUczXPi3bt6dSBU3AuBf8AwP1/1/bZjoOri4A65CrQ/wDGvdPCA62Jo/PrIZ4/9f8A1jb3vwwOt+Ov4T1ieqe3psD+Pz7uIwB0202eobSKOS3qvq5PHH+Pu+nplpPXqDJP5BYEAXJ/5H7fSPTnpl/hrXqDLIObW+hF7/7b2qiQk1PSZjTqGTxq+l/qL3/w/HtSooOmiR1An4KkfltP+w/1vbyenSdu6pPDqOwVgb/i/H4v/T3cEqcdMHjjqBLFb9PIsTY/j2pVzTplow3HqNo/xF/6e3NYp0yYe7r/0iQnGqeWAH9CB+Pzf30F6k/qFUUA49IsASbX9+6901z49DdgAARb6H8j6n/ifdW4de6a5ceLE6RbixNx+fp7r17qBJjFsTYfW4/wP1/23v3Xuob41Df0rf66gPe+nFbyPUN6FR6dI5HNx9bfke9N8J6uMdRvsYzclRb8A3+v0N/bHVuuD48fpYIb3tx9P9b37r3WEUEY9Nv8eRx72Q3n58OvdZFoo7WKgk/4cDj8+0rIynu6owJpTrkKONObAgD6e69KkbUOvfbKQSAthfj37q3WPwID6gtiLf6x+t7+2Dx6315Uh+osSBci/wDh7117rixQWIUc/wCtbj/H37r3XtSooHpvb/D20cmvXhQnPUeWSMi11Wxv/r+/dOnh1DaqgUXZwB/iR7917rC2SpRb9xf8DwALfgn23J5dbHWCTL0wBPlt/seDfge2+vdRxmqSx9RdgwFh9NR/I/r/AIX9tyfD06gHHrFNnRESjRtHIv8AuuQWa31BNvpf2x06STx6b33E1202FzxYfn/H34iop17qC+45CeGOof0/p7Zao7fTrfUCTOTG4WQi31H0+v491691FbMyfiRyBz6j/sPeunOm6TLm7eotweT9L/mx90PHrfTXPlybEyMT+bfj+nvXXumybNVCo5EzDgkD6m3+391f4evdM82WllUF3diD+W45+vB9s9b6b/4k8ZLRswI/xAufyfeurjh1mh3NUwelyWW/Bv8AQ+2GFD1boQ9r7i+5qFGrnUt9XHIIHvXXujWbOnDmElrj/YcG/uj1pjrfRodrEaEa4/Fj+SLcAe056fUADHQ54qaFYVEi8ED8c/6/uj/D1YdY85oaP8cr9OObe2ut9BDlYVYNYAf7D/H37r3QbZCAXdWN/wDW/PP9fdG49XXh0kphPT1NLkKGpnx+SxlTHW4vJUrGGsxtbC2qOoppV5BUjix916t0Z6Gk6d+Z2xq7YXeWKNN2htvTmaiuw1qHK9tUNGumklp3isWraYqssgvdlH+PtqTj14dVRdnbJ7EwHeGQxGS2nSV/8W2zL1/1JSbu/wAmwJoq6Px0ufrp5RaCqpFUmQixuefdPs63mlRx6avjbuzvf4m9ppBgNw02dbdFBPV1JSt/iOHxSYypJrHkoixijQsjRoB+sW459tSfCOnlLuMnrYR2x8e+m/mRtzbvcfYmE3L1fkt301JSyvt2jFDVZ+tpRasyv8JXSkcNQfVHJ+Rz7YrQHHCmer5NQPTz6PbsHd/x4+DHUe59pdGbL27srKh0Wt7+z3iye/8AM5qW0cNJSVk6mSIa7J443t7L5duE959RcyF0UYi/ASfM+v2Hosn2z6i8W6uXLoq0WL8FfNj64xTqvjuT5h7siqcpkN77ky2b3ZAtJkFhpZfXms1XknFGlo42IkZj/ny36fahFCxCOMUVfhAwAPTo0VVjVYIl0qowBwoPLqp7e3d/YO8ajsCqyG9q3ZW3Rkqetj61jiFdvHsLcpjBkpaCrqD+xTqL6/WLWNvenwKHq7nSupjSnl0WntXtPP0GOpFp9onFbo3LQw4qhyOAFRuDJ2l9D4mspkVlEtuGDG1/bE0vhpqNc4AGemJrjw4iQpzwoK8eg/7apq7cvQmLwWX2/kaaGmjkXa+6MrTpT7o23WK9svjp8ZGSqQO+uQMSLD2zKXmt2UVXGT5jr0uqa0aNWKGmWIyD0Rmq6z2HjsZjMp2xn6FcTtqmp8ns/JbbjmO5ezfuHtBtunjVQAYHB8kt72PsPXMFqArbgcplGX42pwQ9Be8tbVAkm6sC0RDROnxvT4Yz61+fR7+o0wef+Nr7h7I66r9y7awWRrKnGddYrKzY3O1tI0+mhq8lV0p1COnJTyljc2N/ZlGxlsvFmTu4mPzHp+fr0IbeSS62wT3sVC2Wj9BXFaefr0nK/eFLs3bDjeWRxmdGdlkPX6bWkByPV8dWoRsNlsw2lmZI9Khgx9V/dEZtX6jBgfhI4r8ienbdpGcfUOrI5PhlcFfk32dCN1tncXmp6Wk29h9p5ihoscYm21ubMVMFBvKslTTkaqXMOuta8XbxaSefz7sSFkMFAaenr6k9KVZEmNtGA2mtQDxJ8/tPS4G7KDr2Fz1ZsnLd87VKSYHIfHzsXblJm929eZOvYrk5tn71qtdYMfDqZ6WQEc29oQstqdSKZEqSUIBI/wBK3GnSCKK4sCZIdUkdatCVDMCf4WOaDj1I29S0nZGz9zbSzW4qXGbS2lXU+RpdtZzIyY/uHZWddfLBR4/KxXlqqCD6eGWQLwBb3VWTQWGM/i+JSfL5jpxJloBQoAakuaOp8h8167jzm9Npw0O5Y+19tdsVmzIlnpsdk8fFjOy8Vttj45Ycz4QWrKLQCqh2Kn27Wjk6g3ypkf7HRlCZAxVpFkbicDV+fy6VDUtPTbXre3dh7cpajrvd/kqd0UOJrEnrNn5dpA9TXNttTppopjdvJApb829tEspGkfn6dOrJLGwURVQ/EwPwD1p0KGA+Qk1RAmGMO6MZiczg45Outx5dqqs64ZqZbZKGprG1PHV6VYxmRAQ1vemliV9JJ7uB8urG+tI2WGXUQ+VcDtP2ny6tO+J/ykpto7ZxJ/i2OrtoTKV/jGarvvXTLwDRW0WWxMhME9K7HTHJKb29ucF9f8vSztbJNR5EcD9nSD+QXS/QfeGayO7+v6JOjeycjBPlWpqVUbY285Y7ySPR0w/bgkntdVjH9r2ywoePVgCMHqv6TDdA9AZKj3X8natN+ZK7zbU6e29U6YBmImvjMru6qi9YpVcB5ITcEcEe6Gvl16pGRx6Jz8tPmP3j2w8WZ3NmMNlnxdC2N2Jg9qrBiNt7Tw8p+2xsW1cfjzpFVFEUjdtIZiCTyfaaQjUSTWnH/Y6fWgU08uPr646I7hsp2Z2BvjYmKbbs2C3Bt5IGaKKjnTLbjYG9TX5VpFHlncG5LE3/ACfbIZ3oRgfz/PryFn7mwPIf5+r8Oi9ldf8Axz6Cq+wu08MtFjd5bsGfgathh/v52/nKWErT7ToYeZKahgmCtKy2BCkH3Uihp050AXYXb+/O7N3Tb77CyT1FVHCtDtjbsNosHs7bsPoosPiKFD40ZUsJJAAWP191PV14dJCSqN+b/TmxFuefdDx6t0nMhVBwxuQbH+gUAfn3rr3SLrKq+qzMb8Hj6/4j2y/xdWU06TU0wGu5PpJuD9fr+PdOrDj1DE1z+bE3HP4/p7Yf4urdOFOxFj+n1f7H6f196690I2F0kC1vxcfnn2lPE9KRwA6FDFlEa7AWNgOPza/vXW+ljEdSqB/gP959t9e64z3CE2+n1/23ur/Aerp59IHKKCzH/Fhb2n6v0gcmRzYWPFj/AI3590cnh17pPq5Dm34Juf629tdOxFvw8OlFQyFrfUEDn/H2zLx6eNK46VMEepVLC5YAfUm9/wA+2+tdTUpV+oUfQ/4cf63tgjPVuodTAq8qo5Bt/W5+vurcOnjw6ZZD6dDA/X6kXt/hz7a6r1gakDqwVQeDz/xr348OvdNs2NDagR9dJFv8Pr7YHp0+vw9ep6REcLpH4BIv/rWF/epiKY62elHRpHDYWHAIuP6E/wBD7Tda6fqeoCyC5Fr3H0P+w9sNxPSmI9lOlPTVAIBLfkE3t/tvejkU6cPAdPDBJomNvoP9v/jb2x1TpF5mi8kbHng88H6e9jqycegazmKJLsgFyPpzf2wePT3QZVmLbyMCmn9RI/PtuT4evHpPzUKR+m17/Xj6fj2x1eINWvl1D0iF7AEAG4txbn8+25PLpR9vU+CoCHUWP1P5/wAPbfXupr5conDEaQR+DcH2yaA0HWlA1dJqtz1rnWeLfj+nvfl090kanOGQkhiSSQT+QP8AA/717TkUNOt9QBUvIynUzXvyeCfbcnDrY6eKCnaZlP0FwT9fp/T2z050IGJoB6SOQtvrf+t+Pbbny630LeAogjRHgG4/1gb2PHto8OnYzmnr0P8AtdQCikDi30/J9paefToxgdDNj59KDg/63H9L/X3Uny691zyFQGiNxf63+l72+tveurL8Q6A3drqUmP04N/6+25fLp08OinbtozJJM1gebcg2sfbPWugBztCYmZl4N7C1/wAcH2y3E9WVivDpIiTSx1NzYfk/X204qvT6ZXrn5b35J/5Cv/t/afrfXRcH6j/ej7q3W+ukte6m3+H/ABPvY49P9SonPPP9P6cj2mk+LrR6mpISP8eeb/T/AF/dOvdZY3uTp4I4cf1/xX2yeJ6fBBFR05QyWte/P6f+C/Tk+2pAeI4dePTpBIfof6ra34B+l/bFRWh6oeI6cFax1AfX6/i/459tN8XSuMnTnpwgc6gL/m/454/r7oeB6v0+RM3p5+t/99b2yOqg0NenOGQggc3J/wCI97PA9PLTj69OYlMEMk1x+3GzKCbanCkotv6sbAe2PlWlR1bGrPAdWC7YrugOmvjThcZ2h2BuTYvavbkVXns9W7V25/G8lsfaFUhXFVVdJKv7cUhvqZTcD3dLcuUhgIkkdqAcAT6dJ2kkieSWWPRBGpYv5mnE0+XVS3dvS/f/AFTvii3l8buxdqdz7V3fipExXYHXmYo58vn8fWsJJcBl6OZ0khrdJMc0SLyb8+5O2JeWXsDtvMUUkBD0CsG0K3mwYcRXzPDqBedZ+eBu6b9yHNFdIEqxR1MjCuUKk1BpigzTrj11SbZ35u7NZLefSGe2Z2t11tmFtl7frMTNgdkbP3LQN9zN2FvfJzrGalEkUTxxAOHYWI9u3Vq3L1ibD69ri0u2731apZEOPBjFTpxiuMdF23bm3Oe6pvse0Ja7nt6ERxaNEEMgH+5UxIGsg9wGanpE/LL5H7Pl2Ltzozp3cWc3JS5GQ575Idz6Xx0Ha2+MgwnhxtFj4bJHjcaSaeAj9SgEj2b8r8vEXrb/ALjEsUyKUtLatfChXFT6uwyegxz7zg1vt68nbVcvc20zCXcbwLpE9w+Si/wxq2B6dFm2Xu3sHbm79m1G0K1YqzalJLWUppKVJpaqspI/PTVUkI4mlSykObkW9+3Ky2W5265lvlzM4pUnsqaEA/hB9OHTOwbvzLYb7YQbbJWO2iYOqjMhC1GocHbhnJ62W/5W3yh6yl25t7tit3zkaLu3rndtVvjOdTzLJUUG/KmmyKxVldRpIP2qvU+tgOQR7hvfNru+WN6MsS1jtyjxn+MNkU+wHj1lDy/vNnz7ysFLafqw8E3l4TjB1D1qOHVvn8834zY7snqjrj+Y11zTw1u6HwOCpu3tu4UioyFTtfMMq0OeytLH+4v28x0SS6bWXk+xHzXsq39nHzHC6aplBlFe4GmGI8q8PToBe1u+DbN2ufbu6jdI4Gf6Z3FE7clEbgSeNOtZp545VVopFlhkUSRzR2ZHRhdSh/of6+4qcFCoOTw6nAA4YY+R/wAHTTUOQGINyfzxcfj3o9X6YK1YpYJaedPJBOjJMjeoSI31BB/2/tOCQQQaEZHWxWvaK/7PVpX8ub50Z/qnem2epd+LNvDGZJG2dtN81VebBf3HyjeHJbQymLqD4J5GDuYpZORcAfT2cQbhJBIt5ACWXtdSaggjJ08M5z5dE+77HZbrYSWkoEasQ2oYcOuQwcZAr5DB6b/5mH8vKD42bizHfPx1kO8/jvuerTN712xib12Y6QzOc/ygUeSooNTrQs5OlwpVB/h7M9wso78BrZlMukaSKUz/AKG/ow/Cf29JeXt6muIvoN1jMM6MVUtgTBfxp9v7eqlo6qGdI54pFlp50WSGdG1RyIwurAj+o/HsGvC6sUcFWBoQRSh9OhI8gViEPWdWUAkc8i6j/H8+/aaLQdMs5bj1nFvqeR/T/YfS/tilDQ9XjfQQnkepMBNiD/gAP96t7YkAHDz6XKfQ8OnSI2VNX54N/wCv+N/aQ8elUVSD060xNxzwCOP6j+ntqXgOnD09xkWAXgaT/vJufbA4da6lxtb/AH30tz70ePTy/COudTH5oHS9w8TcADgkXv8A7f34cet9bZX8izv/ABGR6brusMjWJT5HCZCSIU8soDtDe8RCseBf2O/bre02vdZdvmOlLilD5FvQ9RH7wcuy7vtkG7Wq6ntahgP4TwPWw2qWRZ1YHygaPHZjY/Q8fj3PmkqvievADrFzX3mE/hOa4/Lp8pvItOkaRtqZvW311E/09mMPjRxKFHHj69Fc3htMzE4HDpcYOmioFqMrkWSkx2Oppaupqp2CKscSa3uW4/Hs+sUW1D7hdkJDEpZmbAAArx6DO6zPdFNvswZJpmCKq5yTTrRL/nEfJXGfIX5c5qh29Wms29108uKjnhcPTy1qtpk0aPSbDi/vB/m/ehzFzReb2hrHI5WP/SrjH29dGPb3ltuUeSbDYZRSVUDyiv42zn7K06q8WdrqGsSPoV/Sv9Lj2GTx6GXT7jJiZVa/0PPI5H9PeiKinXuhUw8wIjtewK2t+PaalGI6umK9DPgAr+O4X+ze5/p70SQMdX6GPEwI4W6+kBfx9OLnn2x1vp7kpF03ReCbWPN/bMvEdbX4x1DSjBb1KtlPP+PtrpR1MOPhZL6QSfpfkC449sv8R630is5iVqKeogCgeaKSPgfQsOCD7oy1U0NCR1ZTpYNw+fp0a3sKeqn+DGG7KwW5KvDr11hczhs1R0ExigrqTWfFHlkjPMnmCmMOP6exNHDNe7bYrEQf1Ar046aitfy6CEjw2G6X/jVJaMvHXzehpp/PrVl31T9c5TqrN9n9w/xXfHY25MtUwZSTIZ2oxtXtbF0E5lxDJRxEtL5jZXDCwA49zxs2576nMkXLXK3+LW8CgxkRh1mLDv7zgU8qdY7b/tnLbcrS80c3n6q6mc+IvilGg0ElOwHOrga9Qet/m92b19l9vbbqOxcQnW9NT0P2Gz9lrGlAacqEiTLZIaXNSI+G1Dg+zDfvava91sp77btvkTcGYtJNOTUsOJRMjST/AC6KeWvePdNp3G323dtxjk20IFigtwKIrUprfB1gca+fVj+zcbiO9eztv7q6L3JsehypxrPnNp76q4KzN1okhDTzq9bxKCb+MXJB9wBfNdcv7dPbcwWs1A/Y8YIiVuHlwr1kjZQ2fMt/bTct3kJYrV1kIMzIfWvGn216MX8cvjD8odvZrfu8OyajbuJ6tr6+vFBsHKY+i3C27skjMuPj2/QuZIYNQsyyEqV923neOVRtUEO2oz3egFpVJVV1ZYE+bA46Z2naebm3uWTcnCWYkIWJlBc6ahSP6HVsmA2LRbJ+CfYG+cjNUruPcOVptl1+DaubIQ4SdqotHRvA5KxuiMPSPoOPYdg2+FOWLrmVH4uIQD8+Nfn0eXO63NzznZcqzpRYozOWGCfQfZjqvVNu/wAJpoUdvNU08SKj6QqKFFuT+SPYQUUHQ8B1nV616aHmgJZah/DKXZhY+hyV/Qb/AO390bj1o8eoFPXpDLIrFFa7aHLXXUDwzg/Qe9de6VW2t1wiraKWUSO19QQjTIV+sgH4AHtoipPTqDHQ2Yrf1OYbGVZUXSiBLKyAfXke9Dj1fpUU+/op5SBUAoAB6bECwsBc/n+vtIePVeusrkoK+hlUKYzpZ2seHuLX1fW3urVpQde6Jr2vSUket55FJa/iu10i1CxJ9sDUD29LDQx6W4EZ6rH7MpIYMjMY0IdJmKP/AMdQx9RJH4HucOVJpJLVAxqGGR6dY/c3xxx3TBRTS3H16DmOUx2IcLx9L3+v59id40ftpnoJLLpGr166fIKLFpCf6Af4+9La+nHrz3gBA6Z8lkj9tMEJAMchH4NwpNgfZhaWi+IuoVNR/h6QXdydLZoKdben8gHd2Mw/S7UVJLFT1mSyssuTCFTMy3GkSH6+w7yNvL7R7r7haymniBBXzKjhToQe4+zDe/ava7yNdQh1/kxpn7etomglSR4npyJI5EDt/qhcXHP9PeZNtKrsrR5B8/PrCq6jkRWSfBU06UzVVNRxJNUSIjn1ABgGsP8AD2bm4t7ZS05z5dEghmuHMcS1HTNU9h4TGO7yVEUcUUFRPUTSlRHGkETSM1z+LD2W3POG2bepMrhQoZmJpgAE9GMPJ+5X6hUQlmZVUAZJJAp1omfzMfkPU98fKjeNTjspLU4TbVbNhseY5PJDop5ijFCDa3+t75ybvuT80cw7jzVekuLmVliJ8okJC0+09dM9m2iLk/lDbeULOiSRRK9xp/34wqa/PoiRpi8evhvob/kn+p9lGsI2T9g6XiOgyK9TUxvnivYEE3t9D/Q29tG68Mmpp04LQSrgdYP4NaQaV4vz/wARb3v64kUJ6r9AVYY6X+26J4WWymxb/Yi39fYd3eZHGOhFtcDBxUcOjg9Q9a1e76+kUwM0bOnGk2/V+fYQfz1ZrwH+boZAAE1wAOrqeh+g8Lh4KKWspYWlAQ6NAIFrHn3JXJnJa7lKl5uWeGlfL8+or5252lsIHtNtJFMM3mfs6sk2vszHU9KixQxKsaCwUAWFv6D3lTsXLVjb24CKBQCgGKdYnb5zJdzzEu5JJPHj0oayjgpQNC203/1rD2c3NtHAoKjootrmWc0Y5PSEzWWjpVZgwFgRa49hbdNwEALKR0Ktt257hwCOPQA7w39S0aTq82mykklgAOPcR8x82wWyOJGoepb5c5TnuWTStR1Xr3J3tiMPT1JlrlBHk9IddbkAmwHvHred7m3SUhCdJOB5nrIXYtih2qINIAWH7B9vVQXdHyKqMpLVpRyMqamWIBvUw55IHtfsnKtxuDrLdYQeX+fpFvvNdvtyNFa90hHH/N0RfMZmuzlW9XXyysWclA5JAJPHHuYbGxttvhENsowKHqG72+udxnNxdMST5dN7fp/23+9+1nSXrDcfU8gf6xsffutMaDrvUWYaT+Ofxx/T3rpoEgU64Am4uSOebnj37rXXmkCknlh/QfQf4+7iNj1Uso6x+a5CoOfqb/0978M01Hh1R5TXB6cKcE3PBIW/+wv7TSeQ6fTIr1mjIuBbkn/Dn211fqUrW/oCOPx/vHuhBHW69dmSwvcH/Wt78Knh1bWesT1IW3J5/px/vXvYUnqhOc9YGqvqQeP8f9t7usZPHpppkGR1GeubkXsRe1rf7D26ID6cemDK9ajHUZ6wlf7Qv+CT/X28IBXPVDPp4nqO1QT/AGwLfW3+P09veABTHSX6hOsLVdvo/P8AsPdvp18uqG5pw64fefm5A/P0592+mPp1Tx29euBqr86jb8W/1/exb049aM7+vXf3bf6s/wC297+nHWvHfr33S/nVf88n6+9GA+XXvGb16zCrNxY/T68/UH/X9tmGnEV6uJ8Z6zCqB+jG9/7X0v8A4e6+CPTqyzgHPWeOrJ+o4/w49tPBTh06Jw3UyOpUmzXU/g+2TEwx1dWPFeHUqKpJ/J4/sk2B/wBiPbRjzQ9PiRhkeXRjvixS4zJ92Yn+O1SUWOwO38zuGkqZGARMxRwMKJCW4tz+fZJzALCDYZpryQxlmVBpFS3Dtp8+j7l1rmTdo1slDkVZtXADzJ+zo5XaW/67ZfxT6p6zqclFPV9rdi7h7JzctORHUVFHFLJBQzVyrza6BVU8fkeykQ3T7LIIHAt1bWqDJygWhP8AOnR/I9nZ82G8qTPHCIqtwpXVVR+dK9ARQb3UoCzHUQLH/D8fT3GNzsLFu0AdDS33ztGs9YMlvWPxuWmAUD1MxFgP9pB9uWmxMWA01PVLrfNS1LBQOgbzu8ZMlJNTURJRjoeU8XU8HT7HW27ItuBLPxHAdAfct6acmGE1HSYgmMJ0lvza55uTzdv+K+zWWIvw4josRin2nqaKi4NmH+wt/sb+07RsPiHSgSjz67+4PBDC/wCeePejDXiOteNH8+vfdv8AXmx+lvfhbr59aMy/hz1i+5k+mo2+t/z9PbvgocAdUM54U6wtObMWa/PAJ492EHTBlU+fUd6tUHP1v+LfS309upD59UMwGK9RWqwR9CB/vf8AX28EoMdNGZq1BHWI1I/Gr/Yn3vSfPpsvq49R2cs1za54UX+n+Pu4FBTrWoUp11wWsTxwT/Qn8+9dN9YXILXH0sOPp/rj28gIGetHqO+kyKQB9QCB/QW4Ptzy6qfir1//0ySy5qJSbIebiw/4176C9Sf01T5iP9NiOCbH+o59+6902yZpCCOLfj/Xt70RXHXumybNQm4IJFrk/wBD7qRTr3TdJmIeQbhfqB+SLfT3rr32dQ5s7FYgL/iP6+/Dqyipp03yZ2I2JB4vYcfX/H3s8M9PdQZM5Hc2ADEfn6mxv+PafHl1vqK+ei/Iv9bWt/vPv3Xuorbjj1WCjn6f61ve6+vXuujuFdOrTwf0/k3HtM/xca9a6wNuMAE6QSPz/r/6/unTsNaGvUSXchY+khTzf/ifeiTUU6e6gSbjdSTf+1b8f7f20woade6jNuOY+oOARewtwb/1t7r17qK24Zyf1ji9xbi5+tvfuvdR2z1QFN5Gufz+f9h7Z60Mnpvmzk3+rf8AB/N+Bb+vvfT3UF8rI36pGPH4JI/3v37r3UR8hISbNcXHFze3059tyeXWx1jatY21EgHgjmw/IIP9fbfXuuArWJ4Nv8eb8fQk/wBfdWAYUPV0rXrlLXzSNrlkaV7C7sbsQOBe3+HtOePT2rV+XUY1R9RJAPJtc/7H3rrfWJq024K39tOADjrfUOSv03IKkkc/Un/X90691DkrjpJ1A3Iv9b/7A+9dOdQJsgbH1ALzcXt7oePW+m2bIG50leQP+Ke9de6gS1nBtYsP6n6H8+9MKig691AequCxKgtweD+P+Re2gBTPW+sPmJY/gX+vP+9e6Hq49OuJYXve9yPz9P8AG3tl/i6t0ttqqfIhuQdV7g2sfqBz7r17o2eyKyaEQam1C6j6k8D3R+HW+ja7OrywQcWsNNr8e2D06leHRhMR46iFPWFewJ+v1/p7o2V6c6iZ6SWFOOQFPJB/rf6/7f2z1voKK7JWLLJpvc/1v7917pCZCrhZmOrgDn/b+6N1ZT5dI+tqQ5vf6E2P9AB9b+69X6T38RyWNyuMz2CrpMXuLB1SV+Cy1O2mWgr4zqjb/ao2IAkU3BFxb21Jx68Ojpbl2dtj+YD0JuXIS5Cn2v3x1asX8V2zTxsKjP1NZETLufCrTaXEExAadU/T/h7p1vouvxm+HmM2HhqGv7SAfcGB/iFTU7ejnebMbmcFnplqY5WZ0hHBEVrk8n3R1qOnYjkjo8GU+UFR0Vt+mzvYVTk8tQNjI12513tmk8u6o8bApWjovHApWFSP6qDb6n2mPy49OAAY6IHvv5Y7m3JV1WSqdt0+T2bUYus3TQ4TIOzf3Wr2laPH0GYjJ/erncooRf0nkj3RtYQ1H+c9VVgFOCacKdFHz3YG9Jdq0PY2TzWJxXZUuQepm2/l6yOoTbWLqHK0sCzX0PVMv+ajAup+vtgMHTU3b/q8/n16OTUmtjpp65p8ugxOG3zUZjbtLXbho9x7+7hrdW3ti5CqhwUe00EmoZzdufrbRSrL9Y6eBlcqfaOSaZZlgCir8PQD1J/ydIZJ5kuVhVAxk4elPVjw/Lj087soe8+uuyqTrjZ3ZWxNpbmp8VLlt89ibMok3Rs7Y7mINDi5pD5wMnL+lIwwbV+Pbc1wzSeDauNQPcaVCgeX29XnuX1LbWcqhq97UqFA4j/TdL18z/Ber6PdVHgqztfKbA3KuF7RpKwedtzbd3Gnny2fr4U4p6oa2qIEIBCgD27oeOI+GNdDUgn4h69LNJhhIhXxhxNTlgeq5e4ajBNunP0/Xm4avP8AWGMjSp63zG4GpKUbVyT/AL0+M8M6hvMjsY1v/Qeyi5KJUIQ1cqT5H06JLl4oqgEFSRpJ4B/T7R69Gg+F+d29haXbGIy9bW5/Eb6p8vg+wcPnZGemOXyM5+1fHgWLQsSHYREe1dkiwRCNgSzVLE54/Po22qEWtssTjukJLEmv2ivp06dudUdXdQ5Ddmz+zsTvXeVXmoh/crA4Snmxez9r0rSGop6+GsqBqqJLMAyCQtx7TSWccazeIToPkOAHy869Uewt1EoJbw6ZVfhX5r516KTvftfEZ3a1HhNvYrL4g9dD/JqPatNLDk7xMAtfkyo1sCwBPtNPcJb2/iQgvSgoPip5E9Jri8i2+yNxaxtLQCgX4/kT5k9Tupe1ex955mrqNidgbu2l2tR4+GmFEstNBkNypI3jhol86EWAsWYi4/J90guxdArFWORPiQ8W6UbduQ3JB4ZMM8QzGficcan59CBtrOd3VlVmt5V3XeAxsu2ci+H7ITcFQ1FXb11MWqpIZJSv3NQLEq8PAPtnxJrssFjA9Q3mB/l9OmEurvcWdUhVCxo2vBYDyHz9OhOG88HncVT73ohkthZKer/u1s/t3dNG020vGeKrqrsCliCkU7XK01U5AuRz7bmcRRhmrE34WPD/AErfLqs0ohhDTk2r8EkcYx+GQ+h8j09vWPtDFVfZXRGLz1PnttGip+ytt5eolyfWVLUSp+/mdl1cRNM9PLyyROWIB9vd4/UTuJAqPL8ujmMTqPFtyGYgalPwmvmp+fQp4ncdbndnUfbey+wWI/iNJRd2dGVSUzYjAxV0oim3XtqjddUtDKpKulNYhrm/vzMAveKH0/zdPiVQoSUUJ4p5faPl9nS9x+1907N3FubE7cyu3Mt1ZuPG0+Rl25iZpZaauw+UAmlrNvEuzUddTca45Wu5+g92DEtxx/gPSmLVHJ4Ypp8l9OhfzHc0myZ9nbYysO7sjiFxnm2RkmmWulgyUa2oKPLU8A8lJrcLD5JzpPukjAMAc19OnGm0SCNwe7geIH2+nRLPlXi8vvmlxW7sBsfcGA7P3rJNipMBumqWWi/jtJxUzYmoay/v/WMA2P49symUIRGKMRj7etXLzrCFtx+q3w14V6ri6vxG8spvyt21j9o7hm35t6uSlqNnGjratqPKrIBPm6mAg+FIf1hmGkgXHB9ltvL4ryKRRkoCvz/i/Pov2a6lu7idJ10NF2stcV/i/PrYR6RospQ7Hou+PkjjtobY2L09LLhMFk4MYlP2l3ZuiRPG23MQihbUsb2WWdkIA/PtbUHoRV+XRV+zO0Ny9t7vl3bueSWmoqd6iPZu0vKWxmzsLNKZYKOmgX0ee1vLIouTfn2y/wAXXumikyoAH9Bb6XIJI+o/x906uOHSw2lgN59l7txXX/Wu1snvbfOcdBQbexETSzR07OI3yFdIgIigj/UzPYWHupp+fVuj157+W9mds0KrvfvjasW546Wnlz2H2xSTZem2hWVIumIzM1IWBmQ+lxxY+69e6KF3f8V+z+mcTNvCPIYbtPremkiiym89ksJ12zJMLxruDHoWkiH0DM9gDwfbL/EetgV6KXJURN61dXjkUNG6m6urfRgfz/sPdOrDieuCzqoBJB/pcW5HBv7Zf4ur9S4qly6gAXJ4PunWwaGvQkYao0qha17C4/w/r7SnielA4V6FLGTAlbWAaxBP1/T+Pfut9LWmnCgBufp+bHg+2+vdZ6iVWVrEeq30/wB6t7o5x1ZTTpEZFgWN7XUkD/H/AF/bHTnQf5KMFmPPqPPur1pjr3TGsPr/AFKPULfS554v7Z6spofTpQ0kYFiCOQSeOCQLe2ZeI6U8elbRuNK2+tlFh9B7b6105KCo5/Jv/wAR7Tnjjq6ipp1gmAtyPwTwOefem4dOnh0x1EXkDWH1P0/I/wBj7a6r1xpqeRG9a/QC1hf6D8j348D17rPLCpJJ4P8ArC3P+HtoEEUPl0+vw9M7wkOxFhze/F+D7ZkGK9bPXNJQpsTY/jjgcXPtnrXWeGoUNcPyDax5Bt7ZbLdPxE0I8un6kr7AWI/AsRze/Fvdenq1FOlVSVolT1nk2+l7W/Fx7ZPHqh6yVUXniJW7D/abD/b39+6snHoOsxjpBqYJe688C/19sefT3QcZDH2YnSTcG9+f8ePbcgJGOtHpEVtIE1DTb+npvYX9sdWiJ1AevSLyEZRyeeL/AFt/vXtuTy6UjpOS1Qh5LEBBcX+pvzz7b630yV2ZtHcOBfm1uR/r+2eBp14fFjpJ1GRkl5Bvc/6x/rf34iuOnAKdd0lPLO/0Yi4P1H55Htjq3SrpcewsNJGn1fi1zx7o9KZ62Olri6FyygrwdN/oLD8ke2er8DToQcZSFGWyfQ2F/wAi9/bUnHqw6EbFoFZNQt9Pxb8/T203wnrY49DHtmVQAzWAX9J/3sEe0tM16U9CrQ1kZSykXI4NjcG3vTcOvdY6yRpFOm5NyPTwLfk+6dbBoa9BhmsfLPrLBiCSR9OB/j7pLwHTtaivQFbpxBu6hefqbgf7f2z17ou+5sWyB/SQPr+L8c+2W+I9b8ugUyMbQzW+i3Nrgf1590JoCR0qUAL1C8hBFyovYj8/63HtLXPXuuYkuSTwbfUfk/63urde67SQ/qvf8C3A/wAb+/Y4jp/qbG+sAGwPHP8Ar/k+2JQK160epEb2IHHF7e2+tdZ45Lsf6g2BI+hH15/p7apVs9KFFFHTnA4YGxuf8Tz/AF+ntmUYx149OtO9wLfS62/r7YHCvWjnp0Rh/Xg/1/r7acZr0qQ1UdTYW9Qv+Ctre6Hh1fp/hYMv15uf8P8Ae/bPVOp8BABP5B/2AH9T78Tg9Opw645pv9w9kk0M+Rw0Jc3AVZstCjMT+BYm/wDh71bqrzKjjBP5dOoDqJ8gCafl/Prbc7Sy/wAXdmz/AB96oynx8Tee+N79A7IxybjqKCnk2rnpshShXoxWyoVkKFrzaX4Htbuxs4DHDAhRggLGuNVeIPQR5Z/e1xHcXd9L4itO6ov4vD/hYeQ9Mda3HzS6g/lzdI93b6/g0fZG2t44nHNNg9r9L7nem2ltrslm+4iWDIyO9KJUluXiH0tYi/sVbNzHzlcW6RKYZIR5zIGcoMGopWnz6A3NHIntpBcz7gUuYLqtQLeUoglbI4nSW86U6ATvjt3trtD4x9f4yLd9T2n2lvGDcNNPVZj+F0FfsPZeyaA5J2yOSx6QiornhGhlkLarfQ+3tr2ux/rCdwv38CyRlPhgEiWSQ6VoD8Khs9FvMO+7pHyaNm2eP6rdJlk/WYqrQQwLrYsRTU5XAB8+qc8NlkqYsfFBT/x3Hu4n3DRTxCnkqGB1Sp5LBbE/kfT3K91ZLbzSSzt4LjELKagDrHbb9xa9tYooP8bjbNyrCjV45PCnz6Mz8eN77brO0Z6N9sSQtgaXLZfatPQzxCto54qH/gBPUS3SVFtcrY3+nsA877Xe2e0JfpPVJyqT1HaQT8YHEH59TD7W8ybbuPMk2zSWgWW2Dy2xUjWGVf7MtwYedPPo4nwQgqspvifsXB1UVPQ7G3hXZfsymx/hTKZykzmWWNcDhaNhqaddeooo50mw9hPnKB4ZUjuWKrJFEkFc0UChevmP59SR7a3kL7ZNJbqJCtxPNc6Mfrau2MrxB9f29b6Xwxw+1vkB3p2n0Jnc5jaym2d8cR1nlMTWTLJi907U3bjzVYjJrh5idWSoZqr951W6hL8W9uciW775zHJZyMum3tzG4rh6/CwXzIOeib3YvhynyXDudvG4lu71biJgMwMpBeMt5KyilD5nrTL7d6qzfQXcnbnRG4bjI9X75zmBomdWQVG20rWGBql18kSReoe433m0FhfNbqCNLMuo+ZBIJ+w8fz6nnbNyi3na7TeI/huI1cj0end/PoMJWGq/BCi3P0/x9lR+fS7pP1L8m30Zj/W3+29sVoajr3TJVqZhZJ5qOohdJ6GuppHhqaCsiOunq6aRCCGRgGBB/Hu8Uz28omTNOIPAjzB+3p1e+ob0p/xfV+n8ur5eL2bLS7T3rVY+q7Z2ZtSv21u/r7Ix/c4r5NdZ1cH20uulq9UcmXpIuRpXWW/T7N4Fa3k/edmf0WqGXzB81/LyPn0Qb9a2t7AljcrRywMcwx4Tj4TX+H16Kv8AOn+XA/U2H3H8lPilPL2F0MmUlq+zuqcfDLU9gfH2syTmrnlyWKUtNJiomYxmVUCoRYkW9nqbSnMdlJd2sitcR/FTjppgOPXyD0p5dFEPMf0u6pse9xm2kkX9GVv7O4pg6G4Bjx08fPqqGmqaeqggrqSaOrppgHhnp2DxSqfyrDi4+hHsESxyxSNDMpR14gihHQqVg2V/n/q49OsX6ST9Qbkf0v8AT6+0kgpk/l1YHNPXqbELEW+vN/8AA+2HBC56WwDHTjGbrc2+v+8/T2hOD0uiBHDPr07U4F7m9zxYW/1/bEvl06enqGwVQL3tzf8Ap9fbXXupcZsRf8sbf717r59PKajqUCbkKef8PfurdD/8cfkHu741dhUm9NsSyyUE80S5zGo7KJqcMNUqgcXH19sSVLAglSOBH+fqrFCpjcBlbBB4Eeh62+viJ/M26o7XwNAa3cNHT18cMENVS11RHDURPpAZCkpBP+v7kzlj3In2tVt95BdRgPxx8+oT509oI93drvl4hDXUYzQZ+R6sTX5XdOUED19ZuXA08MMfk1z5KlijRQNWpy7W9yenuny1GnjSEGg/1Y6hqf2a5xlPgqhIJyeqNP5m/wDOrxFNtfK9HfG3KU2c3NnIJ8fntzY+QPi8JRzKYpmgqY7h5Qv00n3GXPHuZfcz2rbXYkwWX42yC/8ARHyPn1MPtl7J2HKV4vMG+gTXi0MK1qIz/E3kSPIdarC1FTLLVVldVyV+QrqmWtyGQnZpKisqqiQyTSuzXJ5Jtf3DrMCe0aVGAPQf6uPU/wBSZGLZJzXqSlUFtYrf6f4m5/PtomvV+nnH1gD3sAL/AJ/NvfiDTr3QqYSuRvGA/pGn/Xv9faVgwY6uvAlehv2zXR6o/UDwAeD9PejXTXp0dDzg6lHRLMNI06uOTz9PbHVulW08ZtpII/3gC/5/2PtqWtPl14EhgesYCLcqQSRc/wCv9bD2wB0p65PUIFsSBYW+t/r9b+2n+InrfSbrXVj9eCfp9b8/X/Ye618j1tTQn59C50ZMm4hvrpDL4mv3NszsfCmauwVKT9nQ5GkmEkFfk5GusVOSoDObDV9favb5bhS9tbBm193ZxFPxfYPPos3SO10peTlU0HQpfgQfwD5ny615/wCZX8S3ou+ozg8Pm9n1Gap/4QuFMjyU9RU0YtRGkii/bqKeY2VZo1I/x95Ke1HuPLtmySWN+EnFsdSkgaghwSG41XjSvWK3vL7Wx71vibltWuA3C6Xox0FxwBWtO77MdAd0T/LG7G71otxYCv2xmOo9x7Lppcnld7Zhmq9g1lGoM0UlfRwWljmKi6nUB7Gm8e+W27FOl7bXK7la3JAESjTcQnge44K18qdATYvu+7jvsDWF7bPtV5bgnxnNbabNR2jIannWnUuj+Kfaf8VxGE6gyWc3Lkettx077r7a2tlTi9r4igWcRVRkyLtpGgAnwu9yBa3sPR8/bPKl9ufMMcUFrdRMIraZKyO1KqQvz9R0J39tN5t59v2flyeWe7tJVaS5hekSJXKlhjHmCethz+Xvk+7chv3M7MSWu3F0BFtqUb2z+SkkydDja+Fh58xhslJqH3crDUPG4ABIt7xsubCyv0e9t0MLM3cpGFjxkDy08Ospor2ewgW0v38SVSBEQcs1M1PoxzTozvbvYuDM+b6m65naDraDdEu5c9eV5/7ybleFYDWM7EgBAAQB+fYf3bco5LY7Pt/Zao+ph/G9Pi6O9o2qeO5G97m3iXjpoUj/AEOOvDovGbq4o4ZXlnUU+klmJ9Tm36b+yEVI4dCNBSppw6Llu/dlHS6hToQkCkeV2sVf68f1900l30pkny63IdCmQ8B0Cm4exvDTrMakwEgGwe33QA4Fj9Pa+02u4u5fCQH5/Loqvd3tbKPWxr0hKLt+sMt6cTxyhrGRW4kjvbQf8PZxJypIg1NIOiGLnASDtiODx6ELE9u5FJGDNJArR2WTUdJa35Hsnn2aWJao2o+g6O7bfo5j3rQdCltftvzzxoasR8AMrGzE6rM3P49k1xZ3Ft3SrUH06N7e7trofotQ+h6MWnZdGcUXhlAKxhQztqLMF9TE/wBP6e0ZIHE06VaWpwwD0UXtPfNPULXTJM7PJqVYSxKhiLagv1/1vZjtFhJeXS47K8ei3e9yhtLNypGtvL06I/uKpNbUB5KhpHGpRG3qC35sx9zRtkIgj0IumvUEbpObiUszaug+q3YOyE8g8f0tf8EexPCop0FZNSMR00TzPHb/ABFr2NvalE1GnSKRyOsLCWdWBHpIK8WtZhY+3lKwnBz0w1ZSa+fVwv8AKN+UcPS3ZEvX+4cgmLwWdqEfH1s0ugfdu3EBZuACePcSc/29xtG72/OlhqqtEmCjgo4H7PXqY+QZ7ffuX7nke+06gC8Bb8Teajrdw6v7tpMlt96j7qGpJpo3jlikV1MZW4YMOPp7yB5H9y7a/wBmLq6uQo+0dY388+2VxZ7uIhGVBY1rjPSD7P8AkdidurUZDLZmjx9JR0cksj1FQkUMcajgs7EAf7H2F+cfd212+Y65RqAwoNSfQD59Cbk32huL6PRDCTVviPAepz5dUJfMj+bpjDiNxdc9L1Zzu5cxQ1WIqNyQOTQYiKf9uYQyLwz2JsQfcN7hzHzRzjGRKGtLJ8MWqJHQ50qOIr6+nU3bZyhyvydOk1wVuryI1SNKFFccGc+YHoPPqiLERT1DTVdVNJV5GuqHrK6rlYvJNUzuZZnLPc8kn2H7941CxxjQiDSF8gBgdCS18S4ka4uDqkc1J+Z/wAeXS8pKR7AMo0kD/ePYammUsSpz0IIbc0x59KigxvFlWwv/AGvVf/beyq5uTQsT0a2lrVtIHT2cGXKsiED88X9oP3gaEdGP7tOqpHQgbV2q1XW08SxnRI66iLXH0v7Lp5pJqlj0YwW8cGAOrWeg9tUeDhpWEaLIUQliBe9vr7ZtADcJr9R168J+jdU9OrK9j5RIIYCGF1IJH9LC/B9z9y1exwotTQDrHzmixklkYU49GVwm7EVIysgsV5N7f7ce5m2rfVjUUYEfPqFdz2FyxDDqdmtzQmmeUMD6SDY/1/J9qNy3uMw6/L5dJdt2SQTiMjopPZXZFLjI6g/dKrICQC1v9b8+8fucecY7VWCtVhWg8+sgeTOTprtlZl7eque9PknS4xauCGsWSp0sAkclwL8XJHuCru8vd4u9clWLcF8h1PVjY2OzW36dF08WP+TqoXtHuavz1bUKKmSomd30+tikNz/T2NNg5UNfqbsfl0B+ZObgQbWzOfl/l6LlU1E9W5qKlzNMzG+q5Wx5v7kOKOOFBFCNIHUbySyTOZZjVv8AB1Ad9TD6WXi/F+falFoM8ek/XZN7gWPH0/1/8fd+t9RxZQf6c3PHH4PHv3y6ozUx1wMqgkE2UDg/k2/Hu6p5npkmnUN5zIG4sv5K/wBfahI6ceHTLyLw6xDUxXSTY/gfT/E8+/MAMdNg6vy6kxj1nj6D6/4/0Ptt/gPTqV1Y6dID9BYcr/sf9j7RyUpXpQvHrKTzccf634/Htnpzri0rAWBF/wDefd1Wp6oSeHWJpCfrx/U/63P493EYHHpppQB28eo8koUXBvf28qM3ScsTluoMtTwTqFxwLf6/HtSkRBwOPSZ56GidRGq2HKkC4OoEfT2oWGn29JmleuOoUtU301A/S1v97Ht9YhXplm8z1Eersw1N/X8/7b24I2PDpozKMHrF92i2I9X9QT/vXu4ic8R02bgDHXBqwHkMLA/T/ivvYiPp1TxmHDroV7n+0P8AGwPH+t7t4I8x1XxmPXYrZLW1C30/ofp794I40634pHDrmtdIPyCP9590MVerickcD1kFcSQTpP0HP0t714R8uteO3Dh1IWuTlW4A545AP4t7bMPTizVx1Liqkb8/Q2H+wHHtlovLq4kqaH+XUpJv9q5+tv8AX+gPtowniOnlcj4T1LjqG1KoYXNwP9c+0xi09xHT6zuB0cf4mbFh38u8sI9LXVed3pWYvbWyajHwy1E1HJcS5NXjh9QBCNd/oB9fYV5wuYrW0gggtTc3Aq+hck+QYLxNAehlyhGkl1JezXCwW6DvdjRf9KW4Cp6bvlnuunyve2V29hKhEwXVuFx2wqWCGTyQjIY+FHrpUKem/k1atP5vf37l7Zv3Ty5Fa3CUlmYyMa1w1cZ9Cafl0n5g3eTdN6e5Qgoo0qQKCg4fl0CFLuLLRiyT8WsNRuR7ck2yzkOVz8umo9wuwOxsddyZGtrn0VVQzr+UViq/61vdRbQW+Ylp8+tST3E+JG4+XUiGQRkEcBQR+eT/AI+2nqxq3Vkoox1PjqEcXJsf624PtkqRheHT6zMOPWZbDkEc8/X/AIj3U9XaVCOPXIuoHJXj8/n3vPp1qo64eVVBOvjk/wCt/hf3oKfIdaL6Rjz6wS1V+FueLgD6f6/uwSnTOtq0r1BeWQ/q/NwSvH+29uKo8um2IAp1haRVW97n6WP+v+fbgjJ49N69PWMzkXGkfjn6j/W493EGemywPHrF909zbSRf6Af7b24IgOqeKCePXXmHNyb3vf8AP9fetJ8uvGRB8R65ecgX+oPB/wBb6X9+0N14TRjz64mYEWLWH+Huyxk5PWjMh4dYy634YWuP9e35928L7em/HHCnX//UrweU8m5FyPqbfj8e+ggr59Sf02TSHQfqW+t7/j+lve+vdNEsrN9SeCbC/wDvA9+6902VEzAGx54/P+9+6Hj17pqkqG5JJJ5H44/F/euvdQHqLi3ItyfV9PfutjBx02TVDgmx+vH1/FrH34io6f6bpKgm3JBJ4N/6D20VI631EeqcXBPB/SL/AE/rf3Xr3UN6p9R5It9Gvwf8L+/de64NV2+rGxFr34X/AF/aU1Bz1U46jSVjfQEkH8g+9Dp2EvTu6hyVRY/Un6gWP0/1/funuozVNjcsb2/PHHtlvi631jNUSLm/+Bv+Px7r17rh9w34JPv3XuuL1TMPqeL/AJHtqlOPW1pWp6jSTt/Xk8Eavrce/dOdRDIR9Wuf8OP94978uvddrMbgAk3vYfQ8fX6e2X49bHXJmYDlj+Df8f63unW+sYkKknXcf044/qfdW+HqymjUHWNqiwuGNvrfj2n6eApU+vUZ6kH6MT9T+OT+OD711vqDPUjm5I+nH9B/rD3RwScde6bpqsn9TWH4sbm3+PtrrfUF621ypJ/pyPeunPLqDLVMbWJP+x+n+29tnj14dRHnb6liLfi49+631HM4H9Tf68+/YAqevdYTKWP0Nvr/AFPtOet9SEP1uwN/x711YcT1kClibfgXP+9e2X+Lq/S624wjkj5sNQ4va/8AX3Xr3RmdpVilYwpsRYi54490fh1vo0ezMgAsY1c2/qP6fT2wenY+jC4LLWCWYGw5/wAPdDlTTpzqflcissbLq1Cw4Nvx/r+2et9Bbl445WYoVUgm1+L8+/de6C7MRSjV6uLfQD/H/D3Vut9IqpqZYjpJJUXPN/dOnOmKeuUj1Eqf7JAvfn/fX9tuCTjr3Ruf5fuN3G3yIre1MMR/d7qjauUn3UkjMtHnJq2L/cdh3/syki/ob+ntv7Ot9KrtvtqpwHZ02e2/T0ddkNwVWZmpcpPI6VFPkpYXqpXSjtpNLTRHSPxdfejwPTsdANRPy6rvqc5vnL0+Wy2T39TYuGfK1eY3R2nmZNf2W3jJdcPtala7S1Uw9FPCq/X2jkwvWy5UU41PQV5/I5ar3DgdmU+AyFHNkoJdwVFdknalMGDgHnhzm44RcQzVEQEqK/PI90kLGgTPVTIAdK8T/g6APYeHr907k3duqmy2G231jtrdNPlcPvbtCWIYLMbmpp/8opoIpi3niRh6Lrb2leTU8kaLoEfFjwJ86dM+MS0ioulY6VY8CfOnr0JG4t+9WNX9o5na9PmPk93Du6kpNsbbzeKoZcL17savlpxJWbpx0kIEaLRJrjj0cEqPaKS58OIT2QNxI7aR6KfM/YOkkl2ywCawT6qSRtI8lU+bH5AdIDa28sjtTrek6SSq29hsNuPcP8X3X2BUeJc9V52KTyx1+Qkb1SsrnTHrP493kXw5BAoADZYgUqf8/SooLeUW6qoVu52/iY8c9HA27tbGbe+NGV3Rs3I5uL7TOnF9jzUt66r3pUSS/dUWeqo3N/EsYCErcKhI9qAqImuMmi/6qHpbojiFIz2rmv8AkPRRe2toYKmw2G7M3XiNj772bvKrqKOeHZtZ9jj9uCkjDTJJTUyhXrgOdTDVq9lt48SxeOEDqTQ/0fnTpBuElvFCJxGJEJ7sfCfM06SHSG49hUXfmysz1bV5WPZ9DQVFQ9H2Lj1oqLY+OoUKV+RdJeKl2kH7DOL2II91triGWjRMSnBain2/z6vYXMNxpFuxMRrp1Chwc/z4dC/8s+6aDf8As6miy+QzVMIcxVZLbVbQWngnxUR0rnoK2/8AmwQWkh+irzb3W/mbQVY+Hp7i3EY9B5j16c3O6CwmLWYAhrrpUU9fs9eitdOd65Lph6jdmS6s2xvvDSUNZW46oWqilm3XdTEKipn5dkBYOYyOPaEz3FqhmdFkUjUpU5b0p/m6QxXV5YB7mVFliK64yhHefKn+bouu4O/6beudOQy9Ri9mVNfkZqx5ttY2PDZbBxmUyRUFNlaYCRlPCM/spO521zNpuX8JzxYYP+lr59Ea8xbVe3OncHFvN+J1Gk08kr5/b0PWVxPZm59vdc7vlgrNx7Ip6iqxqYpNzE1YiqX1JmaqoZxJJKR6l1j2ucSFopIxrRfKufkxPn0e3SzzPatbqJYlrgPnPBq8Selv1xV9lbOwe9NsbDzWxuyNs77rGoK/Y/Z2QhmrNu7gh/fjFNgJ9UMr8qsUt73t7YcXpGjUsqschvw+gp59NON2MRhDx3kcrEES0rG34RTzz69cOm81n81TS4ff/cON6qxi7rk23WbNrE+32JW1dNUfbyUmQkiB8GhvSgKW/wAbe7x3WiMO7BaEqQPhB8vs6XJuTW1rG93KkbK2h6ZjUjAH9HoxEXR9dsTsPfEtV2FtrDYip2vXV23MDg6mHLZbMSihMoqNvXP+UUTD1JFewb8e3AsquXZwwINB5j7D5joxjS7jme5eRXV1JQAAkGmKHzHWbp7+H7o6ozmI37W7/q1qrZjanbPW+LUZ7ruuwTWlg3ftSnYLJE3Nw17jm3ttC5i0mqlvxU4f5+twiV9vIdmSWlWkplafLpdivwWaxtFncP2dUsMVjRNtrtqGD73B7nZT9nLhN/4qTmklWUF4vQSH497DKyLMr1HqPPpVBJDcQpdxXGpaU1j4Wpg6h9v8+llRLl99bc2hBu7e2F3DiMtuKLG0dRJWPFldo5+gk0RZKertrpo6hiDEDYEfQ+7ZbSGpTpcNTsKkFSPtI+Y6GLrz437k3V8gMDs7Bfx/Ye+M274Luvf9NQxvX7w2nBCK6lrNs1l7HzxKtOZlbVc/T2mKopLKtG4E+ZHlXpyKGGOpVaE4LcC329B38iN4zbs7DyG2aWhyGF2T1BWVextnbTy00s9VjpsafBX52uablqmrPrdmHH9ffun/AJDy6L1UObsTcnURcn6/n/Y+2WNW63QgdRpctHjqSoralm+3pITNKFPq0jggAfkmwHunVx6dXp/GzYOW+LHxX2tnq/c2A607l+UNLXbvz/ZdYsT7n2Z1DRoUixG29fqimqxYqFIJLD22aaqdbHp1U/2/312LlpslF1FNV4/B0FdkqyeuTMM2QXFY9i9d2D2NKW1GavFzT0zXAI496qAeq6u6nSx+C/yjoq7elZQZuv8AuuvezA2z99YfJXmx+5xWN9rLM2MAZY3a5mjmt/T2yxBNfLq6EN8PQY/LDpCD47fIDdfWmElqKvZNbS0+8dg11Ty7bdzT+WGjVxcMIiWAP9PdT1ccegDSNraTcjg3P9be2H+I9X6c6ZVDhm4C/Qf4W+vuvWwCcDpa46pQBRe3AH1H9b+0xGT0+CKAdCPiq5bL6jwf6j+lvevLq3SuhrtKgAnkXPI9t9e6mSZD9sgnkn+v49+NDxHWxxp0nchUhgx/N+CCP9f2m6d6QldM51HkgEj/AB4PurVpjr3TWJCSOCL/AOPNz7Y6sBU06UlEbgXPFv6/T/Y+2ZeI6U0AAA6f6aUoRb6cf05t/T231rp1SYgc3I/pe/5+ntg4bq6cR1k1BlJKkkAj/eP8PeuOOnuo8dPqJ4vc8Ajkf4+2iKGnVD1OakVRcAHjkgHg/wBPdTwPXumyqS30twf9j9Le2B04nHpiqT/Qgck8Hnjn3WT4OnD0wz1Wm9yRbj6i9z9PbHWuoUOQ0uvq9ssKHp6E4I6fYq7UEOo/j6Ef1916f6VuOrDpHJ/X/Uf09tNx6p0sKWo9IH6r/Xnnn/D3odWT4usFZTLML2H04sP+Ke2Onug/yeMW7tYfkWt/jf3okDJ690HOXoBywH444/qfz7Snj15TQg9BTm4AhYW0n1H6cfX/AF/bcnl0qHCvQSZqWRWdfVYf8V49t9b6STrLMbepgx+gubf6/tk8eq8D1PpMeXYki9raf9cjkH37p4GvStoaAxhbpy2n8f0/PtgYNerdKyiodRBZbD+lj/sb+6OK568OlvQUaqUsL2AvcfQH+lvbPl05+LpY0sKoq+n9JPJH159tScerdKKllEZv/qbWvb6j8+2+tjj0q8fmViAXXY2JP9Of6W9pTx6U9K3H7j0sD5CRxYAnj/efdTw690ImNyqVqWYAMB+Pq1z+fdOt0J4dS6mlEyOwCm6/gfTnkX90l4Dp0cB0D26MKXLkLcFb/j/Y8W9s9e6LtuvDXD2U/Sx4+h+nPtphQ/b1ZQGwcDotG5sd4Wew+jMT9bix9tv8J6VVFMdB7r5IINxYA3+lj7SefWusgZvre4/2/HvTde67jkJuACADyL839+oen+p8Tm1+QOACT/vHtiQgkU60epitf/A/6/8AvPtvrXXOF/UQeebf8VY+2mFD0oX4R05xPp0sARf6j6n/AGN/bb/AT1vp4ha36QfoDYf737Sny6qOnOJuAPz9fr+f6e6Px6UoQFCnj04RtYj/ABsf9b8+6dOdPVK91Xg/m5P0v9PbTfFjqp6dYyQSPweQPdfI9OJw6mPTrWUs9I4EiyRkBSbASL64Wv8A1DgH20CKVNer/MHI6vC6K+T+d3p071Jnuz9vZfsTrbpmgoNh72yG14y26+sYsM5aHcVN4T5DFOGCyt9NI90nkeSLQ/BcL9nTNvaxWtxJJa4eQ6m+Z+zqtb5BdEbC3h2pXdDby3VS4zpbuit3F2J8UO7dsUsUj5jfOQSXJNht55XgvLFKft3jmIKt9PYr2bcLvbVTfdqUXBQaLpH/AAxVAqn2itegDzRse379A/LfMEjWhlYvZyxVq09CRrPyOAD1X/vTd3VGJ+I2LxFLl8jsv5r9C92ZvE5baNLTVddjOytpzIuPqc3NTFNBTxrrkRSVZf8AX9yPY7VO3MDSMom2i/gBDEhfBbiFBrhq8D1AW7b/AAryesOs23Mez3bKY1DN9Uh7WZhShXTkjgeiH7b3ljEqsozbc/ie7dyQ5AwYuhp2io8XXZB/LLNHTRD6Ak2jIso9nG7bTdzKgacR2cDKdZPc6r5V/wAvn0F+W+YduszL4Vp4u4XiSDwlHZGzmuogenkvlw6fcAc10bKuSzJw1Zkt10VLm6YQTf5RiVpakzvSVVQgvCZreORB+Pr7SXcthzmPAsQ5htWMbauDkilQPxBeI6Mtuh3f2wdp91aLx9xjEyEfFGQdVCwyhbgQOrw/gX1HS1nUVP8AMbFdPbxPb24N61uW2zlJGlw3QOysDtiZqSt3Ju6a6x1EpRjLEsiHU1vcWc8TS2W4DlTxhJBbqpDMtZKtnQG8hXFB5dZC+0ka7rs555MAt7jcJHV0Q0johoJCnmWGSx49XqfyR97Uu8/lD8k9s7U3PW7n7O3xtOs331r3JmWaiXJ5S7Q5vbuDx4OkUkel0pzwCALe03K1tcG9ltbdhFfiMiMKaE0Fak+ZIx0v907uFNlttw3FDJtSTIs6kVGWpqp5AHjTy6rT/mi0m5cf83ewqfe6U6b2G39tncfgVUkkqPtD45axV/3Yw5uefYI3ttyF4f3oNM1Mj7PP7fXofcvjaf3Sh2JtdpUlD5Z4hfl1XxMbX+gFx/vX09lXl0edJ+oPLfkBuLc/j8e2D1vppmILE/Qi1ufdW4dOR+fWLG5TP7dz+C3ftDO1u1957RylJnNr7kx0jRVuKyVHKJoHVkILRMRpkjJswPPtdtu4vt0/i6fERsMh4MP848j0xcxJPC8MgqrggjzIP+D5dbK3wK+Y29vlv8jqLtTbeP2Ts7traPWs1D8pOmK1oKXanf3VuNpDS5zJ4vFy2iqayWJZKiSEKTrJPsXW8u4R8zjmfYY0WDTSZOCyxgVZNP8AGBkY456jze9m2S15GblbmCaWVXlrZ3Bq0ttOx/TOriE1ELXhTHDom3z/AP5f/Uxlz/yz/l3bqh7B6F3LWVmZ3x0dDRVEG6OnK8zFsmuOx8CFmplkDHxkWUfS/vXMM3LW7D6zap6pJVgxr4in/fUgpwXNGweHSzlGbmqC2Gxc42nhXtsAomBBjuFpiRST8RFKgdU5UFXTV9OlRRyeaIs6ksGjljljbTJFUROAyMpuCGHsA3dvNbzGGYaSPL/AQeBH2dDiNKtp6eIVv6jzz/j/AE5+ntA5Z8DNB0tjXHb05og9K2+h1Hj/AGIv7R8c9K4qUNOnSnFm/B5BFv8AeT7bkHbXp09PUY/SPqQL3HN7/T/be044da6kKD9f8Rb/AA55966dQ4p1IB0sG/1QsR9LfT3rq/UxP0jkMGB5J/r+fbDGj4OPTrRNBjJ/wdc6SsyGKqBU4fK1uHqD+qTHVUlOzMPoW8RFz7oaUocjp2OgGDWg4dOeQ3pvzKwfZ5TfW6aqjkBWSnfL1YR0+hRwG5HtoNGp7UFR61I/w9KVdtPxHpN06U9IhSFALlmdj6nka/1eQ8sT+fdJGlmwx4/y+Q9B1Sgpp6z+exvYi55sfqbf0/Htgxk56qJQpI49ZUm5H15HBJ4Huvhn062Jx1KinKSBwx4+o/4qfdKEdOh1bgel5hcuNUZLAGy/4cj/AFvaVgdWetnHQy7fzwUoC9+R+T7qSAM9PDh0OeA3IioiarXC3N+G/wAPbHVuhAp9xIwU6hz9Qzcjm4Jv7pJTTnr3XOXccYB5ANjYlrf69vaY18ulNRSvTJUbmiuSHstrkk2Fl+v59tMMkjh1vhx6XXT/AF32j8gd20G0ep9r12elqqtIclnzDKmBwNCpvWVtbXMAgMa8gX59qNvsbzeL9Nr2xDJM9TgYUeZY8AB0i3fc9u2HbDu28yiGFfhrSrseCqOJNej94CHGdBfA/wCVu/tr7On3ZuPde5aPpOt3XRSNJldsVP8AFY6HKVGOqIbyQo/rkT6A8H3JPL0CbLyfud5aQeKLqT6eS6bH0rLxC+gan59RNzA1xzP7ibLtN5cG3FrEbuO1HC7UjGoeZWv8uiH97bY+OdXuvr7qnuvLdkyba2vs7CVmzu6psfI+6tk7sqohUSUNYr/8D6CJ2HMrcD8ewnbbxY2G5ats1JHJGEmFKhmPEgHyrmv59DiXZd5vdmMd8sclwszPCK6aR1wGI/HTy6GmH4c7V3T11vLZXVHz7xm6todpY+irOz5qCix9Ju2GlooBBT0mGpyy+MkWEqKf639nESbNaTRXu3NHdTQd5jpgLXIavxH5dB6W+367Eu3bvbzWcMn6SSHuBamCKE0X58fl0n+iv5dXxz6TmWi+QXedINl0EdRlMZiKbdL7Tx+7aFkPjr96YXElo6mUWuokuWb6+1778b/cS934EaOAU8WjyRaf4SfhB8l4dFh2OWw2v6XaluJJlOmQxVSOQn1AI1Eebcemvuf5d9bxYGu6O+Le2G2B1lHVmny+8aQGgn3TDT+jTjKSOwWJrf5wG7A39gHmDdzOzQ2pI1Ftb1y+eGngoPlTqReXuX57REud3Ku6qPDTj4fqSxyW+3oqmJ3ekUTpTzCQx38uqS8r/wCqla/JJ+pPsIMSooOhhSrfIjy6S+7d+LBQPGany8mVEZ9INv6n3tVaRgqZPXi4hUs+AB0T7dnYVbka+aioJHlZrGTXzFDzY6D+T+PYz2vYESIXV9g+VOJ+3qP955lkmlNrt/AYNeH5dB/UQT1pMlXM8rMdWhmbQt/9SPx/rexAk0UPZCoUevQalhmmYtM5avr5fLqbi4vHKqhRpBsOL/4X9s3cilDTPz6etI9DBPL7el7TwgqL2P0tccfT2GZXox9fl0KI0GkE9Q6uR6dvLDI0TKQAVJBsDcAn2qgUTJplAYHpFdO0DCaFiGHU9d87jSMJFUvGiJoKEllkAFlsD7ZOw7cWJda16d/rFufhgK9COkJnsnk6x1mkqH1MCrKTcEH68n2f7da2kMZjRAAOHQZ3S9vbkh5HOePp0hJYyXJfVc3sx+pY/wBf6+z9H0jt6Dbw6hqB6ZqqkuLMLkfRx/avz9B7MbeY1FOHRdPBTJHTDU0xvoI+n1BB+l/6n2Yxyasr0VyRH064QRc6RfSo5/IB/HPvxbOTk9VjUKOlXiI5qeopK2klkpqyllSennhYxyRSRm6OrL9PZTfPG6PbzqGRxRgc1HRvYieK4W5hYo8ZqpGDXq1XoL+Zl3h07gZNuVsb7qx32hpqdp5nFRELaUAlvcj6e4pn5SlsZXPL14bVZPiQ5FDxp1LkfNdju0MQ5lshcSxcJBg1HCvr0EHcPyi7t78q6qTcm5a7FYOq1IcJj55I4np2N1hnKnki/wCfaez2Da9tl+puyby5rXXJkKfkOn7zmLcL6L6XblWzt6U0oKEj5kdF7ocbFR3jii8fNvp6na/DO31J9nlxdtOayHV9nl0HIbbQ2mlM8fM/aehR27ExaNTcn8/1P4P+w9hHc3wT0MtrU6aDOck/y6GnFYhpwloyxIAUBTf/AF7ewLc3mlyq9Dm1sw6AnoRMTszKSugSjkK/XUUaxH+HsskmZzU9G0cSxig8uhJpNj1UKjywED6kEH8fjn21jpzPS92pi4KDIRkKt7glWHKm3+PtqUZqOvHj0dPYmdjo1gQPyFUfX+n49t1qQy9pXq50shQjB6NHtvfawpHG8pANrHV+bWt9fYl2zmB7b9OStB59BTduW0uTrjAJ6Fmg7GihjH+UjSBzZ+T/AK3sbWnOUSKE1Y+3oCXfJrSuezP2dNm6O5KHHYmplatVdMTElpbAW5FyT7S7v7g6bQpA+puFPTp/avb+R7xWnTSg86dVD/Ij5Q6566jx9cBzIskyzXCj/aSD+fcWJDfb3emUVLOePl+XUtF9v2GyCYUIOHAnqqbevZGT3LVTiGolKsx1ytI13BP1BPuT9k5bg21RJONTH9vUVb9zPPuDmO3OlP5dBkSdRZiWLXLOxu3+xPsU5PD9nQSq4OonPz6jSyfgHTYf14P+t7dRaZPn03Uk58+sAOlWLD63t/UD/W/r7uM9e4dYi2oAcgX+o+tv8fewCeHVWYKOokszXIU2txx9CB+T7ULGoX59JDIxOOoxaw1Xvq+t/p/Tj26q+Z8umGcAV49dqwsQSB/h/h/re7dNV1GtOskPDE/gKSpv9efx7aY1PT6gU4U6lRAkSN9Bqt7ZkOOnox59Tluqgqbmw5HNhb+vthgCKdOg065mUH6La31/HtoRnz6sWI49YHkC+q4N/r9OPbqpXtHSdpaGoyOm+acn8mw+n++HtVHFjPSWSUJkdQXmI+pP+sP6/j2pVK8B0iaQmp6bZqgchblrj8j/AHoe1SR+nSdpAOoElUVJDMeRYBf9649qUhJHSZ580HUGSpN+CQf8fahYRw6YaVj8XUJqkLe7f1/N72+vt9YSfLpkyj16x/dD6/T+hYm3twQ04nprxamg6xmdvrcW5IvYXH+sPdyqnqhkLcT14TN/qwLk/gG3+ufevDXrWoevXmqX9JU/mxHvXhr5jr2r59chVMvJsfxyfdfBWuMde1NSuo9ZkrCDZgBf/eABe/vRgHWxKVxWvUhK2Mg3b/iLX/Htlrdh06tx6inUpagf2WPP+t7aeGnl06sq0rXqVFUuP7f+3P8Aj7YaEV6dWbGD1NirwoLuSoQama/IUC5PtO0BqFHE9KFnA+PC+fVs38vXPQ9cYyt3ytbPHkdqbc3Vv3IIKQGCjxVFC8EarkD+iSfyAjm/9PcW80Tbi/OdpNs7lWipGxAznivy+3qS9gi2yPka8j3iMNFcGqg/CCPhb5/IdViz599w5rcW63Vo5d0bhzOalikcuVNZkJZFJkPLEqQbn3JW4woJPp1GIwAD9oqf516AUE7eGAT58fUDA/l1Nhq/oSdI44/N/wCnsmaKlQM9Lkkr3KcenTrFUhtN7fnm9if9e3tI8YPSqOY+Z6cIakgXX1rwCPqR/re07xdKVcHgc9TVnQ2CmwIuLf19pWjNK9OiQjj1nEhPOsj8fX8e2yp9Orax59deSQmxJ/ryR9PfsUr1bUOvGQkFSbW+lvoST/aPvYWvDrRcDh1x8mnjgf7Vxz/rX92CdU8Q+nWBpbm1uD9Px/sOPbqx+R6aLHqI8ilivPB5H+w/r7fAoMdNGVV6wNKoAF9K3PA5J/p7tpYnh01JKThRx6jNOwU6Ra5+p4b2+sYXzr03gY6wtI7f2if6X/A/p7tpXyHVS9OHXg7/AOqIFj+f1f4e9aR8uta/l12H/J1Efn+l/e6U4da8UVp59ZBILHg/T8n6/wCtf3rTU169rNev/9WvOWJyb2sL8k2vwP6e+ggFOpP6baiG55ubqbf48c/T3vr3THPGy8hSLsbn68f7H3o8OvdNNSCeT+RybfTT7p17ponQkcXY+r/be/de6aZ0Yf7SbX/2PvY49WT4h02SGQ3tzY3Nhx9Ln37p7ptkdgWBUaR+fz/r+2DWuet9QWexcAXC/wBQf9sfeuvdQHdixYfQ/T+lv9Y+/de6wuWPLfTgD/iOB7TN8R6oa+XWM8EA3/qB+P8AX916eiKg4Oeosjjm1rc3Nvx790+cnqJrdiVUekXa4/2309sHj17r1tdjc8cH/H+vvXXuvPwt1+v6f9h+Rz7917rEEYi7CxFr/wCtf6n22a168Piz1waxJ+t72/w966d6wmMFr6jb+g4B9+6913+kEqAfwSfxx7bk8utjrg97C9rf4X+vtvr3UMyhW5P5K8D8H349WU0Neosk3Nr/AE/A5v7Snj0o6bXqWuQBZeR/jb/C3vXXuoEk/wCAdTf7Vf6e/Hh17pplqLfU/wBeB9AP8fafrfUMzMQNRt/tI4N/eurjh1iee91Den8cc8f4j3VvLrfWAuzHgXsPz9fr7r1vrnb8e9EVFD17rKq2FuT+fbJFDTrfUqNPwLn+p91PVl6kxqCxUXva/wDr2/1/bL/F1fpR4iYRSrqNmB4/PHA91690Om2siI9A1gG4b86r/wCFvdW+E9e6MPtrcVLSGMVNXT0rGxUyzJFq4/shyPac9PR8Oh3w+5YXpxNTzxyqOBLE4dS3H0ZTa/uhITPr0508PnPLc6+NP1ub3/IHtnrfTNPXCQ3ZgSSTf/kfv3Xuk5XsJTwQwK3P+v7o3WwK9IjIUsbsxFweeB9PdenOkFkMdmKurosNgKKXJ7gz9ZBisHjoQWmqq+slEMAjAvwjMGb/AA9+8s9e6vgx3Se1viL8ZsVsbL5yjxma3Nj6bc/ae7CynIU2cqY/O+Gh0nVppz6ATx9fabrfVXPaG5evq6izvY2XzORyVLt/I43D4fHbXoXSnosfU1CR4vCRTFSKiavqSvnaMmyuQePdGbz8h14GnccjoL8/1lvrbO/Nox4nqLZ+a7l3ganc1XsffuViHXfSu2pFEuO3rXhHWGSphjPljpXBOrjT7TvUrULWvTnChXJ/wdE67s3vsLYue7o2FiNx7k3Pu/PxRUuf7CzeOqpW3Hlp6fVWf3WigUGnxUBLQwkALoA90X4ylKfPq3eZWSmAK16JxNBtmo6TxXXVFUQ9g57HbkiymRqIJKqKkoVr59VFhIo9WhueJ5bEAfU+0TsI4GVP1c5+0/5vPpEzaIGRB4oBz9p/w/Ppabl3D3f1nL17tgjblJiMpRipodq9c0VPWihw8Q11Eu6J6FWkK8FGOq+r22zyxuiRjSrHgvEY4n5dWd5oPDWHCufhXyHmT0HSZPr3tPthYsr4th7cOMqmyk2akkkG48tImmnosYsJAgKuCRr59tTSSNdiP4UpknzPkB6dalZ3v1iFFjpxPmx4Aen59HU2v2N5q9dh9I9k7FzFD05iYabOYDfFXHi6Dsg5KIVFTioq2qdYjNToWp45HJ5A92jnjMkkELD9OmquMnNATgnp+O8jdnsrcgvCe8nAJPAAnjjoDeyqTKUuP3Hgdq4bGbf683E8W7KvrzKZ3H5XPbQ3XUuTUZ3GtRMQ+PLjWNAsF+vtFJNpkZStEpUjzB9aeY6bluGimf8ATHhaaso+JWP4qenz6Kl2HR0mzdu5DJ7t7vw+W3tm8QKXH4nbUaVJGJdRZJ6jH/toR+kqwv8A19lF5dRW8BZZV1MOApw9R6Hohv76C2syTcKJHHBaEgeopwPRcNk9kZvITYLbe58xlMvs7D1qy0u23OpKihle2TokrGHpEsdw6lrWPAHsnstwNxIILwmRPwqP51P+Hoh2nepL2dbO+LSxjCinEedW4EkcehB7X2hF1ru2k3FsrJ4TdG2qqhG49vYPFZJ6jGbcx1SA1dhayl8jEzRM2lgPyPp7tJCbCb6iBfEC9yLU6VXzWnr0/PavssxvbVRMoNYUDVRU/EpFfiHRhcNuf47ZjbW3oYOvNs9kbpGCfOxZQQy4yqw256ZTU1G08zTzFfPALAo6Cxvx7MAbK+hWVY0lcAmnAhvNT0eq+y7xaLcRwR3EijVSlGV/OMjz+R6LDjNy0k5yuBhpBmM7vjNu2JwGFrclj59i1EkjPNj6OWWTwKqcqgK/QeymGWIa4yPEkkaihagx/KvDojtL2y77VkNxNMwCRpqVoDTIJ4Y6XHW2D2jT7gymFqKTcFZWZUR46XclFV1ElR1huaOT/ItyZ4I2orHLYyyn06R7eSGNCwiJZWwSDmNx+Ijj9vl0ut7eBJZIrItJG+GdSawSjg7jjg8Twx0O2RyvW9bXbZpMhWUdR2Vkqqu2F2dHhTDPsLeopw1PgewaZ5dQSqkUBql42B1m/tVbxggM7Au4KtT4X9G+359HO32sYYTzOjSyAxzKuYZvISNWtCeJIpnrPsDcWcwsWI2VPsmpqtwday19TJm8398m8MXs+Gpaqq6zbGQqj4aun8FyI1DEC3ultKsEf0oU6oq1rxA41B8+t7ZdfTJ+7libxbbVUOCTpBJ1RtwI8gOhw6xyseDwO9O++t+38xtqPau/NuZPJ4DB0gy0eU66zzMc3n6/HhZESelFhPFInNzYe9x3E307XJNFGa8cedfT7OldnuVzHt026Tt2a9Wr4gU8wQOBHmD0NOf3DV0395szS7G2Vidq7inx+e252ZsMCXbW6IsgVenyeS26xa3kmYJVwRIGVtTWA9uOVaAFAKHK04H5noxYRfRrJbRqQ5DIY/hz5kfacjpe4/Ibdyzbi3BvDAUOw8L2LtAbG3jkdv1cBxFNvbDRCPZudx1JctTfdtco40n/AFRPu4IQ+JTuYUPpjh0ZKEhHiKAJGAV6HFRwp0e/4Ydh7llzGzqnfuSmdcaiYxhFGzZPbVdhTpwWQlyP5pa1I40kVzyXJ90yTU9GEAcpRznpR/zOOgo8RT7R+Zu1sNNhtvdq5SXaPaW0aeAvHtrd1EfFSbmSSIaEp8g1m1Nb/X96BGqjY63UmYwkcKEH1+XVQ9coQ8MGUH0kH0spNwyn6H/D/D21IQW6erUcKH06S2Qk80mNpJCr01ZmsdR1IfhPtp6pVlJH+t/X231vzr1bT/Nqg3DjNrdL4jZe4cliYsF1ftiLaGXyCusValRi4mqsNLMf2ohrJMav9QAfbZoBq9OqI6MO4Vqc9ax+fre28FW5vacTS0uV3E9NVZymGRdK3cELyFjNPJqCSUjc2WPj2iuNSMRGKV+ef+K+zoO7w26RzeHYIpEhGmh7h6k/L5dWHfy048ltvuGoyuJ2+N071ydFLtqj2LJRvVbfw61cOibcGQyjBqen8Iu0bMQb8A+7gMO5uNOB8uhDb6vBQydrUAI9PX9vVnv80vA4TbFT8VKePJrk95ybJraHc8hbySxUlPC09IGYXJiDsUjP+HvePLpUBSo6q9WUarA8kfS3A/rb2y9NXVup0BJAJP8AUX/2HunWxjPTnT1QVtGq1rcgf4/k+0x416dVweHSyx+R0sg1W/2H1uPeunOlXBkb2Oviw+tzYD+ntvr3WWbK8csB9P6/S/1HvXVk+IdRZMkGAsQfqCSP6+03TnTFWVMZDFX5Nhcj+v19+PDr3TKK0arah9bfT/Ye0/VgaGvT1Q17EaeP8Db62+ntqWlfn0pOelJSVKt6VYn6A35+n4HtrrXTzC7sQF+l+Cf+J9sN8R6sMGvT7S0pYHUTzY/UcXH49+8sdP8AlXp6gpRe9uALE3uR/T6e2OqdeqYtCsAD+lr3/wB796PDr3SanP6h+B9P8fbA6cTDdJmvcDXptyDx/sfdZPh6cPDpCZCsERcsQDcC/wBbi3tjrXTCuQQyAggc8nni/wDT20/xdPQjienynrmUKUa9wOD9P8be6dPdLXFVQcKCwBuDx+Db+o9snj1XpfUVRcAOR9BwBza/19+690/r+7GTcXt6bfn/AA9sEUNOlHTNW0pYk6T+b/S17fX23J8PXj0Geeo2GvSt1N7/AI/Ptjy60oOr59BLmceZFe6EEEkH82+pHtuTiOlg4fPoLMvh1JJIPr4FwOLf6/tvr3SXXDENqCmxY2AI/B9tNx6qePT1RYvTZmQ/mw4tf/H37p/pVUmP0WbQTq06b2/3n2m630oqei5BIP0NyOB7q/wnrY49KOmjEYAFrWFz+bf0v7Z8ur07unD7hIlFjY/Tkfj/AGPtp+PVh1AlypQOQ9hz/X+v+HtvrfWKLLz6tWr0WsOT/T6e070DEdKRw6VWMycjMDq4Fvrq+v0t7brio690NG06mV2ja5JuBb8f1sT7qOOetg0Neh4pMcaqBGtpuv0W35Huso7enjwr0yZTas1UraYT+QPTf/Yce0/WugU3V1tVyByIigcX029tPx630U3fPW2TiMrRxOeTcAc/7D22/wAJ6VAdvRYspg8jjqiSKamlA1N6mXj2l610xkMnBDKb/kH6j3puHW+vBxf0n1L/AGf63/r71mmenlNRXqbC31NzbgEfgE/ke2ZfLrx6cIzYek3t9f8AYn+ntrrXXPXaS4+hsD/vj7abj08nw9OkLD6D6cn/AB90YVXq/TtC/CkfVbA/7D6e03WlNCD06xP9CAPoTz/tvbT8a9KVCnuHTihuF5ta2q3tvq/TxTEhVJ/TzY/kn223xHqp49PCsRoN/Vax4/Hup4Hq0fn060reoC+lgL3/AKk/j/W9sdOnGejj/CH5RUHxI7tbeG7tu/336Z7Bw9TsXtzZcpBpHxGYj+zTcqU0t1M1Hcy6rX49qLaWKGXXNGJFANQfOvp8xxHSDcrO43CzMFnObaUMrCQce3Ok/JuB+XR+vnT8G+vKX4sb43B8f+wMpvnbtfW47svr3arqWzvXq5FFrKfM7MWP90quoRyxwcXPI9ubfdjZr/69O+NsMh4Mp8mHnT/J0h3KzfmLa22y7Bt5hRllXJVl81Plq/y9V0dd/LDonffxp7D6O7e+Oey+lfkl1vtnH4yo79y1DS0m/cljqhjTz7ifF5FRPPVaLPKqoSwtb6+xFulneWa215ayvfW076hGmrTWuI2Iwv59AjbPor+/vrKUDbbq3QxiSTwmZlpQzotCzevr0Vn48dTbD+JHVXyI7r37tjB9xdu7m2hkKroSfdUYw216nZGQUrnN/wBIMjpWTJRs6mGkju/9Bx7EW+b8/N97Z8tRF7K3BUThTqIcfCnb+EUpU46A/LHJf+ttYbnzrMF3S+BY2xI0I8TfG9G4vmukZ4U6qd2dszfvf+4p9ndT4TK7v3Jk2rMmuDLxTVviYmpyLQ+QjTAlyFFxYe5Gll27llEu97aOBFAXWKhTpHb9rGlT69Qise88+zT2fK8ct07sX8NiGcaydVPSMVIHDh1e1id6bx3x1Zs/4gdN9o9q47G4vrGfM949WZOrx1LhKHdG1YFjO1drtTIkiRVbAmd5GIJHPuCr67iElxulwqyxtOxgkIywY/GSeOivDrL/AGTaJ9stLK0sy8M62ypPCDVUdRQqAOBY/i62Gf5H2w9h9NfETtz5jdhUMe2u19ux1OKz1dlJkpsR1x1XtaVquigwMgKrJkMhLG1O3j5Orm9/avYYdtsbe+uLaRpqMp8VsFF41Wuas3b9nQc51ut+3fdNr2K9jSCKRWIt17/GnPaRJTARF76nz619vkN3bmfkx392t8gs0ajydhbkqXwEdST5odn46Votu+VW+jmH9fsB71e/W3TnVq0k0rx48K/s6mHaNsh2baYNqgFBGvcBw1n4tPyrw6Bep+jf649k3Rn0n51N2C/hr3/w/Ptg8erdNMyk825A4/H+v7107EDUkdYNFxq+jEWYfggflT7ZyMdedK5HHp42vubd+wt1YDf3Xu4K7au+tq18ddhc1jp5KZ6hYyDPh8oYiPLSVK3hmja4KseL+zXbN1fbpdTjXEcMvy/iHzH8+HSK4tIbyFra4QMj4NfX1FfMHIPW0h/L++ZVH3vh66n6Uj2P1R39m6OWX5L9a5LCwz7Tx+y8FF+5vDr/ABzIfuPvVJeqiUMwJ59iaCCSzRrrlkJS8r4pdaqsa+aDyb1HHoC79YQaol5taWW1tCPomRyrSSt+GU18vKuOg1+V38pfaXyWx2e70+FmQpNq99wrV5Dd3RG4qR9r7c7aFMWeXJ7AbIeOKGsnQGRYzwb6bX9qLTa9u32wFq81J1JorDS/2xs1AR56Sc8Om354n5a3H6ffrZm25goS5iIkMVaf2yrU0BwW4DrXPq8bmMBnM5tLdODym0t6bYrp8ZufaOdppKPNYTJU0hjnp56aYKzICPTKo0sOQfcfbxtN3s9w1vdClDhvwsP8jfLqULeW3u4I7m2kEkci1R1OGU+h4fl1ngjJH+qF725B/wATf+nskIIHp8ulsQotDj0+fTrCnq9Xp51i39P6e25Ph6cPDp0jF+bfX6f8i9pxw611KC2K2/B/3x96PDqyfF1zYAkXb8/S3/FPdenusin6l7gX+n+FuLe07/EeqUz1weQA8fT8Ej/be22NBjp6IitKZ6isxJufxbk/Ufn6e2gCTQdPMwUVPWFpUv8AW5/P+w9vJFXpFJORivWPzuLWFgL2/wBc/wBfezEAa8ek3jrWp6zJO5FyL/4X90MJOV6148fWVao6rkAccW/r/re6NAaV6sJ6dOdLkPC4YMSAbtc/T/W9pZLZqZHSuK7IycjoQcTnSNJVvwPzb8fm/svkqmGHRpETIuocOhNxO6ymkMx+igEH8/7x7Y6c6WdPvFlUASEm1yb/AJv9PbcvAdaPXc28j/akPIb+0f8AY+2c+XHpQlQueh/+I3RG8/mZ3vt7pnaX3UONnlirt25ynBCYnDxTAzlpPopZQRyfz7Mdl2LceZt3t9g2paz3Tafkq/ic/ICtPn0T8x8xbTyfsN3zTvZ029otdNcyOfhRfUk0x6dbc/avVOF+G/W3RPVnx82jhqhtw7phwe8WmanoKjc+Jp4kGYmqMnJZvMQW8ah7k8W95VcycqWHtps+07Ty9CJpbmXTcSmgaRfx1byp5CuesK+Veb9x92d93vfebLgwRWkOu1iFSsDEnQFQYNcaiQeii/FTevx13383u9egtm9a70wu1d+bcnyW/wDrDPUUs/V9Vu7A1X28W6KKeoUrHXDR9EYahzb8+yLkp9m3rnDcNjt7Uja7oNG9oxHhtOufGI4gjFD59DPn+05q2L222vm+5vUfcrCRTFfJ/brC4/sPmpr+XRh/l7/L/wCu+5tl5XFvt6hx+Uo6CpTEVdNTRJJFMkZWAq1rnSAAAfZb7gez8JtXv9mj8KaIVCr8L08j+XW/bX3wu4blLLe3M8EzDUWyyV8wft6059/dTZzpLsjcuwcstbi8phKyWCGrpaioo5K6l1HRKVhZR9Px7xgkMykxTgqykhhwIIOQfPrMISxyxpPEQ8UgDITRgwIrjphq6Rq8CTJz1uTeJR4zkKypq/GoPCKJmYaR+B9PbBoKKGqfLp6N2XJxXyApTpJ5VZYbeH9tByERQqRqPoyKth/sB7YIbVU9OcU/y9I+oymUppWqIZGD6QtwTpZf6MB/X2uiht5FAY56K55biJtQHQcbjymYyINM0rJFr1yMCQxP5RT/AE9iXbbOytz44GpuGegnu1/fXdbdiQtfLz6ZcZhrapGBY/1b9RJ/qT7XXd/jTwHRbabeSpfh8+nz7RVABjPAt9Bb2gW4qelZtqDh1EihEM4NjY/T/kXt92qh6TLGUk6UcMihNJJ+lxx/xPsndKtU9HSHtHTfW2cFQSS1uPau37e48Oi67Bc06xQ0zWN1PAFvz7ckuKEaT00kHbkdN+UoleLlef8AAcg+1VrOdVT5cekl3b1WtOkXXpFRQyVVW6Q00dtUjWFyf0gX/Ux/AHPs9gdrhxFEKs3AfLz+ynRE9sRUjNRQAf6uPR2fjT/LP+WHywxse7tp4DD9a9Yeqaff/ZFbBh4aiiRdUlTh8TVmOeobTyixgluLexDZWlu0byuwcQirHWqItPmxGs/JePQf3TcLXap47a9DmSYhVSNDI5J4atIOgepbHSi7n/lT9y7DoqvJ9Rb4w/f1NjIJpcpQYvF1uEypqKYFq2hx4yPEkqWOmJQWb8D2V2vNOyXW4JtrOEMuEkQHwyf4SCa6vKlc9Gt1yxuibYd0MZjMZ742ILKvk4p+Gmfl1WdTUpc1Eb09RSVdDVz0GTx9XC9NW4/IUshhqqGrp5QGR43BUhgPp7Nrwy2UvgT/ABeR4gj1H+X08+iOKAuKgCh4/wCx9vHpX4qhJdSF+pHA+gH9PYevLgD4T+3o5sbetB/P16EnHY4ArYc29RFrAf4ewvdXQBpXJ6FNra1HDpc43HjQQVNr30/m/wCD7D1zdVevQitLOiZHTxFhTK2oL+eOOR/Xn2ha+0rprw8+lwsBq1kcOhN2RtKpyNZBDTQs5LAawPpc2PHsM7tuI0lQak9CjaNsr+q4oPT16sm6j6EpZKanrMiANShm8igt/UgKfYUJ1Gp8+hWBpAU4pw6M83VuHoqZUpqaEhEujBRq4+tz7oR59OnjnoPM9taGmUlYlXTcGwFrD8c+69a6AXcYOKqfOnoZDq4tY2+n091f4D148Op2F7FjpwqGdVkAGqzc/wCPtjq61pnoUqHtmFIlvVqukXvf6G1vdWTWKdXH7KdSK7vinoYOK9LqpuS/P0/1/abt+Afy6uCzZpw9eif90/KKpqaWfHUdaVDBl0xOdTn6WIH49nW08v3W6yAadMdck+fRHu/MFntUZYsGlphR1Xnnty5PcVVJUVcrhHZjoDk3v+WH+PuWdv2yz2yHwoFBI8/PqIty3e73ObxJ2IB8vLpiGlVBsAR9P8fwb+1wqx9eisaRhesMswFlY21fUD8/09vIlDXqhJPWIyJawP8AsSDxz9Pd+tdYCfySB+eTxb8+7BST8umnehoD1Hlm40rZQf7R+h/1vb6JU46TvJXpvaRQNKi9/qT9b/1v7VCIkAnpMzV4HHXJbkXtza5/1vdOqdZQo0k/1Av7qxpw6ugqa9ZlHC2/p/vftrp7qao0rb+o5/17e22FR0+MCnWZZAAFJ4sARb/b+2et9Y3lCj68fUfj1fge7KpY06Zdix0+XUGSS5JvzyWA/H9Pr7UKg+HpOxHDqBLIAfqAR/X8D2rjSor0ikkr0zz1FzpF+Cbn/E/09q0ip0lZ6Z6bJqjSpHA/q1vx/h7WRwE9IZZa9NUlUtyAf6+o/wBfaxIhTPSR5adQpJ+CGbg82H1t7dRPQdMGVmPURqlvoLWH6b/UD294I8z1Q1OesRqX/AB978JOqAjhXrisrE2P5vb68f63u2hfTqmo9ci5H1a3+uR/xPvegenWjLpwevLI3+qBP1HP9Bf37QPTrRmXy65/cDgM3I5/wH9PdGi9OtCYcD1zE9udQP591KN6dXEgOesomA5J/wARYf1/w91KNwI6vqHHrKsp+quf9ubX/HupHVlemOpcdW6/U3+hvz9fyPbbRhsnpwSUNR1mnqRLA8V+akikFiBZp/Qpv/rn3SK3bxgy+Wf2dWabsKk4OOretyZei6j+BvZtDR5OPEZDsqj2XsnDhIklqs2tXQhsrTw5CMehQy2ddXuNeSpje897hch9McFS0ZXUG49walBTqUeawbTk/aItGuRwe6tNArgFfOvrTqq6gnEdNTwuNHipoIrj+yyRBDf/AGI9jKdNUrP6kn8qnoCpJqopx08x1H0uQ9rG/wBLAf19oWhHHpSkpVvl05xVFwChuB/ZP/FPaKSEA1I6VpP68enGGr02HIJtcH6X/I9pXhJGOlKXGenKKrGn1AX+vp/pf+vtO0PpjpSswOOpa1C2BDmxH+8f059seBU5FenRN1mFQSLt+n+oIvf6c+2zEPn1vxl6990igc/W/wBBcn+t/e1gDcK468ZQKU695VYXU3/1/pwPe/C0nhXrXiBusT1I0kC1udR+vH+HtxYzXu6oJDTI6gNN+FNxfgn9VvryfbwUcadNVAyesRcci4tyD/X3eg6aaSnDrEXt9B/t/fqdJTKxPXLUeTawsebg249++zq5kApjrrUGHBB/r+L/AOt73Q9bDqcdcPUPpwL/AEuPesdbZ9Ix1y1mwv8ASxsf8fz79516a8Vvl1//1iCSIASCBY/7H8fS599BOpP6bpY+dLC3H4/x/I976900VEF9Q+gBJFwbfT3VuHXumOaAXAABFv8AHgf0sPdevdNE1MVvp/JYfnj37r3TPPAxB1C5H+BBPHv3V0+KvTPLC41Af0IHH0H15HvZrTHTvTXJC4ueCPofT9bj8H22dVCT17pvkja1gAOTxzyD/X231vqBJGxBIAHI4sf9b+nv3XusPja4vYfUc3P1H+PtiRDXV5dVIx1haJtRAP8Ari3+9e2+nIRqSp6jNTgXH0PP1B9+6fAoKdYTAV5BH0tYDn204oet9diEkHSNI/Nx+fdOvddNAdP0DXP9DwfqeR7917riIQbnUf8AW/H+t7o/Hr3mOsTRj6fkH6aQR/t/r7r078+sDrYHgC35tb6e/de6jEK1r/i9hbg82N/bcnEdbHUWV7n0m4tfjjn/AF/bfW+muSQpe/PNwQB9f6e/Vpnrx6gSO+kluCedI+v19pmK17enIvh6bJpWU8E83P1tx7r0703TSHQWBJIIBIN7+6sSBjr3TczW/wBqNjc/4/639fbPW+o7Fm4s1v8AW5/2/v3VgfLrsIeL/T/ef9ifdG6t1lVP6AD/AB/4i/uvW+sqp+OL/wCt9Lcnn37r3UhE/wBv+Tzb2zxJJ631LRLWA/I5Iv8A7Y+6dXAx1nVLfT6/1+ntpx+Lq3U6FGVtVxcEEH+g90690Yb499TdofIbsih6s6lw5y25JIP4pnchLqXGbY2/FIFqstkKg+lSovpRjybe6t8J631dntXqj4H/AB6ei2nuvHZzuvfVFHp7JzGZqJMfR7ZrCtpYcfSJdGCve1jyLe0zA0xx6dQ4I6W+b+KHxz+Q+16jcPw93i+G7WU1LYHYOUrSMDuVKRS9RiJBPYU9QQp8bAc29sSvoXxX+EcT14Mynv4dViTZDLYjKZfbufoKjEbj23kajD7jxFSrLNjcrSsY54CG/UuoHSw4I59645HTvUyPLhx+o82t+Pr+CPfuvdcHrA39o/Q8g25/1vdW62vHpnnm16rENa/0I/pyT/rfn3Tq4NR1Yx/LG6JwO9d+7z+SXYNLJJsjoilqE2vRTr46PcW7pIj5hTztwzRx2ZQP7XurGg631y7K3avyC3PvHde5Ny0eL2NhNw1M+ZxdPUfxKonxWPkKUmCbGPZfuJ7gMBc3HPtg/LrefLomNJPUbn7T2p8e9o7Tmyu5MDm6ru3fU0NOtFtfrvrijgK4mgzdrRNWuVSUIWJQHV+PacuHufp1WpQVc+Q6qsoN19Mq1ZRVj5Af5eir9p9pZDfm7t/ZbZ+aNN09gNyU1X2f2lurIiKksZdFRtXB1zEvV6baY4lFvx7bkIC6q4rn5dOSmiVGADUn06KJ3NuLYNFX7w3z1fuzM7iw+a2l9tiMlu+hNJlXxLr4J2osc9/DCspKRuP1LY+2n0s7ZJBXj/lp5daIBnd68V/ycaeXQNfGbHnIYPLbt37iJNs9N0WOq8TXb6pkSmNJn0U2r01EGVULXdbey618VUMlwQsSVqeFaeZPSKxMhTXd/pxR1qRgUHEk9Ttsbzm6H273xT4DNxZ7Ddxbfi2t0x2RkKRao0NPW1yyZfNffz+qnjVC4CoLX9oWNx9NO8LdkmIX44PE19B0kLXUdpcvauPClFIJONAfiPyp5dJLtTbHx/21sTrTr7ZfZS7hzLIua7E3lUQmqqauqyC6qqbETyepTTG5RAbN/X3fwo4LVLKOTWdIJZj3HzJr/g6eS3gtrJNvglMjFasz/Ea51g/LyHQWQ1fSfXlHjNwUWQj7Gye19z0k+3jkaYUEVfi6idf4pLvDHoSJGQM5gD3vYeymdVjtfEDh3gcEVwCP6X8R6JpGW3sfFVxJJayBgW7dQ4HWPxH06ybx3lS1fY+8uxdh4Gqgx/ZMlJ1v16+SqHaXH0dbGtPmK+PHsbJTWZhChsABx7T3FxcvcS7lGO+akMan083p6dVuby8a7n3q3WklxptoUPGn4nI/hHl00/JHoTrX4+5TrDBZLMTZnc2Qo6Ov7HxWMYTGixtYiyrVRTwkqjlTqEYb/D2l3i0s7AQjRWU/GF818z0i5h2/bNpNuojrOaeMq8SlO5vlnpv3BsDofa1Lh8j1/wBjVe848rm4K2sgyFN/CqLb+GIV0pqyrjv+5r1LL/hz7ejg263Uy2reIrHV6BF+3/D0utrXZbSAyWMhkSVtdeAjXyFflmvTf2N1a2ye0Noydh5DB7X2d2VHT1uKquvqpc/S0e3HjC/xRYhYGQkqZUaxuSfaaWJ7W7DXJFJ/7NUz2/xf5+k01rLtu5RtuBH+NH9JYu4aDnWB6n8XSQ7c2n0/sWsxUPTPZGS3jkxO9TncwYjjEpio8kcEMERsw/B/xv7SXkO32zj93Ss0ldTEGlPkR9vSLcLbZbKVW2OZmuQ2t2BIC0zpK8K18ukthK/Z+fwW48rX1GRxHYOHmgymJnxWqGiyNHTEfdmunT/NzMTww5+vttriK/V5W7JkGrswGA41p59e/eVvvKTXv9jcwgPSIU1BeJanA+vQob+z/YVbgNpbtxNLjNr4XK4mPDTZHbhSGHeRiGqeh3BkoiGqai1zIso+h9qJWnl03VsyrrGQOD+oJ8z6jowuJr+5WO/22SOMSqNSJQCYDirN5t6jrDh89hKjP4d67HYmlpkwj4nMbXScYlBSTp68nt6oiuWqQwBNub+3hraVYlohK5U47f6J9ejNVna4SCIxxeIlDCTp7KZKHzYdDBS5/P7TymxN7Uu9a6oi29R1n8MwO7NOTqp6JSTU4SSrYs7pNAPFpI4Bv7dhRlKsXJVQRnJr9vRrYQzxLFL45Mcale7ucca1bicY6XFDvrrXZ+6j2t8da3JbZwG68ZPD271/uCJshtoz5EM2bjx1NNcOkLsfFEVAA+ntqKO3i1T2LFg3xI3w54n7R6dUsbGw27xdy2SYyRy1EkT5jq3xN8iPSnQ7dZbj2r2N13t3aHXW9sPsPfWw85XV2z9tZOWOr2n2CtXK1VULVTT/APAPzBjTx06ghWNx7UwgmALb0Gn54P2f4OjazQz7f4O0sq+EdS0Pa3mQPT0p1z6v3DgN4zbu6/3tt3O7F3jit1zy1eCrKieuw9TX1khYiN57B4IGUGmccIDx7Zt216kkBV1NacR+XW9nmiuppLeVWS4Q6yh4f7U+Y9Oju/HfsLI0mVwuF3DWS4DNtUVGPr8eAsibkwlDUH7OomN7IyhVKsObe1Beo6ENvKZl1MNB9Othj497r218hOve0fjPvyroMltbtjaFXteloszSxVNZQbhelK7Uy2CrJeY3jkBLsliPbTLrFG8uHTd3bJcCOYltcRqCDQfOvr1qvb62Jubqfeu9epN6U8lLurrXcNdtnIwyavXTUk7R4qpQty3kgVGLf1PvUlKAHy6WZ0ivQW5mnNdSzUqT/bSyAmGoX1GmnjYSRTKD+QR7Z6cH+HrYZ6l7X6u/mZ/C/dfRm88lsnafyR6m2F4q7YW6aiDGZHftHtujFNht17Ezkg8jVHhiWN6WP6sfbEr6CNK1r/L7ei2Wb6G5RRG8gmNKqKhf9N6D59a++yPid8i+1c5l9mYbqWoz79fO1bktz1cNRHlNuUENQyUOElro1LOrabLG31v72yKXViKkcD6dGBRRIHIGocD6fZ1cT8KfillemMPujsvs/Lx9H9OZGnXKdt7z3JQQUVVnYsJ+8uA2bT1JD+WVoxCfGvqLe6ycOrADPz6rn+Tve0HyX783f2xh6Gqw+w1ji2t1vhK5m89PtHCv4aHKyxN/mpKnSXZR+D7aPTi8c9Aoirc8cmx+v9Rfj209K9XHUwFALKVABtxb6+2+vdZAyDkEA2/Frn2w4oen1KnA6m01cUNixuGH1/x+nunV+ndcwEH6yOORc/j8D22evdYJcyJP92mwtYXP4/r70eB6snxddLmLD1P9frcn8f09p6efTnWGXKhlNmFja1v6+6k0FevdM0uRUH9Z4a/+x/HtjrfThQ5Yceo/n+0b3/pf2zLx6UrTSNPSxx1a0jA6mHKker2ypJGet9CFjJvLpDA8EDm3+tf20/xde6XlNFdF0gD0i5P54/r7906nw9PVLDYHixP5IJHH+v7ab4qdbPHrqqgWzX/1P9D+Tzb3Rq0x1rpGV8IR302twf8AeP8Ae/bI6dQDpEZF1QsSeeRbj8+6SfB1c8Og0yxZmf62v/rfj+o9sda6TIRo2H1PN/oeL/4+23Hn0/CTn06UtCdSC7D6i3N/959t9PdLPHBkKsGI508fQi3tt+PVTx6W9LOVt6iLgC1x/Xn3TrXDPSro60W06rLqsSbEg249tNx6fXI6nyyLIllN+Dfgf091IBFD1vpE5qnV1fhQSByP9fj2l60KVz0E+VpCCyrcgk8n+v8AsPdH4V6VjgB0g6ygZtaugFzwzC/F/wAe2ut9MBoPURZQqk34/qb39tuB1qlT1IgowrC1rfUXH596xTp7p6pqfk/S1hwR/vXtgihp1vpwsiLa4Fh/rG1/8PdTkde6iyVoivdjYXtz+Bxb8+0/TgznprqMoxjujE8/Ut9P9690cClerdNZq3c2ZiLk/n8fX8+2et4p8+nKlcuVGo2/4ofrb2nkyxHSmlD+zoRcHCJGT/E8j8Gx+p904Dr3Rhtn0JZowfqSBa3H0+vunW+jYbSwBqoEGg3FgOLixt9R709WXp0VpnoWafZCNGpMQuR/xz+n+PtN1quadJ/K9brVqQ0HI+l1/wAf6+25BwPVh0DG5+pKZQ7PSB29X1j+n+vf20eBB6VjIHRX96dHU9WzumOQkk8+HgE/Q+0p61w6LhuX49WEkkcJiPq40kD6H8e/Hh17oBM51BlMfI5p1dj/AEVTa17X90HTicOg+qdvZXHO4qKaXSp+ug/j21LxHVj1EQMps4KkEg6rj/b39tda6zn6qABcH6j88+2m+Lp6PhTpwh+otb9ViQdXBHNyfdScdX6doD+of6x/4r7S9V6d4iAF/wBaxufp7bfgOlER7adOMZurH8gf7zb2307070xBRCL/AJ+v+39tN8XVTx6eFJIN/qLW4sPdTkUHVkOadOdOxJFh+L8/U/1B9skUND090+xrHMrJLGkkUsZSSN/UskZ/UjA/19tyEqtR1ok+XVvn8tH53da9JZyn6L+XdHUZfpDOwzUHXXcGg1ud6b3BkCYqKnzkT3+5w4lZJCknpWwFvZ5sku0Ts1tu6k6gQrL+A+TfOnmPlXoLc1WXMzWse48qSKLmFgZIH4XEYNWVW/CxHAjoYvmP8X+q8zuv+J/Ln4+N3xsurwtVkujPm58cS9LS5dp9VRtuHtXDbeunhTVGswmBBCm/tyG73LYIJYrKZnhaq9vcpDfiC+RH8ui5rPZ+bnt9yuYktL2BtTxS0WYEYCaj8QJGAK1FOqmN09BdvbRyVLvrsr4/7m+Q22NmYWpj2J0Vnc/U7awOJpskwfF77wNZHf72kCENJSEWW9re1Ww3scLNtyXCWpmy11TW7rT4QPwkHzGekfNO0veLHvEkEt6bYkR2SsURJK/Ex/Ep9DjoqW9+1KmGsxe0a/ojH/HTP0s01ZWbk6QFYd80+LnXWm3pMhjoruXv45Dr49r5VjdPFtrk7ksT9ouyBEzHBbJ4L5dJ9vsbptX1dmmzz3EdHNkf1o0HBSwoatwPRzvhJ8au0Pkl2BszbGL2TuT42dY5TItkNw/ILfsmQj3DlsTR1S/dYqCtrkWSsqa+9xBa31H09kG6WdvNN41/dxnXUKsYpCppQ6QMEqTilQaZ6FW1XR2fay22WbzzLxR5NU7+hkatVUgVNeHV4H87vLwfFzo34+fBbp9WTrPuWio+xOwt9Ucf8NqtypiowlFgVpYeAHlj+4lW/Oo39mm/Wdry3tEO3WDtM06CdpWFQxONJH4QvEdBb293G8505jv+b93iW2m24taxW65CjzkZvMnhXrXGkAHoVVjRLaEUWVFHAQD8Af09xdKCCBSteP8AsdTFpIUMp/4vqBOL/jg8n+l/x7oet9Mk6WLEc31fQH8f19p/t6t02SKSQSPpxY/4/W49+6dj1EYx1140sAeLC4B+n+w/1/bNc16c694103C2P0H5/wBcAe6kgcevdPm2tw7s2PuXEb12DuPJ7P3ngpRLi9wYapkpKh47hpcVXmIjzUs1tMsLcMOD7V7duU9i7hSSjggrU8D5j0PXpLeG6j8G5RZEJ4MKgH1A8iPXrYv+LXzgrfldhsBtKeiyeR+WOP3BRZrIbVhzj7fpajbW28eP8r63kjKiSplMWuWBSPqfZxdNc36oLXVcBnBBB0uukcFpkHoJy7dZbGJbqVlt7VYypdhqRvEan6gPlU06VvyS2B8b/wCYHR1FX25PiPjz8oqPIVmG647HwUDz1WezNKPBTbS7jx4QXJdQjVj6iL39rE5gsdwh+h3wBGJKqTlicdsn8Lf0uPRVa7PvvKzCbl1Te2Jo8sJNFRGqTLbHz/0nDqhPunoLuf4zb2k65742dUbU3BqLYjPU6yT7Q3fRn/MZHAZYDQ6Sj1hTa1/p7Ce8bLLt07tHV0HAH4lGD+Y+fyPQ+2jc9u3q3N3t0hdF9cEHgQw8iOg5SM3UaQDcXP1uf6Kf6f4+yFxVa9G1DTP+o9OSx6bfQXvb/C3BHtOKUx1Uihpx6yAcX5/wH09+PDpxAOPXFzpAaw+ouOL/AOHJ906c6613W5Nv9St/r/sfadviPVeozufzbk2APuhFRTqyMFNT1FkkLFvqq/6q/N/6D3dI6YPTM0zUpXPUYufoOBe9/rf28ABw6Qu9ck9YXqQHsv0t/hz+ePd1QnpMZEGOsBq2uSGAsSW1EKqqPqxJ4sPz7c8IAZqemvFAHHPQkdc9Rd1dxGdupOrN477pqRilTmMVjJnw1Pp/zheqbTcDm5UHj2tG2lYjNcNpA4qMv68OmxcK0gUuqemo0B+Q6FfeHw6+WHXmyZeyd09OZmfY9PKYchlduRzZafFOv6nydKvqjQfltNvdP3db3FsLi0kNDXLiiinl9p62t7GLv6KUhZqagtfiH9H1Py6L3jcvHIqzU0+tA2h+WBhkB9UciNYhh+QRx7JrmyKsY3WjeX2eoPp0ZwXTwtXJ/wAn2/MdLigzIH0f1DTxq45+vsiltXj4dHkN7HLxPSjj3AyXNyQfyG/P449pHQsKEZHSoOp8+sNZnwkE1Q78xRsw5/px7pHbSSSCP+I06u1yqivW5F/wn46OwewfjrubuSrpg+8uyqlimQnhU1NHi4zpSOGVuVB+vHvJv7vW2WyybjzA6AzL+hEf4UHEj0JPWIv3qt6upp9o5ViJFuo8eVa/FIahQfUAdWU/M7blHuDaPXG48q1a2M2pu3XahYrJSZWtbTiMhUyAjTEJBeQn8exz7sRNcbTYX7E+FDPRqHKsxorn5V49Rp7L3AtN73Lb41Uz3FuCurIZU+NB86cOqv8A+W9u3sTb/wA4u4eue2dlbnoN+ZGlyWYkyM+JH9zqHbE1U0mGzeN3CpKzNPCVJANwTa3uL/aW13TZ/cmePel1vchqSeSJxVj5DUDj1z1NHvi+wbx7TWl/y7dKLe3ZV8Gv6skgoHQrx7WqOtgyupYcgkkMyLMR5DCxsVdzcBr/AJHvKia3iulMcgqRWnpXrDG2uJLNlliJUGlQPTrTN/nU7Gx2xvlBgMlRPGtVuHHSSZCniUKQ6PpV7D/D3z09ztqTZuer22jyHox+RPHrpn7O7xJvntvY3clax6o1J8wOHVU6sJAoViVP6r/70fcfOKLThTqTEyKH8+oFXjXm/SvpJPJ54/oL+2On6n9nSSyOGZY2utrEfjg83B97WQxmo8+m5IhMpDdB/V4ctKwKg3c/i/B+p9msF7pXjTohuNvJao6cKfEKkKgqL8c2t/t/bEt7qbj0oj2/SmkjqJV0GgWUD6nn68f09uwz6s16TTWukUA6SdagjlDWFl4P+Jv7OrcmSOteiC4URvTrNHKpQc/0t+b+23j7qnq8c6hKHryRNNODa4uLD+pP+t78zhIyOm0QvJU56VFLizJwFJ4ANhxf/E+yaW6CnuPR1Ha66ADrDksOIKSonnBWOFGd2sfwOFT+pP0A/J9v2l6JJVSI1YmgHr/q4/Z03c7eXjIp9nVmvwq+EdJTbTqPlH3JhtuZqXEUv3/WnWO7K2Omx1QZxqx+YzONm4qnlPqhp3H49ib97ywWVxHtEaS+EoMrs1D9ijzHl8+g3JtsDXEVlevJAZ2IRkWuPPP4T8+k18gfmbuzt3JV/XO7e2aDrDsvYtXTtsXae3aOPAdcZj7W1RRY2kqafTHHURKqq0YFjax9kr7bv+9xLzReQmW1jA1Qx4Ma8C4jU5+0/bTo5s77lTlSduWNtcLdTghbiY6i757WkbhXy6CjrX+Y32vjN0RVG6K4x9r7TzNHNiYKWONNpZ2WmkCPkKqkU+P7jSAWuPUT7U7jsElnbR7xsrhrUsJVqO6KQZrTz6QbfvtjuFxNsfMMbJLpMUgVqiWM4Kg+VPI9Rfn5iNjdwZXbvy1652oNg57e8cGK7262osf9rjcbupUATe9MigBEqxd3sLFmvf2e7dznb8wLJttygW5iGsMpJU04hfkxyR5cOiS75FuOWbZQshnttVInY9+g5VWHqgxXzp0RHEYwq4DL9bEcH8+y++uwwPker2NnQhRnz6FrE4SRwmlBYqLcXH+xPsG3l8iMat0NLHbmKjHQgUGAkGn0c8Xsv+249hu43JOhLbbY/CnS2x23HlnjiSL1ORe6/wCP+Pslm3Ay4Xj0dQbYgp4ox0bzqfY1PjqmnnMSsxCu114BHsrmOruc56NaBQAvAdHzwDrR08CrZV0gccW/1vbHVk4GvSz/AItGsdpCSSD6fqP9b3vq/Qfbqlgmp5pBpH5J4uTa9re6Dr3ROexa+CNZmDWIVrD6/j8+6sKqQevZrTy6KDl91yY+pl0SkDUTYMb8/ge11ltbXSBq8eiy83RLaTSDgdJyr7Wnp4yBPICLWGs+q3s1i5Wkm+I46J5ebI4xpAz0HOd7SytZeGCV7vex1mwuObkexDt/KNrCdUor0Gdx5xvJToiwB0Gk01TWTvPVStNKxLXckgXP0A9itY47eIQwigHp0D5JZbiUzzElj69YCdP+PNyPzb3sKWPTZx1gdwhI/WWPJ/p7eAA4da1HTp6jsT9Tcn/H68+7UNadUqKV6xu9gDYD8W+t7/6/t5VFaDpPI7U6gtIT/asBybm4JHPA9qFiqOHSYt1iLalJa5H9Px/hb24EKkAdNFiesKgswH+P5/p7fbC569w6lEFeLj+lh7S9V6yADWBY8fjn8D8+2249PqKCnUpNLtxxa9x/rG1re2nOlerr8WOpIvYnj8f74e2g5oen+ugDyf6C9/dOPTcgJFR1ElfW1ubfW3+HtXEgHHj0wxovz6hTSBfoeb+r+p49qEUM2eksj0U+vTPUzfqXnUfyef8Ae/auJPIdIGNRXppll02UfqI5J/p/X2uSMt9nSN3bIJ6Zp5i7BQfp9Tfg/n6+1yoFHRfI9ePTXLKDqCG4ubkjgEfX/X9qET+LpMTU93UUyC304/JY83v7fC1wvVGcAY6iPOLtbkiwH+v7f8MAZ6YeYnh1hM5+pvf+g9uiMHj0yZKnj1285I9Jtcci/PvSpTgOteL8z1wEptYm4v8Ak/7H3YqT1rxB1jLN+HIvc8H/AHv34KfPr2sdchIx4vcgDkgc+90I4db1L69chK39SR/r/wDFPbTKAc9erXNcdZVqGX63sP8Afck+/CJCCadWDgYHH7epS1fIDCx4sRwB/sPbLRUOB1bxG6mR1AKk6r24t/X+p9stESR5V6cEy00nBP8ALp9wFF/Gtx7exCqZPvcrTMyKbXjppRK5J/At9fZff3P7v265vWx4cbUr6kEDox261bcd1tduUavGkUfsI6sP/mAV0+08F8cukEWKLFUm2avftVFAAhmrqlllx0jgcnSpIBP19gL2ktb6Lli93i4Uo9zMVq3mpPl8j1IXure283MVvYwuCLWJY2C8AQKUIHn8+q/IpyCTqupJP14F/wCvsbSRYpx6j9JSDpPTvBV8Cx0n6WvwQT9PaFoiD0tSUjjkdOcNRyLNpb6cm3+PHtO6VFD0oV/TpzjqxYCTn/ah/vufaSSA0x0oV/IHqakt/UknB/x/3gj2maLGR0+J2AoepS1Lgc3/ANcHg+2fBX06cFzQdZlquPUf9s3ujQsOHTpmBHXf3Q4sbAXv9D9fpf3UxnrYnAGc9c1nNtOr/E8/X3XSR5dVM/p1jNQoFtVz/geP9ax92CMePXvGJHoeuH3I1Dn/AGFhz/sfd/DFOm/FYYJ49dF3YkqvB/x/Pv2lF+Lqhqxzx68I6n66W/w5uP8Abe91iPGnVzFIBwr1gaSRTpcEE8WubH/H3dUUiq9M6/JvLr2thb08E8tf8e90pg9e1K35de8h/qf9ufp7pRfTr2sddiQ88n/En/eLe/aVPl16q8ev/9chUi3PP0P0/wBt76CdSf1BqEWxPJtYH/AHg+99e6aph9bXOn6A2+lvdW4de6aKhfUTbTwPzf8A1vdevdNcqN6go4vzyObi49+69011EV7sRci359+6uhAOemqWIkjiy3uP9q/rz7304K+fTXLTgsWsbEfS49Jv9PbTE1p1vqDLTK3JupW4I+v+9e6db6gS0p5CkAcEf4D6fn37r3UdqVibEX0i9xx/t/bUiqBqrk9ax59cXpP7Vibn+tvbPW4mK9rdYWpjyAoJ/F/rz/r+/dKRw6jNTMDYqAR9efbTnPW+uP2zHkC/54I906916SnUKD/t7H8/4f7z7917qO0QAIAPqFxyL/7A+23BrXr3E9RHiCrf1E/6ni/+PvXTtBSnTfILG35Xm3+Hv3XuoM5bkACwuTaw+ovbn23JxHWx03ykBfRbSfre+r+l/bfW+micAMTyRf68fqHv1Kjr2AfXpvmuLAm5P+8Ae0zAA46UKVYVHTbNc/7AkD/iPdet9QpEOn6Ekfi/B96b4T17qI8ZuNQI4/w9sdb67ERBvz/tx791sceuYiA5tyPpc8f7H3RuPV+uei/14/1vp7r1vrMkRAv+L88i/v3XuuS2FwPxb/efbI8+t9TY47gAc/S/+ufqB7oRQ56uDjqYsQ4UA3vax/297j229adWHTjTwF3ACm5Ivz9B/X2317q7v+WBHQ4n4y9+Vu25Kuh7Wm3NSR7gr8Kq/wAbl2uacrFT+b9aQEWLWIBPurZHXuq6/lF2jvzbeZ3Ti6iukoKymrfPUQUsBGYytHq1pkMvUyixN/qv1PtO1aY6cQgH7eo3xe+aFZRbypPvcrFRZMPjqCiymGhqsesdK1o3+6SPSdevT5JEsfrza/umgAaRmv7P2dPHSe09Ww/KfaWL3715gPkJgMZR0O7dp1VNtDuanxVTT11HuUVMavid2UktKWBLl1WUudXBufbPW+iK+KMm63IPNweP9h7917rpoyRZCdX4+n+x91bra8emmshyT/b0WMhNRlcrV02LxcQF/JWV0ohSN7f4MST/AIe6dXHDq+HPTY74i/G7Y3RNSsLVY22d6Z2spp4vtMxuqupPvHx6VqGxdUfQA7fX3orqU9bHVUO+d44nI9ajclBHieudr0ldX7i3NTUJkj3Zj6mtctU5CsgnNpnnazwkAqPx7YFDny62tK/Z0WvYfdO5Ou9uQbVmqcX2VTb3j3Dunce4MNULTdk7g2fLRSxw47ctepBaMR2RKZDe9iB7RoJAjamDEGpI40/pevTMQkVWGoMa1NPT0PRWMWeuG6qoN3zdW1W7ut8rvOrm25s+HLmOn2/mKOqLQ0O88SJBI6u/6mkU8fn3rXFMpcYXgR6np0SxzQ6jha5B416AKn3htneHdO/t897z4jZfXcOOpaNtt7MpQmMq6CljEdFtnAUrglRqCmdwPrfn2x2LIW1UHn6deosc7SFtIoK/Z0Aj9kYjeuU3zsXIfxufr7NLkKTrDr3FQz/bUrOdNLkFp6QAubWMjuCPrz7LZJUuLt7a4NFlXR4Y4FacR8z0WtIlzePb3LEJMpQR+RWmWH29Nu9cfvvsPa2B2Xmq3A4TG9a4OLCYzH0I0Q0tKalZJqOKki9c2QZQXZQDYX49pbxVMP7pRhGUACE/CB6f6anTd9GRAdliZYioAU/hp6fNqenQab4nXbk+PqYsWZqShwSbewU1RQiGLLRxJoayMoImUn1FufdbtzbGO5jWrooUejV/y9Wu3e0Md5CuqSNAiimHr5D59B/9hj6eKnrYsNU7hqIl/iOTaKCQYPFyiO6Y/J1ajxrIP1aWbkD2kuHtIgsejxJv7Q0+BD/C/wBnp0kuJLOEhGj8aeni4+BD5rIeFVPkfToT+ueu969wy1s+ycicfgsbj8ZX7+y+QnhhpMHCZmFMMFA1mEYIsWiFwOSfbEUdzuFws0bUUAGRh5jyCeg9eqW8V/u12k8TYIDSsMdvkI/Qep6DTc2amZtwda1Uq5iE54VsG7Fmkr6iOGhiana1dVF5WRwLhdekXtb2XXgcyybZGahjrEnmoHlXot3KrTy7PFkOQwl46FAyCTk1/Z0vNlUWyMps/G7R29U1mX3nn6yswzYbK0Qjw+04PHpTddfUooJ8xNkUn6j3e1lj+nFrbUZ2BTSR2oPORvt8ulO3TW62Y26xPiSuDGqkYiHnK+OB8uga0bh2xNW0OQ1Zqn2vk6rF0c1fLJUUv3MLtFJJj0lJKxG10RePpx7RW4u7HIXUIiQrNmp8yvy9B0hsk3PalJ0+ILdiEkfNT5lPMD0HTDQ4KTJrJm6OlkNCxmlq6xUEdqwXaemPAAAH6R7YitkmY3cXCpLHz1eYp6dJbTb4r1juUQJXLO3Bi34lI4Y8uhY6463x27cdPUJuOl2Vm2y9HQYvFbgppYIdw4aqjZ8jWrI4AKxkBf8AG4t7U20DTKXtF8JgcBhhl/ET8ujXbrMTxmbbU8By1FEooJIz8eqvr0x5HIvtBt1db5aKp3DtFcq0+IooHlSkxmTKiKXPYh3PIcekhDa3tKTFbySWcylo2OAuNLfxD5HpC309jPPtM8RlgkeojTBiNMyIfQ8MdCn1ngOqN0dfbj2u+OrtxdtbgraVOsstSyyfcbRhxwLZv+N04OqRZSP29I9vxJa3EZhhasi/Ax+JKcQfXo2sbfa9yh+isZhJOhpBI1fEhP4w3qCeHSq2Ttfq/cEsu5Nk7tyW1e2OsqikzT9fb3jlrNsbyqdvziXKpRSG/jjqBEylHP0a1vdY1DzNJaOUkioSjcG9T+fVbOLxLmS62qR4Lq0I1Qy18OalQzj5NnoYdy14wXbWB7bxHSM/Xm2u3sBLVZHaeZo5Mv19uPJ1K6cvJjJaAMtJFJKwaPWRp/Pt19EU6yxAq8uSpyp9eHDo1ZLew3KK6sVeOW+BLxHujY/ipTCj59JfY2L6pr6ql3TuDY+a2Xndibwq8bW5nZuRjk29JNkFLYWmyUBZmXxzOhEi2Fh/X3ZVg8YXABQoSvaaivo3SqCHbpL5L2FWga2YofDNU1nyceYr59CfjexN11tZuDem/aT7rO9aZhcFuHMQ0ZaiyG18i2jDTTimUO0ix/SY8E839uo0jI0s4GtWoafw+R6N7Se8ZJb3dFBmRihKcNJPafXh0ZvrWuSfO7ayGOSKCp3PgKvcHXsWbqLmvMMrGvppqon1BYg0iRKdVrce3OjmJ08UAg4WoJxqr/m6uZ+OPZ2Jx1JsCaPONhN2mvTI7frJ4WhpspWUz/5RHIWAeCCI8BpSLj6e/ZBzw8ulwKsAR/qr0Hv84fqWOl3N1D8rca1G9d3JQHbHaMGJF8dj900Q/wAjyErD9JlgUcseb8e6OuNXWlJIz5dUwVUJ1W4YN9f8Rbjk+2enAR0ZL4Kdc1XZPzS6Vx2PQLkNq1lRu2qqTV/w8DF08LwPHW1SMvkgB5MTkgn8X91NRkdVc0XUTQD+XR//AJT/ADK7w+E3d26NhfF/cO3aCm7Bnqdz9kVWcwwqXqMhNxTJjDKjHxIwuFPHutWpTy/1cOtBakMfIdVf93fJD5A/JmvpK7vjsrK7toKJhLQbRoyuN2lQS6tXmixtII1dieT5FI90c4p06OgsQ2VQABpUKoUBVVQLKFUcDj/D2yerr1ID3INjcfXV+OLc+2pOPVx1yEgJsSP8f6+2+vdZjOFXjlhYD2zL6Dp6OlK9QJKwR/Q+ojn/AAP49tdOdRHyEhupPH+NyR7oePXusD17IpKmx/1iP9vb34Cp6snxjqP/ABV7AyOCCLD6/X+vtOagkdOHrA2XcEC5t+QL/wCw90YEqQOvdRXyvHqNufrzzb2x1vp1x2QLOLEAk8A35/1vdZANJ+XSlVCjHQn4GpJKMxB/QDbn/efafr3Qs4mRXMdjz6T9PbL/ABY630KGL5jP+so966dT4elPDEAoJ/p/X8/n203xdbPHrjUx/tlhxwQef6c+69a6QOZYqJGIBH0Fr/05Htk01U6cTj0FmQmZ5CpsCCSB+fdWpTPTh6R1cC0rKPzY/wCxtx7Tda86dJ2YOQQBwL88f7H23J5dPRNnR69T8cs11ULdbFrj8W+t/bfT/S9oGkEa3UjS1+bXt/Ue2349VPHpRQSgKD9R+P8Ag1/p7p1rp8p6pQOSBZuePz+fbRoTUdPr8I6mR19nsXGkmw+v0/x91rTPW+o2QlEgJPIsOB9P9v7Snqo+fSFyKJz9fqSP9b/Ye6Pw6WLwFOkRXqDrH+tb211vpiemSxPKk3/1if8AD223xda4HPWBYgpt9D/T/D+t/denQQeHUnzxQg6jYkA/n6/n20/xdW6aavJAXXji34+v+FvdOvdJ6aukkJPAFiDfn/Y+05wenF4dYDIxQEng/Xj8e6t8J6t1JhiLutufof6e2OqipGnz6V+Mx8stiEY8825/1vad/iPS09C7trCTmSL0sSxH4P8Arc+6Y8+tdGt2NgCDEXQHlbiwvexH190Py690cbYeJjV41dbC6/UC1x702rTjp1SadGUoNvJJGh8dvSB9Bf68H2m69TNenxtmpJGzGIagBY6Rb68e25OA630G+d2EJ5GHhuCfpYc+2+lUZIHd0HGV6tTxSA04NxcDSOB7SHJr1voE8z1Is8kg+2tGbj9I/A96PDr3QF7q6eghZtNINfI/zf8Aj7r06goOgM3H0malJG+zTnVf9sfT6/W3tuXTgDrZ6LtufomIeVooCki39IX/AAvc29s9a6APOdZZjGO5jhlZUJP6Sfofp9PbTGpx07HwPSKegraGTTPTyRm55KkC35PPup4dOdTafTdiDfUT/sbf0HtL1Xpzia68nkn23J5dOw5J6c4T9QTwfp/if6e2+lHTvT20BR9QTx/sePbTfF1U8enqP9P+PF/detr8XTjTk3A4/TYfX6n+vtt/jPTw6fqYi635UcD/ABPtp66DTrxFfOnT4kUc8b01TEk8MylZYJUSSGRf9SyuCPaZSVAC4rxPSiOSjYyfX06O18O/n98kvg7X5Kl6xyeJ371huJUg3Z1D2XHJuHbdTjgSJoduw1nlFNKULBSulR7N9l3yfZLiSWEBxKmhlYBlI86g8DTzH256DnNHKO0c3W0UO5F4pbdtcU0RKOr4oSQQSKgca/LqyPIfzLv5dXf2FioflP0L3Xs2pxUxqcBgdkZemjoopp/VUpTVVEwcU4P6IXbSBxb29HJyrM7/AFcEqImUERA1E8TnyHRfdbf7i2TR/uS8trh5cSyTq3aowtAvnTj0p9o/zVf5eXRNHBt/49/DnJbxw1GklRBnO1sbhMxn3zJu1OyVlTG7mBGsxDtf2pTmDZdufwNqs2aECv6xqdX5YpXomm5J5r3xGn5k3RYrgmlLUFU0eYJPdqPrXFejHYL+d/8AE7suiwc27PjdmMt8h8MWj6+2Rlo8JhOsY8xIxWkqce1AsUKn6WFRe/4/Hs0bmzY5YU3C7sTcXUXaqHSsK1zqVQASeiOL2v5utGk2nZ90Wy2yU6nmBd7p6cVZmJxx4dEm/mH1/ePys6Ho+zd69ZZPEbv6Lyx3FWE4yqxuO27tXNOaf+GYqKrVXnpokbUKiO8Z/B9hDcdx3bcVb6yNo1GQlCKLXFK/h6kTYNs2HYiI9ruFl8XsdwysZHHHXQ4auaHPVGBaKoijqIG8kM6LJC4+kkTC4b2HJBU1of8AY6GIDICONcEenp1DZfqp/B4t/re2et9Nk8X1sPz/AF/oPbT0rjrfTY8B/Av9Lc8/4+2+nodWevCK/wBF/wB59tEEcenOsng1Hgen+v5AvzyfdWrTHHr3UkQx+nVwbDSF/Nv9Vf22KUoOHV0LA46eMPXZ3b2dw+69p5zJbS3jtusjyO3N04Spko8vhq+IhopoKiIgsnFnjYkEXFvb1ruFxYTeNASB5r5MPOnofQ9alginiaC5AkRsFWAKsPmOrs+j/mxtvvraFHtvfVNtXrX5qbOear2n2XkcfB/cPuGiqEEWQlzkJW0eVZFBVyBdzce11wtleW5uoR+qDUMacT8QYevoeHRGttuG23g0P4lgwo0dTqjpTTo/o8ajoaKXuHbvc2ayfx7+b+2K3ekVZihDiY8bTgVmBr5F102fxFZOPNFDGvK2cIR+PZRBfskn+OO7Ffhpx/n5DozeweOMXGzCOEse8kdpHGhA4sR/Poifb38uzcONg3Zuz4k7zh+Q2ytoxPXbk2XSo69i7VowS0iUlI1zWRwKLN4VY2HtSu2x36sIXDSBQ3YCftqOJP2fPqn78itnEW7obZXbSjuQEJ+bcFr5VPVd1POks81FUQVmNyNKzR1mJytLNjsvSSobSR1GOqgsq6TwSV9kd1az2khjnWlMV8v2+vy6O6LSqEFfIg1H5HqY3FyT9OCOOLe0xNBnpyMgggcR1ClJN7C/NxyBcW90qOr+VesbScEn+tl4/wBt7Tv8R60cdRpZR+m9z/rf4cj3tBU9Udgoz1AmkBW2oBvwPxb/AIr7UAHj0XuxrU8OoUs5T0ki1uP9t7eSIt3dInlqSeonnFrf0/I+v+8+3BHTI6SmT9h6MH8Svj9V/KT5CbN6llStj2VaXc/ZuWoQwkxOzMMfPk9Tj6F1AAFwT+PZxYxFImvQO5cLitMd0lP6NektxOIozJIK+SrWmpjwWvV1vZ/zf6r+OWHipfi1i85PtfaVNNtahqaGCjSjoEoJTj62vqKKmUSlW0MTJUAkn8+yX6iafcP917tntDmmSeNQfI9GLWcSbcW3qNAxIcxiuPsPqPXh0U7qD+apvCLPzdg1vaC5qKHckWA3L1nVUCybS3PtbJVHhnp6yiqVK/caDYOo+v097vrTe9jvEleIsjpVk4q6DLGnl03ZtyrzXZNYxnTJG3ZISQ8cn4aMM0B8uHT7/Nd+OvV+3l69+XPQW1qfYOxezKajo+w9hUro1Hhs5XU61yZ6CKP0x+Uvo08fX2c3D2e424jtIvC1DVGtasGpla/wenz6J9o/eloJLLergXkyMf1qada1oMYyBx/b1ULFU2sb8fgi4/xU+ww8QbPR9HIyGinHp05R1cum6yagfwTze/8AT2kaBQOHS5LtjivWHIzzPQ1J1E2jLED6cEE3HvdtGgmQU8+nDMafF1vkfyft/YWf4odY4mmrEkb+DrFVaGXTHOvp8RC/n/X9zL7I71Bapc7W7UbxGqPtOOsePvCcv3V3uUW8qNS+Euk/IcerYN5bEwnZOz9xdfbmR5cPurGy0vlhdo5qSvKH7CqhkUizI3N/eQO5bNab7tk+x7iuuK5Shpgh/wADD0oesZNq3y+5c3e25j2l9E9m4anEMle9SPOox1qh9vfJz5M/y8fmjsvZnaO7MlkOlEzMOJgiq6JJqfIYeeTw0hbPOnml8YKFoTMQLcD3hrHd83cm8zyWF7M7fQtlWFUMC1pQgaiQADxoPTrPxNn5D9y+SDu2026rNeIGBSgdZjQuNPwrVvOgPW2b0vv7b3bOy8FvrBZKiqcXPRR1FTJFMgBhWAVH3fjJusZBtc/095o8kb/Y81bLFvcEihEFZASMacliOIHzPXPrn7l7ceTt7n2K6jYSOf0zTB1GgAPAn7OtIL+bN31ju8Pm1vcYCrjrsHsWo/gFHUwMHp2npyUqRGw4NnHPvAT3B3dOYOc9x3uI1iklZE+aoaah8j10q9ruXpOVvbradluQVlWESyA8dUgDUPzFeiRYu8qxq45v9Qf9jyfz7A5PrwP8+h5Gfw9LeiponVQyAr9bm17nj2weOOn+sWXwMTQM6qLEBfwDc/4e6kVGcde6DSbbMkk1gpvf8W/H+t7Zz5dWUAmh65yYFoAQyHgAjj/ivvTfPp406SuQoSuvUoHJtYD3uKQo1K46SzxaxVRXoMsxTiMm45PIH9Tf6cexVYyahQHHl0D9xiCGo9c9MKytewQXBHF/Zi0dRU9FIYDt6VmEo3k8czRkJJxGT+kkfXST/j7JtxlEeBjo526ESUJ8+hWxmM4C6PVYXbix/rf2EbiZmaoPQxgt0RQwHQydQ7GxW6+4eq8BnohPt6v3XRTZmlZdYqYMe61kdMFH6g7KFI/INvazYZEXcQCTUEaf8o/MY6a3Xs2qdoh3BDQ+lcV/LoyH8xfcX8K7Gpdr9eZuuxlNkMZmdxbf+7rJMdTbVzG36ZZIcctArIDBH9I0ZT9fYugsoLjcJL6rfTtMqSxqCGYMaaQPID59AUX89ltKWkgBu0iZomJBXtFdRPnX5da3vcnyor+1qbF4jfeyMDkava889Fj9w7U8mPylTkYar9/I5molIZn8gLKyn6cfT3k3y77dQ7EfqtkuntzKo8RJe9ShFaKMjhjPWK3NHuZLvY+k3i1W4CtRGi7HRweLHBoDkdN2zM/Wy4PKbrydXkJs0mQoqKjybVCtTw07ShUhCg6jUfQAj8/X2X7/ALdarfRbTaoqxFWcppoWNMk+Wj5dLeXNwvPpJd7ld2uFdEVywKgV4epby62dvjxh94949RdmdUd1YDEwb7ynUdJU4Hc0EMdJFBt2ioVrsY+WlICGrZEQC3qIPvFvXZpzHNFy6piqzBmYgKGXLUPpxp1lpMLxuXrW63aTWUCsygEltQouPI5FeqwMFs2rR0p3haWSnmlpJXC3LvTztCGH+uAPaPc94QO4Q8cj8x0qtNhkDKWWnAno02yuo66uhiqJqdoYfT+tdJKnn6Hn2CZ7uWaQk8D0L7e1jtowFFT0OdJ1ZQ0saaoVcqBz/wAb9pPI16NYj21p05U2xMfFVRyJEEePm/Frg/T2nAA4dWJrx6FvA+OhdEbSLcKB/QD3SQVFevEgLToYaTNJ9tGBIBot9D9OPz7ZHXkPXOp3CUH+cBJH5J/HPvRIGOnOkLn9zpHTTrJKLaWP6v8AePdfn17ojfZ+9Yo0n/eAXUy2v6jza3t+ztnvJwqVPr0k3C7jsrcyMaHolWd3RJVVEumS92ZVAv8AT8X9yjtu0xxRKCueon3LejLcEpwr0jqiskmNrkFlNze/s6it1j/1eXQfkuHlJB6wx3IW44t9fz/jb24eNK9NjrKLr9P9ufdNIbj1ap66d1F7X9QPP9P68e9gUx1UmvUT9XAPtwLT4umnbyHWJ5FFgCPpyOf1f7H28qluHDplm0jqHJMQDqJ1D8AXH+A9qY0HAcOkzSV6h2aThhyb8D8D6+1NAo6byeHUqMEqFP4uPp9faZstx69pY8euYTTytj+SOfr71mlOtEEGnXL9Nyfqf94v7qfTz6ui0NT1mhU6SzC1wLc/X2yeNB08tKEnqREAup7XJ+gv/sPbUp/CerRg/F1ltxf8Xt/sfdRTRnp3rixuhH9Abf4396QEsOquSFx1CkNrm4FvpxwAfz7Vrl+3pCx8z00zyern+vP+sP6e1qAAUPSByakdMs8xuz/U/Rf96F/a2JCcdJJDRT5dMlVMfpzqbVc8ezGJKDPRbK2OmedygC34Iux/tfX8e1aLqNekjHV03ySKukXtwQB/Q/g+1KoSc9JmcVz1BeRmYqebfW3A/r+fapUAGekzvivl1hItcni/Nv8AC/5HtwAnh0wWJ49YnkVQdIJPFifz7uEJ49UZlUVPWETkkcAf4fj27oXpvxD135GLXsB/T/iePe9I69rPXjM4/AI5v+Pxx71pB61rJFOuvuPpYA/15It714S+vTfWQTAC5AtYE35tf/D3UxenXtbKdIOOuYdH/wBiL2HHH+x900PxI6dEh8+pOsMAL3H44591pXHTiyrxU9c1LqQFBN7qLcnn6iw9tMqgZGPPp6OYN2kfb/xfRtvhl1Qe2u0kzFaZ/wC6mycvhaWpOPjknrclm6+tWnbE06JfUyixkH4B9gL3Qvpdj5Nka0Ia7uMpE2WeP1ReJPp0PfbDb03LmqJpQRBAGLS1osbUxqY4H59Kf5+76XfPy67AMIqIcdsjCba2biaKqGiSgXD0P2tXAIrDTdhyLc+zXlVo5OStukjDqZlrIrjSQRTFPl0U8zEHmi8FVJVsMpqrA8GB+fRS45VdRY2LfVQeCf68+zBk0tniOixJCAA/7enCKdgNP1Fx9fx7YkjBGoDp7XTIPTpDUk2DWtyOPqPaKWKoxnpQkwI+fTjHLYqVNxYXB5H+PtKR5HpVHItaE9TkqCpNx9R+DyP8fbJjDdP+MQfUdTIqt7EBgwH9b8f63thofKnVxKpx59ZBU3+th/t/dDAaY6vrX165GrHFmFh+q4P+8e9eBpHVwwHDrka0H9IDX5/pyOL+9fTk5I6001MdcRUvp4A5HvfggDPVPEDGvTrQ00tUygeoML3/ACDf6D2hnmSIH5dK4IDMaD16EnE7TlqFUaCSQD9OOfp7DF1vCoalqdCW02h5CAF6UMmznjS7Aekfgcn/AA9lq70pNa9GT7QUWp6QuawQhBAGk8m/H1/p7EFjuBlYHy6IL2wVQaceg9kLwSGORiLH0X+hP1F/YkRVlWq9Bp38NqN14zsQf0ni9rf8T794AHVtR4nrwlax4H0uR/sOPr70Ys9e1Hr/0CCGYX/Bvze4/HvoL1J/WCWRTfkAgfS/6v8AY+/de6b5GDXsADf/AA54t70eHXumuZQVN7fg8/U3NvdOvdN7xA3udPFx/jf37r3TdJH6T9LXuePrx+R7917qBJFcXIAvew/Itx/vPvfSjptansbjnnlR/re2W+I9b6wmAeokWPAAI4Jvz7r17qJJCoaxTmw/Bt/t/fuvdcUgU6rqACALaebD/H21L5dVbrh9qLmym3/Bfx7a+3p2GlO/j1xaj4J8YAP5t+P6+9dPdRZKHT6zYgn6afp7ZZSMnrfWBqMcADn+gHB/Fj7r17qM9IF9NgLE3uvH9ffuvdQ2gFj+lj+AB7o/Wj02TxMB9B9SAP8AX/P+w916e6aZotIIHN1+tvp7917pplQgk8m/4t9ePbb8etjqBMhsbgAkAiwP4Ptvr3TPNCSfr/a/N7e/dbArjqDNC39Sfpbg8e07Chx0+oCig6gSQsfqPr9ODxx7p1bqM0Lrx9eP6H3pvhPXusfiY/Vf9iR7Y631jMVuCp/3n37r3XLxj/Un/efdGHn051zWICx/rzb8j8Wv7r1vrL4x/qT/ALz7917rJHBz/t/xf/be2CKHrfThDCfrcfUfi3+w96Jrnqy9TEjuf6/42+ntuT4erDpRYigaWQAAMDbm35PtrrfR9Phr3hk/jB2mN8RUD5jZm6ceNtdhYJbstTiqiUAZRIfozwHS1v6A+/de6MR83Phs3ZlRN3h1HuCPfW2OyoEyGWzGHC1VPjchUKGosSaOL/gOsbWSRbcWPtM3HHTica9V8dT/AAk7Z2vlq/e+28MrZvr7KUFfBg9yY4jG7xWUXyUWIeUf5QsdyGjAsDb3Xp3q6TuKi6/6K+KdPtfHU01J2v8AIimxWYq9mxVMtRjsDSUswqK7IRwyACnVjqVUH59p+rdVqsftkjiLfoUILL+AOL+/de64fcC45J/wAH/Ee6N1tePRlfiB11/pR74xMVVA9TtrYGMrN67kiRbuVxw8lNAH/slr3v7r050bru7dWxNzb2on3dU1s+xMHg6ueoxtZIUxmPqfK0VNUvXE3ZmACLcfq491YAqQTxHXqVoAc9UddjVVMd2dhZvf2Tr8xsKrmoKObDbWeSu3bSbeBI21BT4WL/OK6gBpC3059o5GAiq/BeIHGv8As9NMUZTrqONacR0kabrXeuzaLdfbW6YsDsfcW/dsxZPq3aWMqYsm+2tjUrCjFZuqRTajy1TEvpo25u1/aG1Ny4e4ulWKp7F/o+Rb59J7M3Ol5rhBGCe0A50+Rb5n06DDA7HoqvdlJ1rt7K5HYuy6PaNT3p2fnM7VP/G6lYYjWJRzUEnKCrPEaj6+3DI/i+EVGigJI9fTpV4r/UC30hl06mbzr6dFG3Hi6CuyuW3ruv7Wv2HU08uWwuCxMipnP4Uld9rRxSY1OUaqbSCb3s1/aW7cxBp+KAZHn+Q6bunaKNrhsoq5H4vy9a8OlfvXd+5aXfHU294NpbU2DlRsyq23t3Y2CigXIbawtRT+HH5jdWRFmaomF2LuLr7SS1VIdwePTIFICVyK/iJ6T6mWOLc2j/UCFVTzUH8RPQPbbojt7B1m+tzytl9xS7jyNPtisxNW1bBhdwtK0ktfkIB/n3ePUiuRwD7SQRx3EKzXgBcsQuagH1r5mnSa2jivIUk3AAyljpIPwn1r5mmOnXL9jUGd6q3dl+4Nvx5zNVckOH6iXa16Vdm5USWr8nukQizyVAKhVkN7j2zPcXMFtK93TLBI1UaivkGY/PrUt3eW9nPPd0bvEcSpkx+Qdj6k16zdUz7W2p0d2B01v3sDA0tV2jCd5VWOpKSKoymKrcZT6KKmnyv6kknAB8IP0PstsIUgtp9tvZNUlx3FRxoPU/P06LdrtI7Kzudo3OYPNdjWUTLU45byYny9Oghoe08h1xL1xnNp09HjUqsVPhd2UEkorKDM4Mv4aqmq8cfSkxiB8TnkMbj6e2bm+niS0W1HhIKgj1XzU+hpw+3pu63K5gWxWwHghRpcHgV81PzoMfb075nenR+6txbr3RFtTI7Cw2RoqbD7d2Ri3bLZasro6W89asrWaNJpgJGI+guPd2ubRvEuJVIL0VIh8R/zA8a9PC+26k15OhXxOyOECsjY4j0BOa9IPYG4KjP5w7VzuVpev9tZGmC7t3bR0aSZSjpcczTUFMzryrg2DWPPtHbySSziF9MKFD4rDiAOCn5jpFt9xcT3HgTabWIoTPKuWAFaIf6Q6DmrrKHHzV2RmzM2apF3JJFhHL658jjaOcxpXVFF+GmUA8/19l4nRLdp3ct30jHGqjFSPn0XC8hhtGnmldy0oEKjJZBjUV9T0KM3amT2e1dAevo8fs7e+NQ1GIyOPAEixpePL4WtbmN2a5cJ+PamS/NtL2RFI3GQRx/pA+vRlJvjbfcqYrd0gkFWRloaU+IHpOZzs2aHCrWUeElrFyOFmwyyZ2In+AqWAp58FI/0JUepx+faa43G5CG6jWqsNNG8vQj7ek99zBuSQHcbZNcUqlKSD4R5FPtHn00YKnzXY+MpqKGvoabK7MxtTkJqmtlSCmbEIrSIq1Df5yUsCBHbk+21eW5CuzaXiGTTGnyPSO2lutzKOzeHLbR1LKKjw/L/AGel82Ompq7b1R13UV8vZGLw8W46nd+2KV4aAUkkXOPrqWC6o0SnTNIfqfr7dmjCsngkCZRq8ReDDyBHr0Y3EGkwiw7bmNTKbiJeyQH8BA818+kRTYPeWUyW5KyGqdajHinOUy2vRQ0X8cqftXlyFUv0jkkcgE/Q+211uZpQ+VApXgNWDX5enz61D48purtLjU0ajTqwoDnSdR9Kk09D0ePJ737d6gxWI66ymcye4eoNq4XBxb4x2Yxq5DIbZpN3UxlGXwlS12NL9HiZTYj2vEk1rEqA6o4wBJ5sK/iB8wOhSlzebXbKgOq2tkUXAYVkUSCviRtxZR5U4joI8DQV2AiyGIxedoKfau69xo2IzMs3loOwJciwSgo5SfTTyU+tGIv9R7bg/RIC0CuSanhJXh9h6Z2lzbygoRGkrEqx+CcEYqfwn/L0Otf/AB7bW1959dZrJfafIXDzYiFcKsN9u9n9b5MXkR4zZWqMfF+mb68/X25H44kNrIQJRkehQ+X2gefRrbzXS3km2SsEvF0uBwWSI8R8yg8+hkw+MqGj2p11UZFa7bG1sFH2FtDdNImiu2znZrUNTt772P1SRFyYzH9L+1DMAwV+6nA+nQg8RjMLeQhgtGX5DzA9fTq0bqLclFVvsjC9g1dBPno8FUpLW0MCQ4vIYitQWwVTVR/8B6+JR6Xtdj73548+jXVryBT5dWj9u9UYTvH4Gdw7fx9dHuGmweJi3F11TwP91m6bMYYCWpStkHr1RxRsg/qo90dgBTrZFOtXShklrcdT1MyGOd4is0TD1wSxMYnRh9QwK8j2yerL1cp/KF2A2Hwve/yYl2jQbqq6E0/XuwKzM1H2WKoKuYCql/csfPJ5AdMIHqNh7oxz1VwGYJWhOR8/t6JD8+d15De3yMyOUzFAcfuGgoFpc5TGI07LVXt6aE/5iP6BEH+v+fdenRQCgP5dE7Uccjm/5Hujjz68Op6uiqeOeOfbR6uvWKSVSbAc883H0/r7ak49XHUY67kggf8AEn/be2+vdcwWCklrkf4/X+vtiT4uno+HTdUS8M1gLKPqf8fdOnOmWWdg11JF/wCh490bj17qBPWlYzybm1he1/fqD16snxdNz197Ekj/AAv+bc+0zAA46c6wPWMLnUL/ANNXupNBU9e6iGtJP1/J4LfQH+ntP1vp4xeQKsOSxJFvV9P6/T3V/hPSlWDL0L+36pisdjwdJve5v9Le0/XuhrwcjMUNz9F+tvbTihr1vobsOgMKsbfoW/8AUn3QdOpw6VMIUxrYfQW5/wAPbbfEet9Q6qQKhH14Nxce69a6DvNtxJ9eSTa/A49tN8XTkfHoK60BZj/r/qtzz/X224JXHTh6T1VTkzBhdrkcKD/sL+2OqH4uptLt2SscWi+thYL/AF/r7bfgOnYf7Wvp0IOM2HKqITE1rXuF5+vPtrpVTBPz6UEm0XihLCIqQQDdQOPpb22/Hqp49JqqoZaIklWUDnRyAf8AED/H3TrXTaakH9JK/wBRcfX20woen1+EdNr5XRIysxHJtZv8feut9ShlQQLsT+LauP6+0nVemrIV8bKebG5+hI/Huj8Ola/CPs6RtXUIxvew4vf8/wBPbXVumeWqVbEuBbUSob203Hqp49NcuTjH0sCPzz9Peh04nDplrMmHNlYk3+oJ49tP8XTnTM1UWN9Zv9PqOf8AY+69e64xlpGHPFxe/N/adviPTi8Onynoncgjn63GkkW9tt8PVuljisHLPKh8Xp9P9n/iT7Z62MGvQ4ba2mzqmmK17ahp9p5PjPSgHUK9D/tvZZBiIhYc3J0/k/6/unHrfRi9q7ZaFk/aP4b9P+PuhAHXujHbXxv28kLAEFSNS2t/sPfj8J6fX4ejN7ejjkiS4W9h/Q8/63tL1roUKPGRTR6dIuPxp90k4de6iTbWSeX1R/7G3HtrpWhDDHTXldmQmFgIxcj62v8A4Wt7SHj17oOa3YEbI7eEHk2sh9+PDr3QNbi66jmle8HPNjYni/0t7r08vwjoL811qGR4xABcNb0EXH+PtmXy68egTzfVMYeXXSryDb0e2utdALunqXXKxjpFtY3/AG/r/X20wzXp2Pove6+k4CJGemuWu3EdyL/gf737qeHTnRfNxdN1tG7PRwyaFJYehh/sPaXqvQV1228vi3InpZQASAdB9tSdPRUyeo0VwQpADDj1CxBtb6e6dP8ATvT/AE/17j/ifbLfEeqnj09RNdR/iB/vHvXW0+Lpyp9RIsbWA/w4/Ptt/jPTw6f4D+m/1J/3x9syfD149P1OeFP14P8AvPtjp2MYr04IfV/rc/S/IH09suKGvr091LBuoIFiR9bC4/w916sNRwD1N50D6cAWWwFx9L8e22+I9WwMA16jVdJBXwPS1NxE7I6PExiqKaWJ9cM8E68q6OFZSP6e6n+KlKdXBZTqTiP2Z/z9W+9S/wAwGs7H6OxfUvyCG+ex+49g0lLsfbmQxEzxYDfXx/lYU9Th910sVllrsWheoWd7sVUD2d7lva7jZI9yz/Ux0QZx4IGVPqQakH8ugnYcsRbTusx2uOOLb7iszoR3reHHiKeOlsDTw6rt+TnQeQ+NXbkuxGNRVbJ3lhaXsLqTPvGRTZfaGei+9XGU84urS49SIplBup4I9k1/aPAFmAOhgCpPCh4fmej7bb5b63dgwaSNtEoHkw/yHovskV/xbgf1J+vss6Mum+WLVxwDfnj6+2Dx6t1FeEGxACkf4f1916eiPEdchTrYEAfi5tax9tGvn1frJ4goKga/99f3Vq0x17rKkH0Ngf6lh9OPx7ZGTTqwrXHU2KH8kBhz7bl9OnT1mno4qmNFkMitDIskFTC7Q1FJKpvHPTzLyrA83HttGKNrU0P8vz60cEEZ446sm+PnzVw81LiurvkvjqOSCSBcRtv5DYyjRN3YKmSLw0OI3NInqmpiQqNM54B9mCtHdjRGVjfOKZP2Hzr/AC6RS2vgubmDU68THXtr/EPn0baHsns74b1lD8ktqZna+Wn3JSVWytmV+01il2/S4V0KyZXO1EGpJ6lo21MsguTx7TwyXuxuNxspAspqooPhHn+3pPe2+1c0RNsu4wM8FVdgxpqI4CnlQ8Om/dWd+MHzTvi++9inaPyIy2JNXt/vvqin+129kauRgKY7kxFCBGStwZw/+JPt1N7juonjv49TuQdQ4E8Kkef29Ug2XcNrmRdpnpaICDBJ3N64c8D6Dqsr5A/Fvtv42ZOOj3U2M7D2rWRmqxfYXX8gzONlor6lfN09ED9m6JYyBhwQfaO7sAWBtiAGyFJrj5HzJ9Dw6ObG/hvlLxhlKmjBu0g8KVPHouLvHLCk0LpKkih/JGQVdDypQj+vsmAdWKMKU8vn/sdGK0bFOHD59RtbAcm9/wBIB4A/x9syZbHWia5PTbPOQSouzE/RFLnn8C359vxxilD/AD6Rzk0Byfs6esRs3cm4ZAlHRSU0R+tTUIVQH8LyPz78bi3iNH7j8umVsbi4Or4R8+hPxnRObMDSZEFiwJ1hSAjD9PjH5v7TTX0pP6a0XpdHtluFpJ3dNuZ6vOJgQeFnkkJPlIYKPwQ39D7Ti+uK1BwOrLt1plUWlerI/wCU9tfd1D2B8h59hT4+mzmO2DS5nL1eW0xU8ezaGm056GN2uTdW+igkn2Kdvut03CyS128KGjDtIxNAEBOon5dBnmKDZdqjt7jdSxWRxHEEFS0rfCKfb59A18suod9027t69hfD/ZeS3B1bVbJm252RTzNJMm49w107VWZq8Ks4ApxCru0bJySB7W7K3LzSJa3L+G4kDiYZQEevqrGg+XRXvo5gSye5CmRihQw/jKH09GAzXqqD46bRo8L2Nj/777Y3NksJhHnrsfs2OGYZ7dWSp31Q0E0C+otG5/zh/p7FXOm4NcWOixZDNNRXevYin+E+QPp0Cfbvanj3bxbxZEhjJKqahmPo486evn1fJ8597VA/lp9EbWzWObC7t3fvyTJzy1c/kq81jKYH7LDxUx5UUkQWN2/1SEewFy/IscEMMcRJj1tJNXBFCo/IHPz6kTd4JBu9zfSyjwyFSOEDKHiXJ+fCnVK0FTdR6v7K8X/otvaaSKnVFnBwenCGax4bm3+q/H9Le0xFPn0qRyD06JMsilT/AGhYj6hr/gj2nYMGqB094lRpJx1eJ/KC+alD1DmJulN65cUFHka01u16ysmCUqu5saYyubLz9B7at90ueW95XeLavgyEBwPJh/kPTu6bNac37F+6ZQDcRA6P6S+Y63G+t+6sDuCioddbDNeCNjUrKrIXZQQ6Ef7x7ys5R9w9s3aGMPIDgamrmvWF3Oftpuu1XEhjiKipotPLqkr+dLsN++d34TrB5MLUbQzW35c5t/cEcUKZfYu8sVAaiKZ6xPW8M6IV0njUR7iD3nvrgc6RXm3MjW5QalxmooanzFCajqdfu9Rx2fJ80F7HJFeB2o+dJUE0ovCvkOiU/wAqj5Xdp736d7++PWM3pLgu3Np7Yze2tt0WUcQ1jYikgkpsXVQo5/ckqGHAHI49gvbbjeeXY7nb9puD9NuMOHBoBUd0S+p4j5dD7mfb9g3x7Dfd7tPEl2+4UlCtW49srjyAIqeqNZxm6fde6aXda1UG7aTcuWpdxpWlhVfxSCsZKqeYPzaRwWW/49xjuNo1m4gGVUYp6+Y+0Hj1L6XYvD9QDqDZFOFPID5U6EnC1XCjVa1ub/n+g9lznFKcB0ojArXoRKCdjbTYnTyv4sD9b/19penun+plWSLn6aRxe9z70eHXumqOKMXkKre17ED2yOnE49NdeyMbkLa1/wAf196b4T04eHQd5dY7uNIN7m9gB/th7a6pSuOgc3FYAsOGB4sPx/T2JdrJJAPQR3UDu6Q4kGsC9iTyeOP9cexGRUHoLBv1R0J+3ASIA7EoP82jG6oT9SqewjujsSR0NNqjFB0LmNQDQRc/TVbm9/6ewo44041x0KRUCi+nQv8AVldksZ2p1nV4IRnP0e7MXNjmmUvSUsX3aCrrq8KCFhij1Mxbjj2r2xpxfxtCwQh17m4DI4/ZxPy6bvEik2q5WVSVMbawPiYUOF+Z4DpY/wAwpot997brXbm5tt9h9h5Cgmxu0svh4RT7LpxUQKmYpqyaIaEnIuIja5I9yBaXvgcyXEtxcq9qjoZXipWRhwMY8wDxp1G021vPyjbLa2zRTsrJHHLxjQ8fEPqRwr1TJ2P8Qt4bd3T17S0u1PHt7cfNdnWQmlyuYSbXlMRRzfR6j9axIbE8e5m2f3Hgn227lupXMyNpjQDIU4VyPIcK9QbvvtZNDutstjEpgPdK5OCa9wHr506M71T8QquXee1XwPWO7M5jMnuo0lLsyupnSrxtXCVFFlM3jkLWhWQl2Zza3sCcxc57rPDLtfjKbsx4kTJcH4o1PkSDTqQ+WeRdmglTchEUsllqUkOlQV4OfWhz1sM7R6W3H8aumMnh+yMxTb2707R+5hgxmPnBoto4BrwUk2QeO4QQQERJH+bD3GW8QWmw2aTXEYF3cqPDtw1TDjullb1J4A9SZtd1ccz7o6baStlatSS4K0WYjhFEp8gPxDoDdl/HLFURieWBaqWMl2kdOZZHcyO9j/iSPYBbWB3cepFf4vs/l0KtXsikx6iFYFiCKBZFAAFrDj2k6bPSDyVKKIML3AP5H491Y0HSyJhp6QtfXRws7hgCCOR9CLX9sdb6T9duuCBBKJkBX6+r8e6SfB1o8OstB2RDEtmnQhha2tfaevdTraipx1LquxKCRT/lSKxW/Mg4P+x96LhAWHT9CegF7J7jxWKpJY/vo3mcNwkg9PH+Htft+13e6OFtkNPM06Ltx3i02mIy3DCowBXz6IHu3sir3DVS+Ev4dTKJCx9XPuWdl5Yj22INKKseod3vmi43ORljNFr0io5ppTqZyNf+J4/r7EDJHGMDh0Hkkd+5unVE0oOS1xyT/vI9pKmten04V6zR8G3HIB/1v8Pac56cGOspYf6w/wBf3qnVtXUd3uCAQLH68G/+t7dVRSp6aZ9OOsEkoSPTb/G/1Nr+3VUtnph2HE9QGJN1sSWJ0t/Qf1v7VIFHHpOanrrSwA1t/gRwePwffmC6sdUCevXJFubqQOf6f1/r703r1cCnWVY9JN35P4vx/tvbfifLrdOuiQCFF/pyf6/7H3ouTkdaoK166b6H6/7D/X9+ALdx638upkKNpAcXH4uLfj8e22YBa9XVSTnqQtlAAH0v/sb+0xJJqengKCnXf9m9/wA2t/xPu6mi1691hkbgKPz7vEQKkjpmU4p031BIX682ta/1/wAfaiEEnpBKaLTpknbi/PB5N/rce14FekJPn0xVL2bT/QXPP+P19mUC4rTovkc0JPTJI2pmJJA5tzwP9b2uC04dF0jE9NMzEsSbkfUf4fjg+1ka+XSdzRcdQJGJsf6cC/8AvY9qkWvSRmqeo921WFuBc3PA/wAb+1AGrHTLmgp1DeaxIBJbkFr/AF/p7dCgdJy48uoxuTckk2t/h/tvboFOmak8euidNv8AY8j8e946bL+nXvIDyLk3+t/x/T3ojquo+vXEMxIub/4f6/vVKdeqevGUgkaCbfm//Gvexw61115VJ51Kfp9f6fg+99a6yatQGlvrxwebf4W96oOrqzA1HU7FUWdz2Zxm2Nr4PMbt3VnJxTYTbW3qOTI5nIzE2BhpoudI+rsbADn2rtdvnv2Ph0CICWZsKAM8fX0HVDIKUbjwFPWv+Xq0nq7+UZ8iN1YnAbg7r3ltzozHblrYKfF7K1w5fsLcdM7D7lKLHGzQSIt1dtXpPsJbvzvyny7aTXKRvfSoQIwMKW/FUDBVTxPQm2blvdN4vlsAVhjdS0jtgQ04Bj5M3kPPq4fZHx66l+NWe6a2h0fS4zC4nrXcuO3hls5WZ2DNZneO6qZ0my1PvWKU6oTUKpjjjOrTfj3FfM28W+/b/a817cRLd2gjleNjqiQAg+CtcIWppI6lLl7b7zaNgvOWd5FLW/EkSslEkbUpAlFMuE+Kvn1T5/OA6Sy3UfzQ3F29TYx4+qvk/SUO9NqZygDVO28LulIdW49sVGTQaEnM7ftRtYkfT3kJeXNhzLs0W67VEkRQF5IkYMayUL6QPKM4P+DHUHbfb3e1I2zXju8loxjMkg0s6D+zYg5oy5r1WxE4I49LD/G5/wBcH2EioOD0dK9cefThFLfgmxt9f6+0zqV6eD06mxykC9ixv/Xk+2SgPy6eVq8ep0FSebEgkfS/tLJEK1p08k1DpPU+KpH9u4tyf+R+0jRGuOnwwJ+LqWkwPKva9jYn6f0918MjHWy7qMZ65CUngNzf63/3j3WgHVllDddiVuVJBuR9fxz79jreoH5dc/KRwxX6fW/upHp1bxFHlXrLSP5plW5+v0v/AFP9PdJhRNRHV4WLNTodNl4dJtDuLqoBJK/j6/717j3fb0qSqnoe7LYK5BYdCfXZ7H4ZFp6WJXkKgswtdT7CVvt1zfHxpzRfToUXN/b2I8OEVbphbeEsh0yIvjY8af1f439mK7HGndG2R69IDvchGiQdJnPypLD50a6sPoPw359mm3K6P4beR6K79ldNS+fQJZqVdd7cBuef+Kex/t6HR0A71lDHpljqiwB18A2Avb/D2vaOhyOkiyg4r1nFYbaddxyLX/H+v7oUHGnVhOOFev/RreFcD+bf7D/ePfQXqT+uBrbm4Nv9h7917rg1UG+p+l/oPeuPXusDzLayk3Nxa3H091Ip17qM0ikC7AkEjT/T+g96691Gdl0lRe9wefx7917rEycXP1sb/wCw+lve+nUJNa9QXjUW4sx5JH0PP+Ptpxnq46xeElSNPN7kj6kf190631haAm1hz/iR7917rgIGP1Qkj62/3vj21L5dVIr1y8TNyFPH9Lf8T7Z6uhBbuHXTRm1yOFNiD+fwfp790o6itGurTa/5t+P9b3R69bHWERDkkWb8WP59tde6hTRF+LfUnUfyLf4D37r3TY0QuxAuoAB/Bv8A191fy695jptqIFJHBJvf6/j8e6dO9NM0BPHFivPP09+69001FOP9tcjk/wCw9tyeXWx02vSi1wfoCAL/ANfdACeHXumuWk+tvqDb6/m319+BAGevZ8uor0j2IvrP+p/w/px7TOwZsdPRkkZ6iPSkcadJBI/1/dOnOo70xtewPP8AX/inurfD17qNJStbVp/1hc8/63tnrfWE0haxK2P9CbH/AHn37r3XIUxPA/HFr/8AGvdGPl05177Vh/yMe69b6yLTHg6Tf/X4t7917rOlOdR4+g554/2B9st8XW+pccJuotY8fU88+69bBPl04LTHgaT/AI8/X/W9tvw6v0IO3qENJGNFtTD/AHg/n211voxe2cYtkBVbEWYAC1jxyp+tx9ffuvdGq6k3r2B1bFkKXYe4JcfhcuRJlNt1f+VYWpmb61KQS6hG/wCfQB7Snp1PMdGsyPyl7Ny+LxVKmA2xR5XD0/2mPyy0YVKMFfXUQxovqkc+pi4t70enfKnS8wO7urvmR/d7qz5QZWl6z7P2phqjG9cdw4eGCjx+420lqDCZ0MFVD5CLEWv7RymSOOsQDMTken2dNtrRQUyOiY/Ij4id/wDx0r0XfOxslm9p18DVuD35tilmyWKyOPHrWomiplZ1NiCT9PfhLGxKqwJXB+R9OrqwYEjj/g6J4+Vo1KlapE5F/ORTSDmxvFLZgf6gj3ZhTj1YE1U+Xn1aB/LugbCdY969xRAE7rkp+uKGX6gxGIpWzUbjgkafVY+6dXPEdF87TOM3qdy18S1uR27vnLR7ByT0TmXGbR27tQjO5LK1DQkiKWtKPSxM9vWfdHICEnrZYAam4DPRRZ6CGlzNDiNkS0zL2xUZfNZt5JKKXce3+vuvEaLbeyMPPU3jNXk42/yk/qBA029l0BaGQUXV4pJP5cB9vr0lgLwSAKNXi1Zq+VOA6LJ1vNh9v/G/sraW4KPJ757F7t7UyuQxlC1VW1WU6p27tqR6rG4LOPUszw6pYlkKppDA2HB9prKCa3jeO/fxTK5K/wBAeSnqthDPBEw3B/GMrkqB+AeSn7OguxWTzO5d0Vk2Wx9XF272rgafrnHJXBoMLLSSRmloXrGayrToBfT9R7ecGNyznLYx5+nSzR4MjvJSr0FR5+nQW4TqHC5bcm2ep6jHvkpOod11v+nHt7bmUSbF5CkpImyK7fxZdzGI6dV5LW9S2HPsujaWbTCrhvBP6j8QfPR+XSG3MlwFhEgdoGPiuMhhx0D7OgZ3/n9lUFJ2pnaijy2+Zt+ZdMR0tnFqrVFLt3GT+GqjrYYzrV9NhGQLXv7TT3fg200sn6olbSgXjp81r+3pme7aG0mupj4wlOmNV4lRxUfMZp0ksJmZOsspgcnk6bG7ryGGSkrMXtqSUnDYWjeASVldlowfXUrdgNd/V70Ypf02jUKQKhG4ItMs3z62YpSkckKhSB2oxp4a0qWb59Tuydzbg3NtfMZTrvZmUwnTW+MxDls3W5SkgJr930beSsmx9dGumOPXbxwoQbfUe0SkyW/i2KgwyEmQt8Rcea18vQdJ4gJLXXtqgwTE+KWJ1M48xXy9OgKyCZGs2biKCkwcUFbgcyseTqshA1Pnapciw8EhE4EkkKq19S3AHsqnYi1X6VdTwv31Hea8KeZA6KZpmitE/d6a3gkpIGH6h1cNPmQOPSq3z1fs/r6klal7Nw2+qw4nG1EmJoRLItNm8nxX4xpeQGpgQbg2v72bWG0jaV5BOP4PPU3EA+VOrmzg2+GSSSX6mv8AofGjtxyOGnoJabA5ukb+8cmipxcVVBQ0meiZVhhqmj1DGxBudardS3+8+y6JHNyZZTqAICuMUx8H2j16LLaOZb4y3DawKKso4Lj+zHzAxXrhR54YmfPmKhR0zUTRS09SBIkhXm8gfng83HugZLZ5FRAfE4BuJ+3q8M0VlJcIkQIm4Bq1NPP7OhDyW4fjZJ15j3wG3N6UXbdMBHX1ddPRy7WnksFYUsEZMi8/puPbAuNo0GdQRMMEEdv5dJo73ldUN6iv9SuNNOyvDHSVizO66+kw9FvbJ1cu08FJHWUUzJDUNjdTaqdUkQEmIH9SEnji3vQSeWHxLlj4KZqePy/IdPKu43UBk3aQi2i79dKstfhofNR5jo52weiuo+7sRvLbG6+9NvbZ3j/cau3l1Grp9nh9wZKii8tTt7IPJp8cspuIwbf4ezM20F9b/RtKKldSUxqp9v8Ag6ELWVnu9h+6Z7geI6F4SMBqD0/ydFT6w3J1htCir8Xu/YWRze4ZBl8JWZSWplix8MrRtT42agSFgWlSazAOCp9ku2PawlkulYMAVJ/1edegxy1PtlikkW4xuklHjZvIilAAPWvDpu643n2h1Pn59x7BydRDUyu2H3DiMrjEIbD1hs1Ll0qoyqQVCX9a6f6g+24GngYGyk1LqIKsMgf0vkemdta/spY22OYumvS0cooVU/x14Kw9Oht/vztrsnKZDb/WG1qTq5cjt+LE9mpPM9dgdxIawzVNZ5iXMLRuzSQsSADa3swR7e7MlvZoIzQBiTVSPP8AZxHQmhl2ndpLi02uDwJQoSXUaxFSe7I9DUg9P3Se5q3K90VnWWf7GfP9f7hwDbNyOXyyxzRZ6kxNP4cNhnqJb/5gXSJg17e27GRjdG2dg8Xwlj+KnAH7PLquxTGTdxtl1L41rQxB24SUwqV9F8vXpcbv21VdNdYZTq/sTDUNR132nukZfq/sXBVMFdW9bZfGVlhjskELPDqjQPoWzEG/u848Emyuv7FzVGX/AEM+Q+XS+/Eto7bDuopYzMDBJFk27A4BPlny6GTcmdqcz2Fgch2JU7d3RvLCdDHZ20d+4P8AyPH5SkqqAQ4jLZ2lktKKukW4mcDkn6+1fhF5g0rAsFKqw8x69CIWaXO4i4nesqQGNH4FgRQsRxr69CL8dNvHaEXWWU7J3JVbU2Zu7M0mwBV19K1S2D3vV5VaimrciWBAxVXGw8bMf1MOfdozJRRL2rSnzr6/Z0vtPGgSMXLLGgXTQ/EGrg1/hPHqwfruHC0W+vkFJm6GlwvZPWm7ItoU+xaoSyY7dW3Mwyx7a3pt/wDEcs6XdGawPvySmQsGXSVJH2j16MrGd52lEqaDE1D/AEh5MPkerJujexItgU8lJi6irwO0crjKqPK4yp01DHIVdE1NX44pJcBpCzEN9OfenABr69La1APVTPZHwn7efP7uynU9XtHduOz+TyG4MbtyiyUNLubbNFXz+WKCuoKlw0pS5J8KEc+2z1ZetgX449N4vp74u9VbL29t3LU24ttrBlq5adDV4qPfte61lTufJwQhhK9KhcKkgIFuR70eHW6Amp61r/mVuKo3j8se4M5V7k/vpUw5NMNWbpNPFRtkKqgceWOSlpwqKyfp4X8c+6dbp0XF4zxa1gb/AOsB7qwx1vrpltwfyAePbHTg6wMLG3+++ntt+FerDrGzBQbm3Bt/sPbXXuobzgkgH6D1G31sOR7akp04la0HTRU1Go2B4tbkfW349tdPdNcsv4Nh+L/jke6Hj17pnq3BP54A5/p+fevs63w6aXZmLaQW0i5sPxa7N7THj055dQGlbVb63Bubjj+h5/23upFR1vqC85BtySCb/wDEe2SCDQ9WJBHT9i5m1JyOSP8AX90cgLnpQumnb59DTtuS8cYHI1KR/S/59p+vdD3tx7+IECwt/X+v4t7bk4DrY6HXDOniAY2AUW/B+n0Htvp5Ph6fEq1S6g2tzyPx/X223xdePHprqJHkeS1ja/8AsOP8fdetdJTKLrRg19VrH/bcD203xHpxK16DbJU7i9ha5sOb3/w966d6lYjEfdyLrQ/gWt9Ofrz7Skkk16ofXoedsbNhKq5jubgg29tydXiqW7cHoY6La9OsQPiH0tyP9v7a6VDAp1ir9sxtHJoQcD8C/I+vHuj+vWj0CG78H9qsjFAVH1Nrcn231rouVdP9tWSRFgq6jpHPuj8en1+HpJV9cPJqBtybkXP+Ptvj1bqJ/FmAJ8lz/S/tO1K46pwPy6bavN8WLc+q5BPPttuB6VrkDpNVGXYklXJ4F/rYc8e2erdNMuSkkJsSRc/k8X/Puj+XWj03S1tuS/HF7j/bce6Dq6cOoLVRkcAfQng2+oPtuQDB6uOskYdjpT8/7x/j7b630rsPi5JWF1PJW5/H+w9pzWuenBw6FTCbeZ9JZOCAORz9b2Pujnt6t0MmA24n7Y8VrabgC/5+l/8AiPbPW+h52xho1ZRoUAEWFhb/AA9sSU1dOJq/Low+2MVEGj1qrLxcWH+39t9O9GA2/hqN1X0KDYfj/H3Tz630KNDhY4dBj4JsR9P+J96/CenUyvSuo6iox7XS/p5tfgj6k+03Xulzjt9w0xXz3Fh6uOD+DyfdX+GvXh0t6PfWMqgpjdA5AFiR/tvbPSiLScrj5dKWCuoshHcyxnULWLC4/PtK9NWOnCCDQ5+fXCop6KSFlUqWH0AKk/W3vR4da6Q1RtxaiRmZNV7/AIH9b391GengQRjpJZPaMB1Dx3N2HIB+n+HtqQE5Hl1s9BlldjpM73g4vYekf19s9V6CXcfX0VzGsOom4vptxz7o/l05HWvQR5rq+MoxamH5IJUG/wDT22cinTvQMbi6uE0cgSnAALWIUf7H2nK6TQ9UPDoBtzdOQyxyeSn1lbmxQXJt/X224GmvT0Qquei3bm6NceSakp3icFrWBAt7Z6UdAnk9k5zCsfJTO8Yb/UsbD8n22/Hqp49NkWpPS6kEekqwIsR+fderJTpyhPrtb6af9bj6+2n+I9O9KCD6KfyD/wAU90IBwevHp+gHpH+t/wAT7THjTpyKpWh6clPqH++/Htl+PT46moL6f8AD7p17qWASth/r/j20fi68Pj670H68f737qRVdPTvnXpz29uTKbF3NgN84i0lTtfIRV1bR3bTlcAWAz+GKj6mqpg8S/wBCfeoXiSYPONSjiPUen59akjEyNETpLAgH+Fvwt+Rz1sH9nbf+P3zz+H2yei+ucPkOuezNuY/Kdx/EHeO8quCqyO5slGv3/YXRMmRhJJSSf9uhpmYsFWwX2O7e92fcNsHLckZiPe9rI5rXV8cVRjVWnh14dRRHa7/y1zFLzjJKLuCTRBuUEYpoAxFdqp4UH9oRx61yfBkopKvH5zGVmC3DiK2qxG4cFkYWp67D5rHzNTVtNVQSAMvrRmQEcrY+47uLeS0naJ8lf5/6vPqXRIjqJYSHRwCpGaqeBH5dQ5ob/j6luORe30PtI66W+3qw6hvEfp/xIuL/ANfdOnI66sddpBfi97fXmxPtt/Lp89SRB/QD/Wv7oeq9ZfAeP6/0v7YBI4dOp59SoogPSLjm1rj/AF/dXAIqenD1LWMAWI/r/tj7TjBqOq9eaNHQxOiPGwIaN1V0ZSLEFWuPbTEl+NKefTkerUAvQ9dH/IzdvR0+KwmUxMfavR9LuKk3Pn+mNwEVNDkKqnmEr1GKq5byROQOYwwT8W9rortJ/DS8yFYZPAgeTU8v59auLRZopEtz4czoUEg4r8x5VHVqX8S6Xwu98F88viXQQ7r6C3ZC+B7n+MjR/d53pzJV9M0WZy7ULBpEiRmZ4JFAS4HPtfvEVpaTreWsIMLtqIrlRQAqPIrXIPzz0Ftl/fEthLy/vMjJeQ/BcYpOK1Vl/pUoGHzx0HOyvl9tnaWY3J1H8bemK3CwbzqMvkqzeXelHVNkOy9qZJS9bgMHDmwaSMIGdIjTqGItb2hkZrG18Tb0HeW7idThPmM0+R6MpdqfcJUn3yYsE0Uhj7UEqn4iRQmvmD0Aef8Ah7sju/B7u3H8ZRmNl9rbJjqcxvPpHeStR4/c6uxlm/uPXTaUDx8rHGzc/ge00E1vcRabqusfixUD5evzr0cS3NxbXNJ1AjY9tMkH59EHwmwd1ZjMV+AyeHyO283iKs0eZwmUp5KfI4+oR9DxyRuASt/o4FiPofZXdQfRy+HUSehHAjyPy6VgoyhycHhTz6OfsD44ULRJ5qPyuyI7o4Du8i8uUJ+gv7REs+W62oCcOPl0ZbCdM0FO8IhpCAijyK0YVFjUW0kW/H9fbDea9LV1Adxr0vKnrmjaGMRKqmBGCKQtiB+Lfn/X91pinWznHQMb62HTLSSRJGjFQfOzRgKpYfUG3tJTJA6qMY9egQ6U7b3V8Ze5sX2dtRpZIMLK9FuHCAB6Lcm36htNdQ5GBuJoih/QQb/09rbK+udvnW5t27gRVTwZfNG8ip8x0k3La7Tdtvfb7wVDA0P4kbyZD5MD59X79SZjqTv3Ctu7aO7KDevWGcqKrcVV0ptiifG7q27uiWmP8Qx+ZNMFUUqnU0a/63sczna7yJWjj1JL3GBR36/Oh4eH546jRYd82e4kivZDFJCAounNYmiJxjj4nkeq5I+rPh/1P2P2D3tvjsp+sX2DW5DKHH5ioxmU3FkqarbWuztk4mlLH7g28TPNHcE8n2U2Gz32+Ca3g1w26sAyngx8gK8Pt4dCC/3kbOIEijS6uJuDLgKo4yP8vkMnqoL5Z/JaP5Rdp026duYKv2Z1Fs3HvguqNi19Q0tTRY6ab7mrz+UjBKCrqpC0jaRwGt7PJLa02u2O22grnubjgfgBHEVqT0Rvd3NzJ410db1qT6+VR8h0XOKQeoi6sDex/p/j7K5ECihHT6SqDnpyhnuL3PJ+lvof68+0Tx9KUmz8unWOQ/i91AIP59pGWvSxXBFePTlE0muCaGeamqqZ1lp6qmdoZ4JUOtXjlUggg/4+2TUAphgeIPDp+OV43EsR0OOB6sA6W/me/JXoHEjGz5CPfuMhEFJiYcq8gqKXUwigSSZSCQPySfaGLaSbjVs1wbQgEtxK48wP9jo0k3C1v0EG72wuSTStKHPkT0f75m94dy/w+g3lT1cE3fsnV+J7NounaCYVFLu7rOsx6Q5ybCmQkyVMBkaTxx3e6+zdNlu94vYzzBKYrWZdC3JPYsv4A3mNWPl0QndLLZtukPK8XiSW0vfBTvaP8ZHrpz1WD/L+7krNo/J3b/buT2Nm163ydWcXVbnoIa6GtkrMzKYIIs/LJZVmpJy94mN7D6e6czbZa7PaW1rPM0k9tJ3RKcL/AE0I4gjPTnLO53m/T3clrCqQ3MbFJHGWFMowP4gehL+YFKlH8uu3KiGlalizlXicslOyeIyx1dJ5YKoqbWMinUxH1PsIb7dC8hjlC6QhYD5jGT9vQ22SNrSEWzGun04AnyHyHSBooJKZfKwLEopkjXkKT+Ub6f09ho5FOhDHSp6fqLKBV/VqAv8ATjSb/Q+0xwadPdPH8XBYDyX9Nr3NuBc291aunHXus38UBUj63H1+vP49sjq6cemiqrBpc/qNuG/1Nz+B7q/CnTh6RmTqLow4Nr8/7z7pSpoOqsQBXh0FOdbUrH8gf7a549iXbwF006B+65Un7eg4if8AynQeSX5J/pf2J5EpFq6CKH9UD59DHtxgVjAFzYFR9bC1if8AX9gjcgalj5Hoe7WSB5fb0YLq3r/fXa+Zm2/1vg5twVmNRajPZGMhcNtiiPD1uarT6I1Uc6SwPssttovLtjKEYKM8OI9fkvzOOj67vrOxiV75xEG+EficjyQcSfSnVjW28T138Z9q1VdtXIYffe+zFHSdnZ3KpFWST0lRbViOtpF1ROlzokcXYc8+zG6MFhbtDZsvigUlrQ9p/wB9ngfmePRLbm43q7V9wjdIhU2+ntyP9/A5B9PLoOest0YzFdpZHfWR6b25ubZuXmjkpNl5SGSOXD1EBvSZWKensTMpJZhexPsp23dotru1uo4FlUAjS3HPnjHRpu+yzbvtosGuntpKgl48lqfhNfI9HWwXWfx57AxeToN0LlsfsXK50bsptoz05bO7P3mY/GuU2fWILJT2PqR2/wBh7ENnvWxrJJNNcSQpN/axae5j5BD5KOgtfbNzKoSK1gjlmhAEUpNI9P8AwxTxY/LoQ+peoNidI1m6Mp1E2dyGd3Z54q3du6Zvu5jSVS6Z/tIpCxik020lQLeyeTeFjuWn2PVJIAY0lkAosZ40H8XzPRu2zTXdpHa8xlEiDLI8MZNWcZFT/DXiOnPI7fSF3kr3lrqyb/gRXVTvPUPxwpkkJNv9pBt7C8olMzS3LF3bizGp/b0L4GgMCxWyLHGnBVFAPyHTXTUcdI7aFURkCxFuR/gPbVKDSOHT1cU6SG6zCY5GW1wD9eD/AF59pnoGx1o9Fj3ZkY1Wa7C9m5H9R/X23T16fi+Dovmb3Asesal4vze4PFufbDD506d8sCvRc9670eiWXTNxf6Bv8bj2Ybft7bhKFHw9Fu5bim3x6j8XQLz9pzQBiJCWBP0ZrfX6+xRHyeslMVr0DZOcJImPp0jcx3DlZEMVPLIWYGzAkEf63s8suSrRXrIAR0R33PV2ylYDT7OgjyOWymcqDPkKiVkZidBYkHn2Mreys9vj8O2QA9Ae6vrzcZNdyxNfKvXOCK7AKoCj36RvNuvIpPavTzCum3+8fT082PtFKxI6XoKdp6clBt+LH/X9pvl1ZcMQOuQKgjk3N+Bb/efbehunK9dSMLer9PFh7sq049VJoOoszhQAbD62H9T7uqluHTDE0r1BJZmuSNP0/PtSAF4dJidWD1mDCwA5PH++5978qde65rE7k6uE/BtyOOB7qZAuOthWPDryx2sQrOdVjb8X9t+IfPrelvTrKIXIsykDmwNhb/H3QGnW9LenXFoSlix4/Nvfq168VIFeuUaKG1EXB/J9+LGlOtoM16mEOWXkgA8Xt6v9t7acjT07mtfLrnYg3XkAnj+n4Ptr7erE164MVVb88fUH+p+lvbiUIoeqsaCvUQtduTYk3H+sDx7epQY6TOSRXpuq2OofglePayAYqei+Zqgj06ZJ2/AFzz9fpz7VoM9I3YKM9J6pYWc35Pptz9b+zaIcOiyVqVHTNUMVj4/J9q4xU1Pl0iYgn7Omye/P+I/3m3tYgAz0jc0HUBv0/wBAFN7/AJPtWi4xxPSZjQdQZ5CPQGN2/Uw4I/w9qVUDpI7knB6ien6t9Bfg/wC9i3tyg6TM3kvWOSS12J0jiyi9zx/j72AWwOq1J6itPqFlFgR9T9fbwjp8XWsDJ6wFyPq3u2lfTrWsde8v+LH34IteHVCxPXXlI/Le/FFBoR14MeuSygkC5uTfkfX3rQlM9eq54U64VVclFBNVOrMsKXRVBJklY6IYVA5uzlV/2PtyG1aeVYozkn9g4k/kKnrbsFQt/wAX8qdX/wDxY2ThfgN8VsH3xJ1llu1PnN8mWlxXXm34seaul632rkotGMpacuh8UjBg9VOtiEP1HuN+e+bto3K6HKWw34tobVGkvLkkhI4R8ZHm0r5UAYHQ85T5V3io33crfVbgqILcZkubnBRW/gjTDNWhIx0Rv5ffKzv7addtHZVR8gNvYrvSqxeUpd34vB5KPKSbJoa5/NPi6TKSu8VNNFyjksrgj2g9ruR9rv8A6jmGfbrq42WIg2jS1Hi6uLafiYOc4x0Ze5HOV3ZLb7DaXtrb7pOD9UsdKxleAY/CCgxnqtzqr5X76xmD7Gh3Vubdm7ex9v7joMlsXsF8vVyfwaWKs1p/FKeCTxVFPKwsWZWJ9zpzP7abSb/bbjY4Y7Gxu4yLu2pTxqCvaT3CQceoW5Z9ytzFnuEW9SSXl7auPpZ61EVTStBgoeHW0n8O+ysJ/MZ6xx/xm71xZzWwOw8Ii5SE0RWo2J2XSUTCi39h8zIt6VHmGoRCRQ1+QfeN/Lp3bkbn+TlezmC2E05aIE1I46QWPkBhhwJ6nzmhdv5n5Hj5/WEtudnCqSkY8RMal0jiTUlTSo616e0utNydFdudndI7w8jZ/qzd2R2u9XOrK+Ux9PKXxmQANrh6cx3b6E+5j3W3h8QXFuKLLU6R+Bh8QP28R9vUZW7sYlY4JAYUIOCOH5cOkuji6so4sC4/It/T2Ruob/J0vRwaEHpwilLaRYX5OofRh/j7SkU6eU+vUvkcr/rj/jfv1a9PqwpTrOkvIFgD9Pzz7ZeIHPW6UNR1JSUi4Y8fj/D/AA9pylTjp1JSuD1z85/JH+2P+9+6+H1YzCmB14z3/tWt/gfe/D6b8Unrh5z/AKo/4e/eGeteKfXp6wsuqpQEi5YXPPHtFfqyxn7MdLLOSripz0ZnbNXDBRhAw8jJYfi5tx7ijc4HknyPPqUdrmjihDE0NOk7X1LPVza+SXPJvwAfZpBCEgXNadFs0peZnPWASqATwTb/AGP+8+7GMtkdNllA1HA6i11YIqGQMQVNz9f0kj6j29bQ65xTpi5lCwEFq9AnmK7U7gEDm/8AyD/U+x/Y2+lAegPfXB1EeR6Y4phY3ckE8W9rnjHSFH8x1I83Fr24+v5P+Htrw24dOV+fX//SqwNUb/Xj8DV9PfQXqT+vfdH+o/5KPv3XuujVEWu3J+gDXv8A4H37r3XE1f09Vj/qfdW9OvdcRVAE/wBfry3+9e69e66NXZTqJ55sOD9bWt/vPv3WwKmnXQqQwPNvzy34/wBf3vp1RTrgZV41Nc3v9f6Dj/efbT8erDrIJtZXgKVN2uf8foD7p1vrpnFyACDf8jj/AG/v3XuuUZN+SRx9LWv/AIA+2pRgHqpr5dZWIIuLAA/W/wDxHtnrcbENQcT1gYAglzcfWwP4v+Pe+lWfPqJIVF9P9eLnmx/FvbT149bHUNlJI/At9f8AG/Fh7b691gkBF7Em/wBb/j/WH+Pv3XuoTkBiAoYEWBFubf4e6P1759N80Rb8/Q3Itcgf0916crUV6bpINQvYN/hbk8+/db6hPTqb6hb6/wBn/ePdWK8G691FajUr/Uf8F+n+JHtoGnW+octCjcWA/F/yePrYe9db6jy4+1mUH6fhefaZgVPT0YIWvUF6GxN1ve/9n/eR7r1emK9RHogRY8c/Urx9L391f4evdQ2oCSbHg/pJAH1/p7Z63021CU9MQKieKMm9gzA/T/gt/fvtx14ZNOvRRxVA100scy2JvGQbW+o90IPHpwZFeuZpWJuQSPpwLX/1vdc9b6yLTE/2WAFuLcf63v1M0611IWjt/gPyL8f7f2y47q9W6lR0v0HJF/1W+lvyPdetjj1OSmJsfUALG9vr/sPbb/D050Jm2Ka5jBGkki3HJH+Ptrr3RkNrQD9vVa/FiRb/AAAt7917of8Ab0UYABAH5NxcH/WPtKfn07HxPQmU70qxLfSGsb3UC/8AqePeunOgt3cKOoSSGoAkVZBLFpbQ8MsZ1RTQyLyrqbEMPz7TmhyMU4dbzQUx8ujnfF3+aF2H0DNBtLvbDTd+9NQ0L4ugoq8x1O4tuRyjxp6pgzVMKL/uv+ntBf2bXMRFu3hyEglh8v8AY6TXNs0q/otoaoz8vPjjo0lRm/5bHfkeSzOBbrqlyOQgrc1Nh8zR0+2MxRZSojYw4lIW+qo9gT7VBWFAfL+fSlRowuR/l6AztisxPUnx/o+pNnYGjxtPuJc7ugVG0Z0lo8DQq/kky/30PBlK3t/r+/dOcc9VF1ndZ2H05l9zdb0FRVbVyGcx2K3ThMstpt24+fKClra2h8nLyxSa5mZfqPr7YuHZEqF1cMf5em5ZGjUOi68jHRU+2OoPsx2J8gtpdnyxw9Y45MnRbES1MaDEbpC1FfuvHSavU+PA/djA5v7KLyFQz3hlKLGp+QHqT8x0guYQkr3nimNY1P2Cvz9R1Drt57b3fsKi7H6c3NicrQVDYmr7RykdOmKzFVuihjSSqeeRufFJCpVrcFifb9jdW1zb6rV/EpxamCelm33FrcW+uzbxKcW8i3y6AvdnYuN3VSVFLt6sqcPkexN5Yx9o5nIL5ajrKfEMRlMhLIbXo68/5oXso+nvcxFAgPHANOB6UStRNArVz2mnwn1I9OgnwuSwu59q9yYfDVFT1VX7Kxs9XnZMRM9Zg+zdyxV5p6mprZuPHHVxBm082Ley63xbzLDGI5FJqBwc/wAX59IrN2FtMkEQilSoIHBmPFvmCOi85OsoYsRR7kwNBHgtz0OJNLgNt10hrsdUPUjRNWQO3pjlXlkQ8kn21ciSOz12igTKO1ThdR4mn+Dr10skVkJLNALlF7E/CGPE09R5dKfNYnYWWPUeI2rDUVe4uwMRV4LftNkJTFUvuSVjOK6mdvpGp9AQcfn2hmd1a2hfuNz2Sg4etMkfIf4OkdxK4a0hk7/qh4co4PU8SPsP8ukzUU+9KLp3fPX+X3jJDtrrzdoiodo/drEUz4nDz1tORy1uCyj2gNuJrWeyWQhIWotDTI+fSJbZZrK4sPFIS3ai6TQ1Hz9em7ce8a/vjfG39zbzzuA2BBSbNodsR5OhoI4KdFxkS0QaoiisHqZUXXqPJPugrPdpdlvBrH4dT/Fwr9p6qT9Rex35kFuGh8MMR+LhX/THyPSa3O20M1no9pdewUQx2zMOmPqNyy0/gk3RXS3WbLVMbE3kkP6AT+PbBnthObS2TujWhbyLNxanmfTptbu0W4bbbBatEtGbyZm/Efn0EDjJxyz7d+5qaiOKrUChjY/Yy1NrCu+3HCOn0ZvZV4UjSC3yWr5cCf4iPKnRMILiS5Nq1ddQAB8LHyankR59YoYfFmZJMhCa2oxcQ8ao/jgq2Xl/Hb9Rtxb3fw2/eJ8ddbwDNODU9OlCxkbwTer4stqtBTCyetPn0pKXau6q3A5TPYfbWNqcVXCR3rg8ZGNRG1SwkH9MntiZJRGZ4YVpJUjz05yD8+k1zHcCAz21shWYkihH6fqD/S6zda7f/v5PLsjFDIV++txVVPBtPFCrKYUrHJ/lMORR/TqIB0aj9fdLT/GGMRY63qUWvYAPUdb2oJfO1rrZppBWKIGsYVeIccPs6U3cPVVP1ln8Zj8/WVWVggx8sFVlsQnjhx+44yFmxQlhJ/4Dv6D/AFt7d3Kz8GWOWeukD4l8ieAxw6Xb9tn0s8D32oRqva8eNLngKjhTpBY3eNDBiqjbc+MSqyVVUR+fc1VIGSkpY31xVUUBH+eX/VX/AB7TR3CBjb0DMfiduAHr9o6RW+6oGG3TKHfV3Tv8ITyNP4h6+vS3yve25dyz/wB1KjE4TI43IUFNtqeop4IqLNZxKWPwUVXkMivLaR9OPdW3EpcmNUV0YaDTi2ONerScySNuT2zwRzxSDwsdrvigYt0iNkbhzOxM5ntsUlVjsHQ7p+z2zuyTMUi5BaDE1VWFkyFIW+rU6uZCV+tvaOJ3tZHihIUNhw2aA+nzHRRZ3E+zXM9rZMIRKAkqyCtUJ4qfPTx6Od2L8fNq0HRFRvLqfcEa7h6izVJXZepaoVl3zhK4eWl3fjLG8HhH1pxe9/ZxeW5i21GtMCMhif4vQ9DretsdeW4X2kKhs2EhfykHEP8Ab5gefQO9f5d95Yt8TumurKnbW9qualytNJUvLWYfeUNL5cduOgpJOYlf0Rsy8Ee6xP8AUxFpSQsh7x5hqYanp09YTJu1l4tyWSKY/qqMMsgHbIB5AmnQ0baTcKYDHb43xR4/Ibz603Rg9pbYxFLAKak3/ts1PhylHkpEJBYJp1yH8+3I2cQCWahkjOgHy0+v29GFle3Q236y8CvdQyeGGpTVFwqfmR5dHujnfdfyH7X69papW2fvbr/EZ/MbFz4Er9WZbBY6LM0zbc8lvMdUY8bpYi49vd31TBjVHAx5in+To7MUj7tI0tHt5I1LLx0EZqB59He6zyM2U2JtvdM1Rish2xUihzPYu5cpTpMK/rzEOV2LhKjVwlaU1KrE6h7dPxBh0dAL4ayr3VFRQfEOjV5HHzpmMRTZRpqBuwcIcvURBvFTYyjhHkh+zI41kADUPz7q+fsHSqtc+v8Ah9OgX7V2TuLsXtjrTHdX4bc+Dz+JwoyUPYe36yejko6TGjXkKbcMiHTUmYWEaOOfbZ6svR+Mx3hvT4PbT3h212puTLOm7NtwUnVnUVdXhNw7p3TPjf4ecz/CgWaGlJcys54PujcOrda21fW5DN5nce58ysaZreGfyG58xHCbxQ1+UmM8sMTf6lQVH+w91631EkFhcD/Ye9NwPXuozvdb2+n+x9p+nAeocstvwLj/AGF+Pp7bc4p1YdNdTMQp5INiTb6/4Xv7a6900STnUOT9LGx+v+v7ak6cWoanUR3te9zwfz7a6e6b5WJ/3n824t7oePXumaeQWb1X44t+Tf3rr3TaZHGohmAIsefqPyp9syUrjp7yHUGaQC/545H1t/gP979t9e6aWmIJ/PN7k/j6+05NePWjkZ6f8TMNang/7EfX+n+PvTgFTXpSFKgU/PoaNs1KhU+g06bg/wCJ9purdDngK8ft8WHpP6v9h7bfh1sdDJiMkwAP9myi2q4H+v7bHTqcKdKH7weW4Ia45F/T/t/dGGa9bI64vU3JYWHPN2tfni3unWumivtIpOoXve9/8Pz7Zb4j1dDQ9JCWAvKqkkjVwbXX6/Xn37p7oQ9p4jyzxrZSzEWZgAot+CfaXzz1Q8OjM7doEigW6KPSBa1+R/Q+25OFevKSKU6VYXTwF0j8cW9tdLVNVqePXTxh0ccDj/b8/n3R+tHoEOw4kCug4FtRIXi9vp7b610STdc6CvkKEXUsukGx5490cg49Onl+HoN6+oK6vqOTyTxzx9PdOrdJueuMY/WbgAWv9b/19pn+I9aPTVUZDjlgTe4Gr8e224HpUvwjpnlrC5ILEC30U3B5+lx7Z6t1E+9AJHP/ACV7o/WiMV6imfW17k3H6b8D/Y/7D3QdXQUHTpTRmS1ri5W3Fx/re6ScK9XHS0xeKaQodN2a1yFH1/x90FPPrfQt4PCrHo8gAIKnTa4te9+PaZviPTi8OhXxlGiKvCW/1vrY+2n+E9WHQkYZVUr9Qtx9Bx9fr7a630LmCliTQBb8fkcc+2JMNXp9Ph6GvBZKOEIbrx+Lg3/xv7b6t0M+Dz0S6DqAAFj6+T/T3Q8evdCfQ7kj/bHkFxa9nt+Px70fhPTqEcOn4bjgIALBjY39V/r7Tdb6wvWQVAsWUEj8H8E391f4evdQiJomLU9QVP4s3H+w9s9OxmhqvHpwptwZikIZamUhedJY2P8Ah7YlHd0+elfjOyKmn0/cI7rb1ajze/19tnrXS8oexcdUkKLKWIB1fUX/ANf3Xz6cQefSqhqqauYOJIyGF/qOCeePemIAz1frhW0VNIwEYR72sQo59peq9JDI7Ximl1lBaxvdQOR9bD+ntt+nY/PpEZraSTehIhb6fp5916c6DzK7DQQvaEaiG+o59pnrqz1U9Brketo3ileSmBB/2j6f7x7bb4T07EwHb69Aznes1kEtoLILgKEsfpa/tnpR0X/cnVsMnljNKri7cGMf0+l/bb9VPRY94dMKDNLS0/idCzelbf71/j7p14cR0AOR2lksXK2qJ2UG30v9Pr7o6kZ6f6iorx6VdGVrji30tYe2+t9P8HKhfyfz7THJr1aE0fPDpxjtfni9v+N+2ZB3V6UZGD04RrwP8bAf717p17pwRPToGn/Fv+N+2j8XXl+LrIAB/Tji4/PvXTvXWkE/Tn6gWBBt/X2ycPw63SvR7/gx3HU7fyGT6FylNTZKoy2bpOwvj7nq+oEFfsDsrCgzS43C1h5ByLF28A4b2YQzvLY/QKgLA6leuVYcNPp8+iq/tY1u03diQukxToPhljPk4+Xkell84fj7WZ/Zz/N/Z1PW1L53Pjb/AMj9rSUzrktoblpz9mu6a2lABQVEq6Txax1fn2neNru2+sdj4imjV419fkD07DLBZXq7RFiNl1wEcNP8Nfl6dVkPEHAZWV0IurrYoytyCCPqPZOwIyT0aggnqI0BNiVtf6XA5t9bD3Tp+MipAyfl12kV7+nTY/7f2258unT1nEYt/wAU+nuh4da670XHFgB9SfyP8fbA6cQgdZY1APBvweAP+Ke6uQF6uepAS/8Ah/vN/wDH2n6112FFypF7j9R4AP8Ar+2W+Lq6VqKdYnBVrL9TpJ/rc/QW91GMfb/PpUO0g+fr0s+tey98dL7qfenXWVkxtbVxfa7kwbOWwO9MaV9WKz1C37ci3/SxHBt7vBePAv08ndGagV/DX0Hp8uk88AuI9MnEcG81PqPn1ZJu7PyfNT4ZYeXE5ajqux+nex6rce/RRQxUe9erdoVxWPCrgFh0yTY6KVWaSVeFXm3s2gEtpYi6VFkAY1J4aDwFPQEdE9Ta72ImJ0yxgL/CzjJYnyY9E7zHbfYGNyr43svtuTA0HXeNpnw+79rQstZvRJ2Woxc8VZBY1kkSgLMCODcH2WNZm6eNLSjeNwofgpx1elfLozW7SzRpbwEGPjUVrX06tf6sznS/zr2dgMnX7n2Dszu3YWGpsRJvj7mkxmS7NmCePH0mdwNgXml9KGYkkHn3WS0adha3BWCSNaajwenD8yekHjNtjNd22u6guG1hAKmKvxUPkoGadLbC9eT7bq6zCZqgGPzGIPgr4NN0WROFaGb+0j/VbeyV42jfw5BRhx9Oj+Bo5Qs0dSjjB/2PXp9GIAlHkjaLiyppsGX/AGo/4j8e07ghqdLNQ06jw6b6+ghjLSrTAqAULj6RjkfT3Qmgr1v7OgK7A+0pKCeOUI6Ops4Ua3vc3c/4Xtb2koa161/h6q/7RzseIzTrRr5IpZD5QbBYz/XV+PdgrSGgP8v9XHpwyaBqPVo38hbey1naPyM2NQrB9/uClnlx9Yiqa6Cpr6b7FKikZz6Qpb6j8+5G2UTQvaW4Ua5oWUGtGU/LqJue3g3Hb5XklPh20isw/AyAgmo8+HVEXyX66zvW/wAmu9dg78qMlldzbZ7Jz+RFVnJ5qmdKbKVpmpJqbyGwVhythb2a3l7dz2sUo/TUqYmAFNTRkgk+tcZ8+kqGJv1YDqSRQynyKkYA+XQVKWLEggm4LG1hxyP9h7Ka6eAp04AQ9FP7P8HU5C7W45Fv8Sw/r7YcVB1dPgg9OcQNrjm54A+o4559onwtfXpUi0AA6d6cEm51Di4ufaCTGfXpfD8PTpFcWseAfpzzc/W3tJKaih6VoSgqRjo53wN+NKfLT5FVXXFaZG29szrjdvZG4oEBRchJt/H/AH+HxX3Z9MRqHBQc3PsQbDsybtqidiryLJ4bA0A8MVZSf6XAdEvMW/pyrta7y41VnjipStPEahanmB5+nSt+SXZ+zvlt2p1XiOpM1vPqH5O/GTZG5Nr4fFmkmrMVvTaOPd5a5afKMQqSQLG0PiIOpefZvFfTbbyslre2a3W33MmiRtVXimBop08QB69FLWC3vMk8kN99Lfxp4scar2SxFat3cKn06Cb4kbb7U3/vnpjrzb3YtNmI+1uz23JkdlYnTowtdga8TZbL7qpo1tFAdJIDGxN/Yd5itBLfSRWkFJIVjjLOe06iKU9dIyT6dCTlW8W32htz3CasXe+hBVq5rT0qeA6F35n76Xd3zH7fq5aiiqkwdThdnyVmNVRjKifb1F/Dp2oinAAZOSPYT5gBuLWJ1Ck91dGB20Wv8uhPy9W0hVSHCv3gP8YD9wB+yvDoPqDLCKnWAs/jchkLc3S17D+g9ggGoJ6Gw01DA8emqrzMcVdKsLBFCC41WUkjkj234TnIGOrmWNTpJz1KhzJY3vxf/VfQAe2nVgCD1YMvkenSLLKVuX/2zn/Ye09c06cFa46xvkxpNz9bC2r8e9MCRjp4gnpO1tWbMb8G/BPJv+Le3YIizZ6QXMtAQp6QeTfVqJX6nji4I/F/YhtVowp0F746oyD0k4cdK9SZI0J5JPFgAOTc/wCHs7kuUEelj0QJbSNICik9HU+Lnxf3X8hKyXIVW4aPrHp7El13P2vnEMdGZ1BWPD7eimt9zPI/ouv6b3/HtN+7YQhutxZYlXNHwBUYJ9STTt+fR61+21eHCsLXNw1NMKcaeZY/hoM18+rmZMdgvjTjtvbOy/XlFtDrKLa61tNU7LzKPmu76ow/5PPuurgGudKg+poGI8Y49l+6bheWbRQbvb/TxmMaRC/9unlrI8j/AA+XVLSyt93WW9267N5OJSP10xaMDwjU8NPk34uigUe023NnanOVuMgwuIlyE1ft3atMD9htinnYstLSj8sQbuT+b+wFdSCeYyKvhpXtT+EenUi2qvHEI5W8SUDukI+M+p6MXtTa2PpjEwRWsBYsosCf6H2nwO5RnpQeFB0Yjbi0kTxxukVrAXsoK2/3v3RjnuFetMe3SB/xfQrw19NTohRlCkAfgcj6+1cVzFFSgwBw6K5bWWY9/SQ3PlI3F1YWHP1Avce0Vw/isW4A9GFnEYUz0EeU3IlKjfuWCXt6uAQLk+05oBjPSvNK9BPuLfNLNTzAzLqsbktYtZfx7SsCDnHVeijb13pGpnAmFrsByD+f9f3QkA08+n4sqfl0V7c2+IoI5pJKhQoJb9YHH+t7UW22XF7IFCmh6RX2621lExLCo+fRTN376/ilXIscpZATazeki/8AX3LOycvLZwDWM9Q7vnMhvJiA1R8ug4qck03AYgE20g8cn6+xPHbIlMdBSa7MnDz6jC7nljqI9Jtb/YW9vUUAkjA6ZGRUDPU6NfSFNwV/P9faRiCx08OlMSCoNM9OtOtlJubj+n1PtiXh0rjHeCPLp0iNiATyyj6/iw/4n2kcErjpV8Jz1LR7AAj83PP/ABPtP1s4Oo9cHltfgLz9b2+n0597AJNB1TUa164GpSxI9R+gH1X/AF7+7eG3n14g+fUUh5GJI/1r/j/WHtztjH29UcGlF67ER/JA9+8RemxGa56zqo1HgfX62vb/AFj7o0jP1ZUA6kgWGi9/ze9/z/vHtrhnpzj1kvb6C3upf06uIz59e1knm/0+v/Ee66m634fz69e9uB/sfp/tz79qNeqlKefWVE45Ci9rX+nHurMfPrQBPl1kMJJ1av8AYfgf1I91BBHWxTz678Q+gJBH1P1vf+vvfXjQnHUGb/NsLX5HNub349uxcanpt/h6iDhjf/Ui3+vb6j28BU06SSY6baluW1fq+ikfj2vjoF6L5j3U6YqluHN7cWHtbEtCK+fSKf06TtS5Chfyeb/6319mcXl0WzEE46aqhuVII+l7H+ntVF59IjmvTVKSNJ+vqN7fjj8D2tQUx0kk4dRZG+o4Abnn62/Ptag8+kj8emhzqYi59Rvc82Ht8Dz6Rk06xyOFT6AkAhT/ALC17e3FUsemOPTczs5JZr/8RxYce3wAox14nSK9YSxP/Gvfums+fXRsLc8/nj6e7qjHqhYDHXg1r8A/6/8AxHu4jpknqpk+XXEsPz/vfvfhg9a8T5deDW5AB/H1+h/r70I/LrzSdvp8+jO/Czo//ZkPlb1N1hWQ1cu1cXkP7/7/AHpIjJbaO3L1dRFLbgLJLGiMT/X23ul5HsnLl7vMyGQaGjUL8QYg1I+wGn2dKdttpr7d4LSGgYkZPAAkCv2jiB0fT+Yt89cri9y5mDqXdEtL2TPRZna+08Nt6Dw7W6F6zpKP+FRZqrq0BjkydUI2Fxypt7iH2x5It+c7hOZ+Y7VIduDgeCw/UvJAaiILx0jix869Sf7hczT8jbc3KWzXDz3xQu1xXEGoVMrehp2qPKg61nt7YLqegyEG4Nudp5DfeWlpZMruupysNRLVby3pk/3qmkrKp2LLEHZi030v/j7zc2PcecriBtu3LaVsItQSDwyAttbJgMq8C1AKLx6w13ux5UhnXcNu3Rr+WhednB1XFw+SrNWoUEnu4dDX0psLdPc+PxuM64x0W2dq7Do2HbW7Yo1q3qXq5D/D9v09MTeaTyG0TD6Gx9grnbeNs5Mnnv8AmWU3d1fmu3257dOkd8xP4BQdw9Ohlybs+5c2wQ2PLqC2tbJaX1wBqrqPbEB+I1wp8j1sCfyqh2Lle4uvdu0+5a3YuwMjuOkxmVqCNLbjpdr1q01Ri6mFfUlS5FtRtbn3ilzjBtA3uKCaUCW4ZJWYGhQOwasZ818qdZXclTXVvyxeX80DTR20TwxRnAaRVKhpB6jpN/zslxKfzRe7ZMKsEePrNtbamcQBVSWojooKYzShf92MFuxPPvIDmw2dxGbvb1CxyyKV0+giAJ+VaVI9eoA5Ma6TYYI72plUvqr5VdjQfIVx1WVDIVNib/0F+Wt+L/09x/IoPeP83QzrQVXA6c42IuAxB+q/4fmw9pXXFelasDw6mwy8EEHUAPr9T/Q+07CnDpzVSnUoeqxFx7o2qmOnVanWVRa5vck/6/tkgrx62fXrpiSbAkH/AF7D3qnWtR67Y/QarW+p/PH9fdlWvDrxNeuJkFv6f4k2P1/p7cCDqpNOpNFVilqI5Wb03+t/9vb21cQ+NGUHHp2CVY5QTw6FnG7kRYk0ve62BDcgf19gq62tixBHDoXW+5qgGa9PgyUNYLlwstr3uLEf1J9lwtXg8sdLfqI50rq0nqFNWJEx1VAsDzY/4fk+1CRF8AdMvcKg7zUDh0ks5uCMp4429K3HDcMfpz7Otu2wh9Tjolv9w1LoToLq2rMrHkG5LHm4t/qfYtghVO0Dh0F5p9VQePWGGfxrY+oHnkfT/D3d0NcdUWQU+fWf7kA3H5H9eLAc2Pumjz6c1D+Lr//TqJFXcmxv/sPfQXNepP6yipFufr/re/de6yfcXCgDj+v+v+ffuvdYmnFyAbE2/HH+390bj17rwqAfST/hcX5/H596691yMoXm5PFje/8AX37rYNDXrj5l+oP1Avx9SBzb3vp0Gor10ajn/VXXk/4A8e2349WHXJaw2HIJ4DX+rfjj231vrl96y/U3H0+nv3XuuS1g/Uz3P0H+F/xb21I34etHrMK5T6Qbfm5H+9+2erRirVHXE1dwRf8A5N/23v3SjqO1R/X6/X6fj/b+6SfD1sdYPOzEc8j6Aj2117rppL30i7H9X4/w9+691h08eoWtyP8AE3591frxzjrFJFqswX9X5B+t/dOrqadvUR4mJuylTb6cD/eD791brgYLjkX/AKAkcH8H3ogEde6xGmBHItxzY/U/g+2Ot9R3pPoLf7G/1/1vfuvdY2pSOAPx/X6f4e2JPi6eBowTqK1Lf6rY355/3r3TpzqM9IhX8DSbk/i1rX5/A+vvXXuj2/Dz4Bv8mNs5zuXtTsCLp349bbyUmEjzqgPuDe+bjbRU47B0zX1KrelmUce0k0gRwgFa/wAvn177ejc7v2L/ACuPjLtukr6vbeO3pVpXwUeVxe6srU1m7cnjzIPNkVx9C7GFrXcalAt9fdiG4Ma9ez5cep29fjj/AC3PkkuB/wBDm396/H/JZ+PHx4HfbSNV7RebJiyT1DEsqrr4Ibke0xa4iiq9GGTQen88+vVj4grpGoDPVT/yU+MPbXxE7erOmO48fSvkpqL+ObJ3jidU21+wNqTG1HmsNXi6NIVK+WINcMTx7bsr+3v4jPbNVa0IOCCPIjqkM8c66oz/AJ+gOFG35X0ixH+3/FvarPDp4V8x1zNCzf7rJH+H0/2w9suc09OrDqZHj3BuUb+o+osLe2z1scepy0jaAAj8AWPNvrzz7o/Dq46EXbNOweLUDq/HNuB9D7a630YPbsdxHbn9P1P+PPv3Xuhsw+oKv9b29sNxPVhXy6VTyhYitzrA5bn+ntvp/oHd0VL63Gs3F/ofzf6e2CCD1boH8hWTIHs7D635P6SOfz7117oIdzGgqKCv1Qx08slNOgnpf8lqQZEK6vPDZr/m9/ejw691eRldsUVJ8QuktwZCKup02313U0eTIlcz5+hydJ6CZ6g/uaR9bk+2+nOPDrX/AO4srk+uNh7AzwoshmdibOymVlw+3itp9yRZaskNbU5QpwKenjdij/6pfr7S3czW8XjBdQB4D5+fTFxMbeLxlBahAIHzxXosHbW1cfubdHXeSbc2QwfSe656J90VMdZWtkcjg6w+au2/HRUzXlhAXxi6m4Psg3SFbgxxyt+jKwLr6geX59E26Qi48OBz+hKwMg9QPL8+lZhcnhO4Mv2GOrOv6fY/XWxaaop8ZtChlFFS5naFDRGgj3JlHYqXqJahNUim7BSfz7MbCQu8iJGIoVxGAKYGKno0sJHlZ4o4xDChpGBiopTUekxtvZMO9/jQ25ccBH2Lgt71OKXabukRr9uU1QVTMUk5sxpqZeRqNz7btZPEEkbKVKMRnz+Y+R6esrh5lkQqUaNiM8SPUfI9Ab2BWZLB4DKVOHhp6v8Adx8GTjplRRX1olVfsXhFvJqPHAP9fdb2V4oHkhy+KEcSerXsrJbSSwL+oBigyTXh0OXbOG6l666WyuGwS4/c24+6MHsXKtT0B++m6q3nTFnyVLWzjVJTANbWoKqfz7L5ogLQuamSTSDn4XPrThTz6S3EKptzOhPjSla5qUf0NOAHn0VGixGDxFBntzSZp03rtbHUUe34pRaqo8wzLHVV6KnDRSxlwjLyCQT7tLHK0LMWUXEIGlvIHzP59OzwPJAZmZRdQAaG8lPmfz6QU+KG6N302IxdLU082ejNfVUeYqisUdbKmqpylbUk2Kk83Jv7ReGrzJEQNTCpXyJPFiek3hq00cRADydzL6k8WP29JTJ4KSio9vZLH5GjzGOpd0PS7ixMMYbIU5oarw1UccMos6SxK3hdQfqPZHdPcXSRi1ysclHqMih4AeYpw6D1213eLELLuSKWsgYUI0mhAHmKcKdLjuDL9Q7h3FQbm6VxeX2Tj6cUWMzmyKpDJkZaDHIGqczLOLotRMxc6SeOOPbd4IWuhcbWx1EDxEIpVR5/Jh1XcFt57r6rY2IYgeLGRQsq+fyb0HQMZCsw+Pyy1WAlyTYqrqhUCqqFR8lAh/z8dWo4C6uLj2zJJBaukttq0OwLH8Q9QfQV6pNcW1jNFNaFjFKQSeLp/EG9BXz6YMrPlJclPkaSFo6WV2hgYqftmEa6pBrH5Yf0PtDeyXX1bTxY1YX0/wBR6LNwudyO4Pd2oASQ6UH4ccc+v2dLnL7er8fsuhrlzslMMrOktPtegrpGlkh0WqchVRRNYIG4swvz7cnt3itA0hIL50g/zp8ult1YSx7Yjyko0hqFVqk/0iK1p8uPSS2ng8hTS5qeozabVqMfj46yGpkqZaWvkSRiIDjZaciQPf6kH2XWkMkDSidinb+Zrwp0SbZby2guVvG8GqUrWjEE9pXzGePS06w8GQn3XjNxb4rMfUPhK/IY+nyKSZSHLVBGt4ZPPrMck36vLwf6n2p2wMjvBcykVBOk5P8AqPRty9rill267uSdSlgh7vL5149BFUtjZkpIKTzpLHI6ZGBypWSMSkM8Dj8W55PssZoWpHH60ZT6V8ug5K1rMiwxBl0tWRT+JdR+E/LoUdv4DaP2Ncmfnq4ctkaNodjUuIKNUrMSDLVZCRvooAtwb88ezCO0geTw/hYikdONPMn7OhBa7ZZT3P047HkFLfTk6T8TE+o8unDHb12dT7sSol2ZMcVhNtPgI6iVDVzpkypFTnsk0upXcEn0n8e6JcWq3ZSRCVRSleND5set2l7YQ7xJDNCzQQRGIORqKnzkY58/Xy6F/efXHbfW+IxGXOPij617Q2az4HMYPLx1mJ3bO8QeKGrgllYwSxG4khCKB+P6e32iubc6YRrikTBrUMf8nRpcWW57efDt6S2VxCdLBqrK9MVqainoKDoa+vegd0dubG6hnx2Kov8ASG8lXR7WpsbMuPl7H2vQapMvS6HKqtfQIHlDP+pVFr+1ESF4oZH/ALbIPkGFeBHqOjuytfq7Lb55Kx3S1U0wsqDiCDxZaV6TmyKutoMj2HtKHI12UyuJ3ONg7e2plIl82OpdyVqx1W6BUuOKinMZsxNhf3qKRmlkt3oVB4egPn0o265aa/udonFI42rQ+jZ1nz/Z1Y53ZT0NP8x9ix7exE1fX7H6Lxr9i5XAI0O4NwVsmJSghmkp3skxT0+QgEaQT7Us7fWhQMBcep8v2dCF9Y3hErRBHSv8Z4AfZTodesKisw/S+b6fjhG5cJ3FDlK+h3mrRwbtw27qBxJRbPS9jHEWusDGynnT7sTQkDoyV8fTHGquR+H5dGU2vDvLObV2HsOv3A2S3ntKD+CUMUUkc2RkgWl1PS5F2Jb9ojS5/wAD72VASnp0ujQJGIyalfPrB8ttz9u9MbX6bXbObyPXmZzdDlKTO1ONihlXMpTJeCeGSa/H5Iv7a6cHHqt3dW5d475zEW4uw9357fm4IYBTUeW3FWTVUtDSg/8AAehhkZkhUf7QB7qeHV+kZLpufrfUQL8mwPBPunW+ospst/8AEe6vWmOvdNhc2b+n+92+ntg9XXqBUyBVuTzcfT/inuj8Or9J+omNz+OL/T6f1vf2z17pvL3YEf48/wCv+R7ak6unHqLNOw4/JH9Bb210/wBNk8x5JP8AgeP8Le6Hj17pnlkY8Hgf73zwfeuvdRHNwf6AG3+PtiT4unRw6bJ2tcf4D/be6Hh17pomdje/9bfT/Ye0/WxwA6dcZMdSjm1+OBf3V/gPSlAwU16Ffb9Uy6SSSPQLH/jXtP1voZtv19tJLcA/n6fX6XPtt+HWx0M2FyGpVBbggcn/AG1vbY6cTielhDVhhYt+CPzqFj7q/Dq566etKtbVb/kHj6/Xn231Xrn5RMpF9RI4YcA/63tpvjPV14jpslikWRNIJsfVaxtz9feunuhD21N45I9TEDi/+w4/HtL59UPDow2ByURiRNY5t/txxe590k+HryZNOlcZ43UeoXvc+2el3DHUKorooIpG1D0oWF/zb3R+qnotfY+5Io6eqkMl2swX82JBH/FfbfWuiUZWvNVWSzE3DMxNx/j7q46fXAp0jsnMh1E3+t/p/jf231bpG1lR6iW+gHJ/w9pOqdMNTUA30nn6KRzx70RXHSiMECp8+md6luFEht/hfk+2SKGnTvXUcpkc/wCA5490f4ett8I6eKWDUwtfm/8AvX+t7b6svwjpf4fGtIY0VSQSljYn/H8+6v8AD1YdC3hcKYgpI5I/17G9729tdb6EfG0ZQepSxAX1W9p2+I9OLw6VFOdA5B4v/rf7x7oRUU630oqLIeIJqPAP+sB/tvbJwadW6WGMzzxtxx+eB+P6+083T6fAOhAx+55Bps/PHA5/3r231boRsTuuY/RyCF+nNx/Tj3U8evdCHQbjqJSgErKQR/UXFvesaSOrocnpf0GRkkteZiSB+T9L/wCHtL1fpfY+fWBcm9x/X6W91f4T17pUQKGA+p4t/sRx+fbPTsYOqvTglPqQm30uOT/X6fT2zL8X5dPHqFNQt+FJtc8E2/r+PbXWum2aCWNfQdBB+i/X/YH3Tp1PTpwoc9lMeV0zyMqgeksT/sTf3pxVTXq56EHE9jPHojqx9Lcnn/XN/abqvQi0256PJpHpmjRmte5H+8e238urpx6eWipZYwwZXa3AFrfX68e6dPdQZ8JHVhSEBuT+P6/19sSfF1o9M2T2tEYfGsQLN/hx/t/bTfCetp8Y6DHNbNTS/wCyL2a/HHI/PtnpX0C+a2HGTMywA8kmy88+6Pw60eHQI7j64STylobDk8gX5+nB9t9aHHotm7Or4neQrSi+phyv1Frkj3pzinT46ALcHVJUs6QlSeQAALH6e2WFF/Lr3QW1+0cji5LGJynIBtwB7SdeU0NemtYmjbQ4Ktf6Efkjn3STy6VAgio6nxLf/EqB7b6304RREgkfT6fj6+2349bFNQ6zxwE/UfT+hH1/HuvTnXMwXP5BPFyR9L/Tj2y3xHqwxnrhpydLVY7LYSvlxO4MDkaTN7ey9OdNTi8tj5RPS1cJH5Fip/wPvaSGJtfp1sAMhjYVV6gg8CPPrZF+NXzV60782y7d54jbOB2f2F1/L1l8maCgx8jJVZijpDT0m9hQwodFSUCyebTbXze/s4h3mFrsXF4FWJl0S6R5jgwHqOgNecrz2+3tb7GzyXcEvi2mtqBSeMZPmh4fIdUofMX4f7i+G/Y+KwENYm5+huzKR9yfHvsynqYqyn3Htqb98YnKvCzeKrpVYI6PYk/Qey7dttlsdMjNrSWrqwIoyE4OOB8iOhDsO/2/MEMhjUx3Fu3h3EbAjRKAKha8VPFSOiovC4BW99JsCQfwfx7I+j1Pj7ar8+ucULFR+fxxa9/6e2349Kft6yGC/BU3/wBfn3XrXXYgJFgPp/U/19skUNOrLxHXccJ54P1P00j/AHr21J8PTx6yeD6Gx4+nI9s9a64NFx+R+Px9f9b2y/xHq8fxDrEIJJH8UUbzykg6IwWII/xHuhwK9Kul5t/rnLZeRJaqKSOlVlbQRZrH8e0hPr1WnmD0Z/q/Z2e64zrbr2pLPQZmaJaXJY+mLR0248KB+9hczHws0ci3UB72v7uJJUwrNQZ01x9lPn14oso0yAAeXyP8Q6GX5W9E7Hy2yX+Se2N34nHbPyODpsJB1lXYhpX27vRIQlVRSGnjKwxSSavE5sLW59rpTbaRPZsVV6BvJlbzX7PPortTdO72G4LWRKsDxV08j9vr8+qnesuyNr7D33i07P21uXCZGkyscsG99oulJLt7busPDGKRtMc1Qhu6Oyn8c+xHPtlvuO0httmFRTUhyzuOLKfIfy6D0W/3e17mbO+gJVq6G4IAeCt1sydGdz7c+Wu1o6vq2SHK13XONFNumo3HPFSb83Lj6cBcXmpqa6xyqsQ/c8QJv7C91bS3LGGNAZYh3GuWA9fs+XQijnXae++lPhzsPDAFUjJ8gR5H58OlpkDSmPyhm8kZKS6gUYSLwQyNyLH/AA9kDsC2oChGD8vt6EgqR/l8j8+gk3Rm4aOlnVaotqJZ9NtJH+p/1/dHwCD1vy6Jf2p2BRUGOqBUS6VW90ZgWcgnT42/r7S18+tAEmg6qf7R3mc/lKqCjkkZWkYzOuoBFB4QMv5/rz7EWzWPd9bMMfhB6DHMO4qV+gtTk/Gw8vs6M7/K/wCz4OufmBt7E1s2QlwXYuFq9v1mOwmQhoMtJk6dGq6OsgmkdTeN7MVBubW9iPcFEu2iZonJjfLJUEKRihHChFeg1YB1uGt0aMMV4yCqH1DA8ajHRpP51/VdLj9/dTfJrBRGXbW78VN19vnIxxM1dLujCD7fGS5mNRdZXubu31twfa3aZIb7bnsoAWm+MFj5LTVUH8RFft6SXEE0V1JHKe1KFVUUVVbgFIwR6enVKiZWgtdPvXFyv7eOq5VP9AxVD/r+6Lt9y5NAD/th/n68CtQCCCcjB6lRZvFKdMtS0Di3pqYJaVRf8apwvH9faeWxvuBSv2EE/sHT8Y/0QVJ+zp7pqyhqBalrqKdjY6IKmGUi/wCLIxPssmgniIMqMo+akf4R0qQg8OlHDG6WBWy6LXsef8OfZa5VmouelqCgFPLqa0y0tM9TICwj0rEqgkvUSN46aIj/AGtyF/2PtpYnuJkt4hVnP508/wBgz+XSqNWKlafn8vPq3PaNJun4b/GPr+kTLZHrTeve24ot+9qdn4OniyNZjOv8efu6Pr5auIM0Dul1mjuOD9Pa7dL2SALtiRhgQVQBiC7UohJFCCDk+vn1qwtbTcbmTdpe+OAU0sKhFHxuFOCSOHmPLqoXd3yUO5+7u7d+bb2puLaWI3jC2H6q3ht+liizG36mnhNDXZPI/cAEQ192kkA+uon2PYtgs7DbLAzXMct1bjXdQs3ZJXI00OWUefy6imfma63G9vIYbZ4bWUlLacL3rTB1EioVuNOrmP5V9dhegfjb37vj+6uGqu1sJsnK7nod9ZDxS1sMWWhk8Dwzm5jRnudKkEnj3HG675JvPMlwLdT2KqxrwCDgT8zThXqTtu5fiseXbGC5fQpfU5GfFPkPsrnqrilr63MVVfuTLSmsye5sjWZ2vqWv+/WZSc1UjKDzpBY6b+wzuL6pmjTt8Ptp9la1+ZPHoXwghi78Tw/yD8ulJTZSSnR7h57roQE/o4/HsiktVkpTtz+3oyS88IHXn0HUI1FRM5dgQbGy/ki/t4RQouniekxklYlj+zqZT1UyWDagP6j/AHo+08kUbVrx6cSV0zw6fIcgSAGFrgC//GvZfJag5XPRlHdNpoTTqV9wxHoJN+f639tNCi/F1trlj5k9dGCpqbWRh/rj+v5928aOLgR1XwZp+Ap05UmzKnIOGaN9B5djwoUcljf6D3RtzdFPhDh1ddqiYjxjX7OjxfEj4M1PyByMW5t75Cq2N0TjcpHjMpvfQIXzGcLgU2DoBKAXidhpldL2H0PsR7Dt0+4f49esY4K+H4poVV2+H7TWtfTon3/d7PlxDaWMS3N/p1i3OG8MfE1eANOAPHqyrsbAb76t3fH1D2z17jT8Z6bGxUu1dybIip6bb2PxMMQaOvp3AAmrZl/zhluwYkj21zDbb1Z7h9Nzdpe3aixyxZjZKYKnzanGuQeknLV5su6bW258ouyXwJaWGc/ra+BDfwoDwpgjosWdzw3ZnYBRGvj2Ptcy4zr/ABGSqZqyWjw8Z0pXTSTlj5JhyR9B+PYHvJvHlpEzGOE0iDEnt9c+vpw6G1pC0MfiSKgmlAaYoAAW9MenrxPSyxFTFGqq9jccXFyP8F9o5HOnOSf5dL4FOqitQHy6XFBllpnQlhpJWxHA/px7b6f6WUe4xEiSo5uLfQ2v+foPbb8eqnp8/vqGpQGmsUUi2rm/unXhx6S2Z35SiHQ8wDAEH1f7Tf8APuknT4IPDouW9uwo4Ec/c2U6uNY+n4J9tggEmtCOrUqMceiX9gd0Q0SzLHW6CNQPrH+x9v2e3XW5yUgQkep/ydF9/udltal7hwSPLonO6u8quoeSKCoMqnVzc3J/HuQtq5F1UkuOPUa7tz8VZo7M4z0BmW3jnM67LNM8UVydAY+oX9jy02Ow25RpUEjqPbzf7/cmPiEhTw9em6KN2sS17/j/AHv6+1bFacKdIIxMTV8fLpxjiCAFh9eD/sDz7TO48vLpYieZ6nxRW9Z/x0/6305HtI7kY6Uqnn5dTYgLj83I/wB79p2NBUdKgKDpyiJLEfg/gf63thgSMdOxfEepKyA8MOV+lv8AD20K+XT/AFy8xUEarMfr/rfX3swg5PWmcCgPXRYtyWJ/w/ofz7qAFNKdXxTryqSboLv/ALxb34lRxx1Un16m6iFsQNTDn/D2lNSePWuvKhccAjnlj9P9Ye/da6zWAFvyPpa9h/hz7917ry/X/Ye6NWnTqEcOuXtvpzrkEZ/08fn8fT6e/de6yePSbE3/ADxf6H8H349VKg5J6zqbD6fQf7Ef7f3RiKU6r3DA4dZR9L/7H2xU8Ot0A64tq/s/77/b+3VDefVCQT1DnYFSF+lx/r3v7URnNOm3+HpvJH1/pe/tSgzXpExqemaoILG30uR7XJ/Z9F8hq1emKpNwb/1J/wBt7XxZI+zpDKav0w1JJk/1h7MoxQU6LpOPTTVE6gR9ALf7f6+1UI/mekpxUjpska3AIuPr/vj7WL0ikPTdUH0sCLg3A/rf2uTh0ilNOm0/W39AB7fHDpI/DqPIQWAH1X6/7H29GKCvTY6hPbmxvqPPtw9Vfh1iP+9+3EWuT0nckCg64EkH/afyfb2PLpnrgXH45H59+691xZr/APEe/de66BYcLxfk/wBbjn8+/cKE8Ot1zT7erK/5ZFblMLl/lXvPb8zwbrwfT0mBxfgZY6j7DNV8UNdNCzcjSrt9Pz7j73bu5bXluxs4ZDGbiUs7DyCjgfkaD8upC9q7S2uOYZ57tQyRIFAPAkmop51Hr0VX+YVl6vaW5sx1/s+nxeOw23Ni4amrsnBTRyZXdGSzb+TKwZypkBkYp5CVN+PZv7DWMG47dZ7vvUhuJ5riRwKkJCqDtMY4Zpnop99dwuLO/u9u2eNYYY4URqgF5C57g5OcA46p22NVUewsnFuComojn6X7mjwm33oYp8fXxVKFZP4h5VILKCdJXm/vMDmGC45is222JX+lfS8swch0K8NFDWh864p1iJsU8HL14t/K6+OupYoSoKMGqDrqMkeXnXo4fxyx2X21sXPdj4Hf6bJlo8zVpg9lp9w2a37uKrYuKN8O3DRQMQySulgLWPuHfcS6s9y36Ll7cLP6ysKmS4NPCtoRiok8mYChUH7epf8AbqG623ZJt82+9FqplKx2+fEuJSa0KeaqTUGn2dbWX8rDaPWWzNrbVzmFmbenb2/9w4z/AEnb1r/uJaHqtsmDX12K23h3uoqpCv7s5jsD+feInOvMRud/XZY4BDEkixQ3AUMwtwR3cMk0AHoOssOXdhaDl5t2a4MhEbSvbE6VkuCDUNwwK1PzHVSH8w3sSLtP56fJfdMM6VFNjN3xbVo6mOxFRS4ygijEn9OWUkgfm/uf9xilhtYIm/0RRIPs0qAfz49QXbpHHGFgFAdVfkdRJH5cPs6KMrEAG/0Pq/4r7IJFFcdGcDFxQ+XTjFJfSfz+D/re0jqKlT0qV6AgdTle5VgQSObHj/Xt7TkUJHSlZAeHU1H/ANt+R/jb20QeJ6cBB4dZ1f624/23uvXga8OuyzXuLA/Tn6W9+oOt9RXk0tY8t+P6ce7heqlvTrgzDTdiSCfr+fdsDh1XJ6jSyMbAk8XKgW92UVNequypmvUmmyctNYO50jgAXuP9f23Lao+QOtxXboeNB0/ruJgqKJCLD9Qvf+vPsubbEY56WDccfF1GqdwSSLbXc3PNyNVv6n29Dtsa+XTUl/qGW6TlTkWkuzkX/pc/19mUdqE8uiyS5JNQeoaO0r3JIUeoDix9qXAQcOPTBNc8epI+hFuTa3+39s1PWwxHXHUfpfj9I/3oj3qgrWmera8df//Upu8jMbKNNvqR+f8AH/Ye+gnUnAU6yCRg2lDqv+bnj/H3vrfXMVDqbN6hcAH8D+v09+691yM17kG/44JsB9bj3RuvdYzOTwb3HAJP0t7117rsVX/IB/Bvxf8AA9+691weoBIswvbkg/n88e99OKwpTrC1VpNrn6fpvY+2nrXPTnXTVWq4Fl0i315H+PunW+sH3rAfq0kfW7DVf/EH37r3XS1tjwbn8WP0P+x9tSrUV6qwqOsgr2tbVc/Xk/7C3tnqyVrQYHr141zXBBNxwQDxf37pQBQk1qD11983A1E2N9N+R/h703w9b6zLW/T6f6wJJH+t/re2Ot9ZRUFyPrz+L/X83J9+691nSQG12Ycji97k/X/Ye6tw68epQa5KqP8AH/aRx+PdOrqaivn10PUQCfrxc+/dW6yeNfoT/hf/AHv37r3XYhFwSARewYfgf0HtP1brFJBZjZDweD/xQe91BFKde4HGesTU5IJK/wCstrH/AF/aeTj06rEmhHHz6jPTEWOkj+nH0/xv7p04O3ga9Q6qj8kM6KT+5DJGoA59aabj/C596691dd8duxKDbX8u3r+TG4+j3Xvnb++t40WC2PXt9vjFjaa1XnamtPoE0f6owwuT9PaWqmRl4daBBfR59a8/yH+RfXVH2Ae1cRtGqn7A2jV5HE5ukyhkrMbujIV0jRVjVgc6DDCjMkZt+B7YurhbO2a5YVC+Q4/l1S4lW2iMxFR6f5ugj+P3y575pezMRt3Zu74a7DZTItXUfVubqV/uvHRyP5TSUzSemJohfRzwfbNrutldyrDbv3MKgU8vt6bt7y2mlEMTdzCtPkPn5dbO+a7b6Z/mAfFfF9JbzqMjiu0Ni4qq351JvZ4TNUYibCyHG5jblNkDdnoRUI4MdyLer3r6UR3ZuoFC6sP5A/Onr0oKFZQ0dPnjPRC9t/y6PlvuLCSbpqMD13gtkwUprF3ruTetFhKDJUaMQKrG0s4vIzAX0L+ferncbS1YK5ZmJpRVqanh+Xr1p7mCJghJJPkBXp9wvww6sx8+LTsz5Y4HIS5ENJktu9R7Zl3lkNrwx/rTKVtFYCQj6Kf9f34TSOzI8RQLnUThvs6cRpHLdhVV4Emlel9srob+W7W74l2TunfHf1A5gI2/lcjBkcMm5alhaGtkhlT/ACaBm+gJPukn1egvFpoOPmevFpAvb8v9nrLuD45fy+srgzJ1/wBzdt7f3vHmavCVWL3Rja2TBGWmkZEmoK2QBZtZHpA+vuoZ2fTIvaBUEevoenlL1Ipj16YMR8H+zq6Bqzrvd+y98zJFJWwbYyuSptsbnnx0YLCahoJyWnZgLqoIv7qXSPEgIDcDx/4rq/SQx+HyOFr6jC5rF1+DzNBK8FbjcrTNS1UU0Zs+lH4Kgjgg8+7de6E7GgoBx9eR/XSB+B+PbLLQdWBPl07VEtowbfq9JP5Bta/trp8cOgh3QLOxtYEXP+J/r7afj1sdAzlGJJA/rb68Wv8AW3unW+gr3PDehqgqrq0XBJHqB4I/2Pv3Hrw49bB283xGb+JnUeOzz5HJ7cfYu36STEYm61mNUUVq2tWWPkqGtdPz7a7RUtw6uKCpPDqgftbPrjt0dmV3YuIh251V19sP+BYLHZmvjg/v1Fl6k0lDRYvHOP2Z0ZxI7jk/X2iuJI4EM1waRgUp5sTjHSe4kSFDPKaRgUIPFicY6IBsGfd2EzO/KnLUUKZ7pvaVBvfrvFbiIlwVJtyrgaWn+8pZPTUoI24/r7IoXVp5bd0q0Ch42Y4ofL506KrZle5mtpVGqAK8RPDSf8NOgu2TuPItUUeWXI18GFz+/KTIZP8AgEbxU2Sjrplq8jhhDF+qgLs40fQfT2us5A0BlQ6wzZ8s+dPl0u28s9u0kR1hm4/4dPy6GDvvKZGLsSnqdrYXI7ZyWKzOCfM4XCa4MBRbIyUi/wAJqJcfFcSLNHqNSfx+fe7udoQZaAkEUFfw+p6UXUxgBdsspFP9L6noUM5kdhVPdvf1DVbXw9Hi9w9d7coNhU0kkcWKwu4KughhXdmPvdYX+5ILNzxf20yvJLLCG0gp2sDmp4Eft6dcyzzSQFtAZBpYHIPEGn59Aln9qZ7rqHBZZMHjNtSY+jp9k7+3JmbZPA763blWMdBn4Y5PS8YLA61IHtDKhsYhcyyElAEfGHc41EevSB0O3RC/lmoyjw5MVEjnAZh69JrfnVc9HhKCCgoDl83RyPtt5qVwNxZrdOTQ5aGGlxI9b0KwHVHJ9FAA93QAIADkCgJ8yc59R0rjUoqioLEUDH1OafMf4Oi9SxzI8FXuPGVePwWNC7erHRiuTfPUhtUU0sq+poySBJH+B7YWITVkLdoGgkcdXyPz6ajhS5czF6IAImYcdY9D5jpHZWtXL7lh3NJLQYaPC5TG1f2FBD9uchDjGXwUlLRj9fkVQJSf6n2T34k8SM6iuhgQRhiB5U8/t6JN0RvFipIVEUgOsChYL5AefzPQ3br3ZtbdXcmU3b3Hs2Xq3Yu+dnw1mPw+yMXaoyuXpaXRhsnD4P0R1Eij7l/oR9fdJTJBuLXMo/xe4HaFyS3qT5fPq8niW+7PdTilrdAFFQdxfyPy/pdFTwY24ldkY8lPWQrPmxRS5CNGqEots1FRaWSSnH6pY1Or/YeyaDw4/HdyWetD5gIT6dENqPpzcyyjXIWKtTKiInOPMjoSe3Jev6CroevOoclVbwwlFC9Ud1zQGnfJvJThzHT0bco8blg3PNvb97NC+iw2+jRhal+GR5D5g9K9zvLGWOLZ9pPiRqpbxAKUNPhX1I6RO4I+vKbZm2KfBVmYpewGM4z0lVJI0ECI9/GoPFmI/T+PaOb6FrWGKJmWfNWP7TX5V6RXA2ptugt4ZHjuhUhjWvqdXyPS92vtfa9X1xST9jUNVt/cW9c3JT7Q7ByMxkxkOOo4w09HPQ8aBYEpIfz79bRW5tjdblh5iQjnIAHy/wAHTm3RWLWJu9/qk12xSORhVVUf0fL5H16RFdmE21tfK9c4zasdTu3I5hh/pCjbz1FfgIyUho6A2/bimWzEg+0UjtDE1rHGfFY4k8yvl+RHRfcPLZ27bXBA31LtifiWj8qegI6DCaqp6Ohk2/V42OnrabIR1FTVxHXUtTGwnpxKP8Lkf4+00ssQgNqyaJVNajzHnnounuIorFtqkg8OZHDlgakr5rX+fTqKiSt3Jh4OvoK2tqVqKWkwNE0TT5SoyVT6ZKXxfV1ZuFX3Qz0dZrM0K0C+pJ4j516824EXEVzs3aYyojBy+o8QfVa9Df2phMf1ztfA7co8o1JvfJCXKdsbXzVB9nldtbjkTUuJAfkxPGVYL/tXsxvtFrCIkYCSTMykZBpw6Em9+Hs9mtnFIBPP33anirEVCfZ506cp9z4bD4DqPKvUblzfWuLjyE1TtyeWZaCn3NI4OQioHa4XVJ/m0H493WeGNYJCx8MA9o8z/senS2G9sra3sbm5ZjbIrUjFTqc+X214Do0eL6t7XrOuE+TWQ7Mbq7aG2crNk+ssBjJGky2Kx1bH9h9+tPCQ0clSxNOY7c3ueD7UqJ3ka+mfQqkFBThX1HqeHRyE3Kd5N7v3WKOBg0EdKldWO4epGKfn1N2Jjdud69qnC/3hg6t3hm+ss5U11XlItP8AF8jh4BNFWT1PAhraoi8N+b+9tHHNcuZapI6HA9B518ujOO2t73c3mug8VzJA1E8iBwNfJj5Dow0Od3buGfpHdSZupj7kj68yseQrYqMw177LxeWfba0GfqP+UiqqNF4y3IRg3t6NzJ4bkUYrT7AMZ+3oxs72W5jtnnjKyaTUEUICnT3fbSo6M1/EN00HaHTwxmFpo+xKLGUVM+PpHEuw83tmRDaoyNUv7a5rEKSxc2Ys3t0k6sCv+b5/Po6aRTcKVWusYK8APMt8x0d7oLL7Vqu2MVtzadNJk8/ifu8lm90SXnnrZanKGOsSeQ/5uONmaPX+R70BSoU46VxgIuhG1AefGvS8/m7QR09X0biIQwehpsjVSQ+PTTqtTCCJKJ/oyn63Htkihp06OqZ61yo0Afnm9+P6E+6nh1fpglKm4Laeb3+nF/dOt9NdTOn+bBvpPLfj6e/cOvdM0kt7m5tyeCeR7TdWAPTNUT+th6uePr7o/wAPVx03OVN7tqFhck3/AD7Z6303ySWJAOkC44/p+Bf3ST4erx/F1BaT68gn6ge044dPUzXqFL6iQeBe/H+3596bh1vpulNr/wCI+l/9hwPdevdQJXsLD+v+2JH19sycenBWmem6U3vb/C1ufzf231bpsnFmIF+Cb/4/m/tlhQ9e6m4++oWNrX/3w9tSGi/b0oQkrnPQjYeUoUN7/o+p+ntOa+XVuhRxVWRosdI4J5sD/X3VxivW+hcwFeNKAueLf2/949tDpxOl9BWXtyPyRY/X8e6uDx6uep3lEn5Fif8AYgfW3tvqvUiCZ43Cr6gfpx7bfj1dOPTzw1uAfpc8cW5t7r0759TKesNJpOoDnhjx+b29p3oGNOtHpf4jc4i06pOPzZvz9eD7ofQ9eVdRoOlgm9YhHZpR/XVf8fgE+2Dx6UIWB0N0nMnvpdDWYcqBpuT6b+238urnosW+9xvkK2anhkJh/UwB9IaxuvtvrXQO1qBA3INwSf6/7H3R+HTycM9JKvuQwPP1AH14+vunVukJkWddV+BcD/X5/PtKyFW49a6Y5GLLx/rcfn+vujcK9PRVINeoGhm/s8/4cEcfj2z0906UNG7SLwxvYcj8+9Nw68eHQiYvCuzINBF7H9Jtzzb20OHVkNR0L2CwqxLGNJv6TfSeL8fX3SQ8B1cdCdj6EKAPH9L2On6/48+2+t9LOipUC2KqeBzYXv8A0t7YcUbpxeHTj9vGFsUAH9bW90qRkdW6bZ3SE3uOBcr9PofafrfWCLNLC5GsCw/rf23KBTp9PgHSlxueXWumQX4/J/Nvr7Y6t0KGFzKNb1i5Fv1W/NvdTx690KeJyi3X12YEc67/AOP59+BHp04nGnQpYfJ69J1gXH5b68/X2nemrHVjQGnQn4vJ+kE2+tv1X/2Htp/h690vKHIqxX1AfTjV/Q+2enoc1PSrpJ0dRcr+q/8Ar8f19p3BDZ6drXI6mSNGy2Ugc82b8e6da6aKmRRwQLEXJt/T/H3Tz6cRa5r1CDRMy6lWxuLm3A/x9+Y9p6c65tSQyA6CASLD/D/X9peq9YCtbRkNCzgAWGkkDjgHj3Rl1HHVlOR0psRvbI4/THVKZET8tf6H8XPunT/Qr4Te9FWKsbOkLErbUbWP1tz7TyfF1U9CPT1FLUxLJrjfj6qQfz7abgerR5YdM1fjkq2Kqgs1+dPH+ufbPSvpFZHbS6nXxLf8WXk3F/bbA8eqnoMczs/V5SYlI5P6B/T/AB90610CO4Njo2u0C3LH6KL/AE91cY6fGMdBBmOu4zHIz039foovf8H21x62RUU6CDPdbxuj2ptV/qxjBW1rW9pTx60K1xnoCdxdXJd3jg8bG9rAC34sPbcnAdK14dBLkdpV2NcjxsyBh+Px/sPbfW+m6KDQSrqy88Ajj/be6P5dbHxdTFiP4Wwt9QP94906c65eAn6qT/sLXH9PbLfEerA0HXBqc3Fgykf0HuuCKHqwYUoehm6D7erek94ZmoNJjazafZeKGzd7DK0gq/4ZR1L2o81SKxsjRyMDIw50j2yr6FaOla8eqPFHIyMGIaM1FOH2Hq47qf4fZ/tnoLsbbPyE3Xh67qGp2/kM10RuKhz8OTzdPuqCPy4t9pYq5khgdzaojTj6X9rrKxBt5Lu4b9IAhBWp1+QC+Q9eiPd92kt72Cz22MNdNIvinTRRD5szcCacOqE92bF3h1ruXI7D39ianEbmw7uoirIDTyZTGq+mjyVOrfUSJpLW/J9k5oH0vjoSq6li0fcvrx6Z44bXtGP0nkC4uP6H2ywoengwbh1z+2Dc3YX/AAb3/wBif6+69e6wmBhf0s1vpf8ANvp7abLU6svEddJEb302H9bXN/6H23JQDPT56yokjvpjiMrMQLIOLsbDn2n6r0s8T17mss+p4jDEVBUoPUwJ4+n5/wAfbTnNOroKnoxOyOnRB4v2FZn0vLJNDeQyfUgE/j3TpV5dGU291jEmiR4WbTYeNYbLqB/sj/ifad/ip1r4SaefQw4zr+WExTSUysjSaUUgK4vx6j+P8fdCaDPXhSucDoeOt8HtuifN7X7A25/eLqze2OmwO98AUXzJT1SlUz2HuPTVUxs6MvPHt6xuIra4D3K64jh1/wCfh8x0m3S0ub2zMVhIIpk70enEj8J+R4U6qD+TPwPpOpMpuHcm59z1u6fjNlcxV4/q/vDCn+J5Da+Rf92i2l2LiofXFUXYQI0v9B7ExLQkX+xJ4isaMvAEDNR/D8x0G3ktN3iNjvR+mulTUyU4eVVb8QPy6KV8W+6c30xvbIdiLn6XbOE6kyklElTJVla/dczTf5JipsUnM1PULdmB4X6H3fdtidnjvdsLNcTAOFGFFOIJ/wBVekfL++JJE+134UW0ZK9xq+eDAceH7Otibc/eeE7M6w667jp9vnCZLeeKEfkwCff7V3AiXkYCog9NNXA8vGwvbj2Dtx1TDx5o/DnU6GUCikjz+3oZbYotHayjl8WBu5Sx7lr5f6XogXavdMaP/DsPj83k8hNN4BhcPQ1FXlfuH9IjFNGL3v7L445LiTwkpqbFPL9vRwTGo7zQevlTpB0vwf8AnR8iafHyYDryl2RtrNzKKTO72yaYyrpqZuTVzYuf1cDm1/Z/Y7HbxaLq/q2aGMYr+fpToNX/ADDZRxSQWT6mANWp/g9T5dGNwf8AJX6s2Lt+uzXyR+QW7MluOKFXxu3eutvzxrl68DVLT080RPkFwQGH19iT942lrHMI4lQAfpqylix+RP8Ah6Bha/uLi3a1jV45CPGcuAYgfMj1Pp0ZnoX4P/BLZVJj+4MBsfdjbh2nXBcJld77pOKz+LzK/t/f/wANqAHHqFyn+p9kEW9XM8EqOXCOKGMHTkcMeg6Pb3apraSKKBozU1LldWpf4a+VejIdmds/GOPGUuwe86rZ++s/uDLUtfjcVjcZFm9takkAxj5Nl/bWtN7SObG/49txbNcT2rXcbl2FCWHaAPQj8R+fTT77bwXaWIj0Rmo0OKsW9VJ+FfQdL2LqjrWp3Ph9pYb46dSYvIbhhp1hpYMTjap4MXJSiX+8mQjXinCxHVpY/wCPu6WNxO4+mHhlzpwTThl6/hoPLpD+8LS2gea7lMscXdWgBrWgiFB3Cvn+XTVlKj4K4CuzvWHY3QvS+58hjNVDiMpU7ZoaWm3DIRprHpdxD03Q/wBn6r7VWe9/umJ7Z7VLzwzRZB8TepDfLy6Q32wTbxdxX9pfyWDSjU6EjTGPwjRTFfPPRMuzegv5N+5MvJg8hs7NdY7gqtEUVd1llWyWLSrqP1LPPRgrEyMbaD+Pbyc0Wu5Nomhmg8OlFY11etR5dWm2Hm7akWSK8g3BW4n4SlOGc6q+fQN5j+T38cOw46+H4wfLuXFb0pYVlj2V2ZSGrjqopRqppTXVBXxJJ9A1j7UruXKu7GjSJEVOnQQUJPqHBHXprjnLagsm47YZ4WXV4kBDEA+RQZqPs6J6f5e/e3RXbXWk3fe3MFmOq592JFV7j2jmIMpjMytCTNKkgpx+0qqplF/yAPYfuvpbCUCA6nc0FDUBciof14dCK0uYr63kKkoyKCUYaXFRXIPy49A58tfkbkN6YT5FUeIyWZ218aMDlZ9qbAzsdO9Zlo9249VivkKM+qGmrH/bWU2BA+nsT7PslivMNhDHS6vGHiPE2UEbeYbhrHn0Dt83u9j5VvLmRjaWurw0mUUbWvBdPHSx6IQmCWOl6i/uXumbe2MrcfSx9lZGG0k0earI1NFj4KBRqXSCELf059v39xa6tzXcbX6WdSTaKRRSq8SW+3NOkG22N/I+1Ltt19VbuB9Y1RUMwqF0eWOrlu/Y9t9IfFPqLpHZlXNSdjdsRU26e3fFIXlottUX+VYDb5qBYhC5Pki/ofcUWtxbw+LfI/iSyglzTFThQp/o8a/LqahbyyXIgkj0W9sAsCk1P9Jz/k6IUlKyKojQIi2VEVbCNR9FQf0H0HshMupjU5Pn6/n0YhB8Rz1PipGIte97cge2HloaVoOnFi1HUF4dS0oXuAqsSfza/tlp6efT62zsenODCVEpFlbk8qB+T/T2ma7UEgCp6ULYuct0paLZ9RIRdXJNuCp+ntK93KTwp0+llAuXJp0usZ1/K5UmMgn6C1ha3H19sMzP8R6XJFCo7AOhHxvX8ERjMsQJNiV0gAkfjV+PbBAJ6tUhaA9HK+MXxOn70yuVy+WyWO2d07sOSOffm88tUpQU9XVoQ9Jt3GPJ/nGmcBJio4Qk+xLyty1ccxSyXDMsFlbf20shAFfJF9anifLoJ8283WvKsUUCxtc7hd4t4UXUaecj+mkZFeJ6st3XtzO7gxu1ttbOo8BtTqTKwttKiwG3shDU4xN1UDAYPP4KeAAFpVR3rJPwfr7FV7BustuLPbRHb2sh0AKdSs68GQjzIrqPQH26fare6a/3Ey3N2n6hZ1KuqN8SSA/hFQEHoOi7fL/vVuzs1tLrHb1fp2J1ph6fHZqlozpo8nvSgUUlVUX/ALYsh1G9ib+w5z9zMm/zWu22Y8O0skClRwMwwzfnnoUe3PKZ5ftrzdb867u+cnUfiEDEsi/lUdFco5Y42UekAqoABsoFv0gfj2AeHb6dSFTt6fBko4CCrKAf8RyR9T/tvbb4XHTkS1bHl1OO44QgtJyoNufpb6+2+lPUZ9/RU8fjllCj6AsbW/1ifbZqTTqh6DvcPbdJjg+ivTgNqHk5BH+HtpiBg/y62qswqv8APot28vkdDSiUpUBilwD5bjj8+zC12u/v2CQRnSfMjpHd7vtu3IWnkBYeQ6J1vj5DZfKvMlJUPpa4trJtf+nsc7RyIoIlvSWPp5dR1u/uI9GhsgAPXz6Lxldy5nNyl6ieQhifq5sb/W49yDZ7Xt+3rSJRUcOo0vd23HcXJlckHj01Q0ZkcG7M39o2vb2qaegoop0kSGpq2T/Pp3hpdA+l/Tb6fSx5I9pXeuWPSpUX0z04RRC1hyQeSfx/h7SySE+fShIzWvUyKIAkkX4/P4P9faZzjpQqZz1II/x+n9Pz/h7ZJJOenaVwOua6hawtzcn/AA9+p69PAUFD1NjcNYqRccWvfn20QR17I4dSQ/puTZr2Nv8AX/PuhFMgdOCQhaHj13f3bpoknJz1lU3HPPth/i6UxHsz1NhWyj68jk/m/tIxqa9WPWRvTbi4/wAfeutddrID+okD+gPv3XuuXv3XuuS/1/I90ZvIdOIvmesirc/4fn2304c9S4h6hwQCLXtx9f6+6s4Udb6zaFQgCxP+tz7YLE9aycdcgpNr8f77+nvXW9BOevFCPob/AOt791oqRx64Hjn/AG/txH8j1RhjHUKoWxNgOQD9P8eT7UR/EOmmFVp01ysFUsOfwR9PauMEtToukNAemeewNr/gk2/qfa4CmB0gc/i6Yqogjn8Hnj/H2vi/ydIZT3dMU3+d/wBa3syX4ei2Q0r0zTai0hPIv+efp7VpinSaTh03ygagD9foR/gfaxBXj0ikOcdNtSbDT/Rv9v7WoNI6Qvw6b73H4/1/z/t/b3SV+PUPnUxP1LHn/D8W9qV+EfZ1UdRH/Uw/AP0976bfj1xtqXj62/HNv6+3xjpphUdRma/p/wBTwf8AH+hPu/THXG3v3XuumNh/X36hPDr3Xgbiwtfg3v8Ap/rc+7CvAjHXjw+zownxa74T46dyYbeWboZMt11n2i232fioWtJJtyrnDHKRqP1mB9Dlf6A+w9zfysvOvLsmyrL4FzGfEgfjqdQf0j/RboQcqcyy8ob2N3MYkidfDkUitFY/H9q9CX/MH6+qNxblznZ2Llpc5sre+Qo8zsHf2DTyYDK4d0V6XC5Aw3VKmG2iSNrHj2FvZzmJbGZdkkUwTW4eOa2cUdHGC8dfwkZx0K/dvlm43Sz/AHxARPHNolWZDqBBzoenpw6qvl201PvjZPY2d2lTVNBtvOQTjbaU3hxOWmo/THFUJ9CksmkyH3kom6o+w3/K+23jK91EymbVWSMNxKnyKitOsan2xod8seZb6zDRW8oPg6aI5XgCPRjQk9WA9IdKbu7H7xw/yT39tzD9d7MwtJlMxvB0gjjwAFJR6sft/ZWHvolnCqrOyc8+4D5v5v2jl3kGb2z2C5k3G5mZI4CxLS9zd811JxVak6QfTqd+U+UN03/nWH3H3u3j263jVpJwABFVR2xW0fAtQAkjrYb/AJZVTt/ZPUPc/wAydw0dViMDs+HdmQxeKqYTBhs5SJBJFiZqiJ/SlQQy3H1BNvcPRWkdlzpbQqzXB25IkkBFUadxhAfxKuepR3y+ku+URZaFhXc5JHRwaTRQKas5HEasD7D1rQ125Kjee594b9qo2jrN8bszu5KmF/U0YrclK8CXPJ/bK2/w95E7vI8k4WQ18JQtRwyASB9hNPy6hCCNEjCx10ioFeJoaVP28epIYah9QGX6W4v+R7I3UBPQj+delcRNadSIiQCBxb6f4e0sgzq6W/MdTlNrMObAfj6X/Htk5HTinSgbz6lo1irg2B/UPx/sfacrinSknGMV6mqbkEfn8/4e2utEFRUHrzXChtRNj9D/ALb6+7LSnW1NcHqKSA3+uSQDyP8AW9udbI64s5Clm+t+B9bf63vwFT1pjpSvUMm7E3/NwfaigHDpESW+LPXHm5YrrBFrn6gn+nv2aU6bfAx+zrA90IKuS34H9P8AYe3Uo4Ip1Tj1HZZZCb30/wCH6f8AX93AA4dMskp+XXEIo/U1/wCgHI/1h7uTXAx17wlU9zdSFIFtJtb8fkf7D3U93xZ6eAUDt65IzqTybXNh/h7qUUilOt065+Q3ueT+Ofof6+6eF8+tU6//1aaR9OeL/wC82/1vfQXqTq5p1zUsPpew+trX59+6315tQABHHH+9ce/de660gXvfi30/x/1/dG49e6xS8aQPoRfn3rr3Ud5Lghha3PH+H+Pv3XuorzkAEMQxJ/A976dXHaeoT1TE6i1hx+BquPofdHI4dX6jPkHb6E3P1P8Aj+D7a631H+90kljdr/n6e/de64ivOrUOCDxbm9/z7bepGk9VNPPPWUVgP0/Ufy3AH59sfb1dHIBDdZlrD/qrc/W3H+39+6eWmkU65/cOxCxt6iLnjgj82PvRFR1bqdAHexA4Y2tY39sdb6dIqeptwpt+DY/T+nv3XupCrNH+oXN+P8B9De/vTCo68epCu5Pp4+h5vfj/AFvbYz1dSKU6zhgTbUCv9T/rfTj37q3WYMP0nlTzx/gfrf8A2Pv3XupKvpUg2Kggkjk/W/HtP1vrnrBN1/Frf8R791v7OuZIYHUASfz/AK3+t7YkBBr04pZj8usbRAi9web6Tf2304ABgdY/CpYKBxa1uPoW5t791vo/Pxcz7R/GDsHYsywVCbj7Fo8dVzyI71+04a6cpT5XFtGC41/WUDg+2CtJDUcc160Pj00x69U4fzM/iJufoTdG2cXQ7z21ufN7vhfOUWHw1Qprdq4+UFg2fRjZ3mU+Q/Ui/sn3y3uryw8Kyfw569rHgPtHnXpDuUc0tqEtzSQHBPAfb0RvrDZG2arrTd21MPPmI/krHXx53y0QeooMl18hMuQkxVVSAvFNAlzJpI+vsAcsRNaxXm3SEfvEMGc1rqirU6PSnn0HNrj8KOe0Y1uyasSeKeek+XV+/wDLDGI3t151VX43ccuM3nS7P3D1JQ4Kqi8tTht45bOO8O4chBIPI1PJA2lzIP1G/uRLGc3NlHc6fXB/o46FVlMLizSammmKeeMf5Ojx/OHv/B7QrusvjHlevDuLsb494CFMrupM/laLb81ZkV1xGTFUriCojJPAkQ29uWsa6mu0NQ/kQMfZ8+n4lXWZY8g9F929/MN7/wBl4Ws27sPrfovZlLkxGMxlsdtPHVeZyjRW0vU1VTBqBNrGze2ZrOKWQNI7NQ1Ck4HVjArvrdj9lcdQ8v8AOnuTeOZxWb3/ALD6o3bNiBFHDC2EgxnkpoeY6by0MatYfj/E+7iFE1BCRq49OhQKhTSvQ97c+efS2ZeCPsv45YvbX8Pj00WY2zR09ZT0sjyXqJhFVKSzEairEXHurIzCtc/4erlTjScU6Gmq+N3XvyZSTtf4ndmUO7oKumpYM713X7ifa/YuJlpj5GixyeWFhErXt4uSOPbDTaa+N+VOH/F9WAoKcegr3vNjtqwbP2d3ps7eMmaqcjPt7OZetpPFluuYxUfb4jdNdkQP8poo00+QyOWIufdx5Af8V1vpPb26m331hVztkKFt1bPCR1eF7K2wP4ttjO4ioAkpqzz0Pk8TaTpdZCLEHj225J8ut9B5UV9M9P5o6qBonAKN5YwCSL2sx+v+HtnpQOHQQbqytLGpaSVpGNhpp4pKqQgmw0x04Zj/ALAe2pKjJ630nMX1n23vVfLsrqne+5aZlLmspcRVU0Cwj9c16tFuF+pA590qvkevBlY0U9DHh/5fHd27aHGybr3n1b1dSbpWSPCRbnz0MeZnSNCaiX7NJNSmIXJBX6j3VmAOnj1sV1afPoXe2fkJvbpbr3D9I9S1XX/atdgcQdmZjtepy0VNs/bORWIwrW17VLqxENjwt7+2WoqnxMAeZ4D7etu2lS7YC+vD8+tZL5M7/wB+1G9sJtDu7ee18xgaPL1G5aHO7SrJsniMnWwsZUWonkLDxSsPCI7+n6gD2E92vmjlWK+lT6dz2lc6aep+fDoLbpuEiSxxbhIngOagrmlMip4Z4dCtubfxm7I2l2Zk8RFS4PsPqGbY2W2kj/dY+IU1D9vg66omXUUg0glmcgC49uPJW+juk7I5EKleIOMEH0PSmSRpL+O7HZFJGVK8a47SD0GPR+C3ng8Psvc22af+J5PIdiS7H2XtOoomkqUfJV5DZShpZl0VEaB7qxBFhf2p2eIWu3fpEtVjSvlny6WbLElptwCEkFiBXiBU8Oh/7TpM/wBUdi5ulrNwVFB29JXV+0svJlaWGrwzU1eqpFFUQSBgWUG0aqLJ+LezFlVno4GqnHo80qWBcCoFAfWvr0GEG3Ni0lMm091U+5M3vza0dRnN+by2xUCtpsrh6uYyY6hpIagk3EpSPxKvH4HtIoA0xykM4zXgaf5umoYxGVgmoz8a+fSM7p3DvfN7f2b19la/NZPGT53CZDHbGydIlHmKbGvUXoacSEKxkAHGv1e0u6D/ABGqL4jB1On1z0n3Vde3nt1sHU6fM0PRncF2H1lT/LLB717Rw0lNtxdgx7V2vQ4OrZc1gd1UmDNFDUV9I5ERqQR6pGH6L8+05iiO7R3D5Giij+FvMU4HqjRxvvEV1LlfD0oP4Xpmo4E/PoiO/Iqnbs+XrnxRyWZxu7MluSDJfctUUNdhMjUlopTS3MbTQJzObe08xkiRmkXUYm1aVwCpPxfMjz6YuHlijZpUqbdtWleBVuDY4leJ6XnU3Wm0e2chgY6UYDFZHcuAzmVzGZzlcafEZNKeoYSUuD1MGirksSqgBTb2js/Av52kbuWUEa/L/a/0h0n29odyudUo1rOp78BT/pPRgOgYq6DKnNVmHzeVpt07D2vV1W3qLcWRqb5CgpKVysVIFjJKCnNymnhvZfbxXbzPYxsHgjJo54gD/N/Poss4717l9tVxLa27GkpPcKZ0/wC1/n0jscu1Ny9mTx4elm2ztWqxUuNxU1RH5KSvzVLEYzUPLKLWqGGvk8X9pYpTJvHiQDREwKVI7S3r+fSe1uXl5kMtuPCt3UoGI7WfhU/6Y9B2218yZXoKCGpg3XRZyWmoMLRQSKcvGZNMj4mZBplJW3pQk+y6eOTSwpomikwg/ED/AA+Rxx6K7q1uDG0Kjw7q2lNI1wHU8Sh88eXWPGrNFnMl52ShyGInWengyFKfuHzNMCsuKmhqFvqBB1qw+o9txv8AUXTeHTFCARksBlft6rAfrr2VUp2kMNQoSwGUFfOvHpQzQ1m48fLkN5b4pcdNX1+pMRV6pIIKZLDy46ijvFCRbkKAT+femiLKTdSBCzVIOaD0UcAfXq/hzSI/7wnVC7D4gDRRwCLwB9eo2PysKYWTA5x8ou1oqypno9x42mL5TM1EMuilx9HI4ukZX6hSLe2kmJhMMpJhJJ1gdzU/CPTpPHdyeAbO9dxbaiTIo/UkpwRD5Dpu3Xt7aNbHh12FQbrnr30SblrMxF/kdNLUHRDSxzL9CTbVqN/bN1aWzyqloG7qVJ4LXgK+vr0zum1bfLdQxbWslZaFy1aLXgpb+IniK9PeD6f7WxfYUOG21QRLurAYqn3itdRVsP2+OoRGKiGq++1aFkQEEjVcH3aOyvIb0xIoDoNR/hp5Hr1vse72u9fSQRqs0K+IT+EKPP0qK9Mm+KDNDM5nO9gZX+8m49zlKtauWpFbXVlUSKX7qrqIi3K6dIDG9gPdbiPw5JZLsiR3IpTNT+Xp1e/s1tri4n3KT6p7immmWLnzYitAOA6MJkcft7qnrPqzDZ6hqNzb2zmUlzVXtxpUmxEOAqm109Q6wEtHOAQUFgT+fa91G3wwRka5CakUwK9CJkj2G326yuFNxOW1MtAVVT6f0h1y6c3Z2BvfNZbYOLy9NWIHr63DbY3HUvTQ52vAYY3H0cFYViXwNpKKQFJF/drCQzySxltVASAcam/P06XcuXTXk11bq4kK6yiSYZ2zpIrx0nh9nR4PiR1/2htrsbsPbnc3UlXXbs37sGux322QpqeeniUwaaTObfzGPMiwVVNwXiEov/T29ard62e6UhiPyxw6Pdmh3mW7cb2pSXwwKjKN6ENxDDzHDoz9d1JvLavXHVOzqeFq/uCPJ5LceNy+NEbV0mJxzu0eGnaT/lHjjQNMJjbUCR7XmNtKl6auNR0JRBIYkWdtUq+Y8/QfYB/PoR9r1u3/AO7mQ3Jjso1UmTMk+T22kpWtxu/oRoy+SxtRKRIsEr2JSI6D7aYhSXj8+P8AsdPo6qDPBxNAyjhXzI6NF8Stv43bVX/pOrWrKfE09HNtp5YbGt3BmaypOQFLWov9hSbAp72op9nS2OJI4/0+Bz9lejAfzc6Wb7n4ovWVKT1uU2BV5WWBVCmjpKimLUlLMfrqX86vbLcT1cZ6pby1IOWC6Rzxe1rfj3Tyz050gchdQbH+t/6Ef090630nJHJux+p4HvRwOvdNcs5+gP1BH0/3j2wRTqwrXHTfKSR+Lk3/ADb/AB9tvw6uK+fUGUqoNvrY3/4n2z1vpskc6ja1vz/W1vdW+E9WXj1CdvyLc3H+w/2PtP0o6hyfVv8AW/4j3VuHXum+VrXB+n/Eke69b6hlSR9R/rfk+2peI6dBB4dRygtxwf8AY+2j17qI8N7sR9frc/7xx7YOePW+s1Oiq9gCAR9OPx/re/YOD07GwHb69K3HSAFbXA9Fx/W30t7SEd59OnehFxlRdV9RsLX+ht/h7o9ade6ELE1joygOVHpIva1j9b+2hWvTiefQoY2s8iA6gCvF7D/Ye6scU6uelFBI7202F7A/g/T8e2+q9PdOGUBm54I+v+w9tuPPqyipp04pIVRiDbj+n4/HuvT/AFAqJ2IAY3Cn6/6/tiQd1fXrR6aJa2oQsYpGX6kAEjj/AGPtvqoqDjprO5cjSPpZzJASbqT6g1vx7T9LRQip49NFbuaoqAVjLAkFbsfp7q4x149I2omYs7MxLMbsTY3NvbXVek7WSs6sbj+gt/T3R+A6eQUHSUrGazC/0v8A71+PdOrdJWtQTobqb8AA/wCHtPJXUPTrR49MZpZFY8ekc/Xke2zkEdPxrQVPn1kjo1Zx6dX9bXJt9PbHTvS5xGJDtH6T/Z/qfr7q3DrR4dC5iMUqiMsArcccn/D22OrJw6EqhoUjRLJ+F/PN7/4+6SDgenB0raVAgAt9AfqTb+n49t9b6d43jTTpuCApPHH+w9sOat1dTTHXKrrFVPSbf64+pHunVuklWVly/qB1Aj6c/W3tP1bprSJp/URZf9jq/wBf23J8PV17RqPSgoqJ4wrgtZhxcn6D+vtnp4ZFelhjaqpgsDqIAPI/wPF/dDx690IuLz7R6QzkcgC/+396wOroQD0KuH3KgEYEn9Bf/iPaY8T1c8ehRxW4w+lPLY3v9f8AD3VgSKDr3Qi4vOBmUeU3+l7+2OBp05GSGoPPoSsdlkIX16r/AEHpHI/PtqTgOlB6eDkkPPAP+wN/bPVemqpyacsXva1hxYj3XgerqTWg6aZcpz+oWIJHIsD/AE9+6d6mUWYDMFZr/UXBH9PqfaU0rjrXSphrknSzFdPAuf7V/wCh9ttUcOtrxHTitNTVAAKg/i4/24Ptvp/rl/A5ltJTE2HNwTdeODx7TuCGPVT0oMZmsvhmAbVJClrqdRJH19tt8PVkIDA9Cdi96U1YqLMyxubAi1rfg+2elfSpSalnKuZEkvyAOT/vPurcOtHpursUlUJGRRYj8/0t/T211UcekBk9rRzOVEYsDfVYk/T3V60p0+K+fSCy+z1IK+IX5A4/3u3trhnqwI8+gzzGx1CMnh4P1Okkc8e0xGcZ62h4uMgdBHnev4xG+qHURyDpP5/w90f4elPn0DWe66WQMxp1t9D6Cf8AWHtnr3QH5/rP1PJFFY/X0r+f6fT3R+HXq0Negur9tVuNZg0TlVJ+gJJH+x906d6ZzTm9rkH+n9f9uPbLChz17rxp2A+l/wAfW9v8fdSaCvVgQMnrDJSCWOSCRVeGVSjhrG6MLNwfac0zTpzhkcejqfErtPLYvcOJwslJk92b62DSVtZ0zjKrNV4w9HLIuubzYkP45yh/TFoJP9Pe42EciuAWIGBXFfWnTM8XjW5hYhddAzUAJX0rx+zo7TdBR/OPpPemb7BaHb3yTxGbyMewN3yK8E2Uz9Ir1dVsvJ0xsI4WjBEeoCxI9uQxLPE8krVcnt+Z9Oks9xLZ3ENtaLqiUVk9FTgCD5mvHqk/I4HcW2sxkdsbtw1Rt7dGGrKnHZTFValT91RP45paRjxJGfqGW/ssYEE6sEHo6DIy6wRQ9RRE/wCfT/W/4H9feqeQ695VGeuAp5ppFjiQM7cJcga/6afbDEnuH/FdWWuvSePl8+jYdH/CDv3vW1dt/ZOVjwbMD99JSzwxPH+nWskgAI/1j70qSzgi3RpPUqCf59XuLi0sxW+mSH/TsAf2Vr0cqX+WL3RseliyWQ2oZ4aSMN6EkeSXi7yWP1t9R7pLaX8C67iB0HqQadJLfdNpvHMdndRyMPIMOm/GdJVeGqfBX4yeian9LpPCYy8n9PWB9D/T2icoRqU16MNDKQGHHoX8H12tO0SmlEhY+qRgQASPxb+nunEVp0qU4xw6GDFbNWmCqyB7EaQiC8d/7X+IHtmQUfqp49CBSbMRY/EqLLIxEjuQTpBF7rbjj2317I4dSqjCpRPHNrb9pPVcAKXvdOPdMkUIA6epQVHRfu0OtanP9Yd/UG2I6rKNuXbkW5Mt10JFmxeTzW32auo9yUlFUnxRyRsoaUxqGIHtZZSFUkhDFVahKrxoOJH+Xov3GKIzQztGpIqPEbiK+RPp8j1re9PbE3pu7d09D171TSbhzlNlJKzsTLbxFTFtGDG1UxOUhmqJR4kn5P2wU6gPY2uLuyk2zxt0u2hiZdMHhU16gO2vnT+LqPYbG8h34wbRaC4cMWlMmEKniK+Xyp1et8ZNt4T49bL3thsDlcfS7FzeVTN1+192ZRMvDi82IxJINlQyvIsSGS4VYwLiwPsA7hul9fmIXB1sg0AgU1KOBan4j5k56kS32uwh1Tmq1yQT8J81X1HQ29b9ntvbctTldvps7rV8Qskub3JmNtU0dZmqfVpioKQV8S2nluArx/69/bNpbXNxOUioH/nX0Hl1u+u7C2t1eZC8dRQZpjgT506HfK/JLM9edtdX9R5XrzP7u31uTG1249rVu19x0tftTFbcjgM1blOxZXmZKCKOO8reUp6eF59i+ysbS3lCyuZJUAbjWrHgoHmPWnUfXt9dXdnNeWiJBbq2iQEUK0PFT5k+XQa9g/JXY/bmexUuL3hV0eTw02cqtmVeYNNjOvsjkduSgZ6Xa+aQp91HBJZIg7nXfi49qriC+lIlY1aKuNI7NfqONB8+HSC2vdvsyyFMXIAOTVwuK+gP2dEk7J3xs/sTfm2O0u3e6M51rFW5sJU7VoqnE1Gc3JV0Kimhgx+3sS7oFk0CQNJGCVIvyfaa+sHeCQRWxedVoZaFYs/irgY/w9LNv3BYJkhN0qwE1WDUGlBHBfM5/wAHQG7g+SPUGztxbr6q7V2RVxdW7gyNbubr7dOIx9blM9ufPGRSxlraCOSekroCdQprrED9Rb21a7Fur7Wm47LcrLLGdM0bMFAj82AJAKn149PXHMG3S74+z75aNDE6+JBKiliZKfASAaEenQnTdx9C9U7R3Jgumflj2t2F2R2FSUdBtDYuYQSZnATywrV1FNPnDeRWuTSeIyWC/UD2Zz293u8MQurU2EEeXlUjSQMfbQ8c8R0G7V4tkmmjiul3OWRjSFlIIY5004YH8+gmOJ7937sXdOws1uja+RwsmMbN0GAkrITW9O7okHkrK/e2Xp2NZ9rVn9YgYhP8PZA0+27fdQhdevxKM4A/Wi9IQe0N9vHoWx21/fwzzyhFj8IaUqT4EtP9GI7iv2cOg/647ArOnd20+zqjqKi64y22dkz5jKbtmyi7m2R2Jl1Oo5Xa9ZlXkctIgLojm/IFvZfvG3W+527btZX31Rlm0eCRpmhXy8QCgHpUY6N9q3G62mYbTfWAtFjh8TxgdcUzf8LJqc8acehX2n29333xjdPTe89pxRp9xn+wNziHE4fsHF7QxZM1dg8NjJ/G00gjBVCqn2jk2TaNtmkfeIX0aQqUFYzI2NRfyp6V6eXmHdb+CH90zprLFnriQKPwiPzB+zHRee4P5p2/NvdMb43H1Lt3MbmodsV79by1u6DNW4zbE0cn724KeBtSNXSOP3NIsASPY35W9tppOY4eXN1ufCS4j+oThV0p8OeA6jvm33Q29OWrnmnbrYzSW0n0zlRSkgNamnxdV6U3zD29uHYG64t09eYrP4HtQbePZezpq80kEm9cDUmqpN8QpEwaniLsGaKMANaxHsbtyRe7bvUcO23DQy2gkMMwSoeNx/Y1plx6+XQAT3B2/d9je83O1SaC7MYmty9DHKhr41K4U+nn59GL+D0fXHbPzV6+3DszrTPbA6sx9HTt2HUiKrn29XZHG05MFRjoKweJvOVCBgONX19hXn9LzbeThZcw3cctw0mqJF0mQR8WViMip8j0OPb2W03Hm1tw5XsXijEel3ct4RalAwBwaeR6Pv8AMvbHbeb7oznZW4OsqzbexK/G0+P2SmDikymPxu06BytFVZRqfW0dRIAWkvYAH3Cl1cwX9oi2EYj0UJXgSaUoD6fb1PtjZm1XRdS+K5Y1Zjkt50+Xp0WKgwc1ZGkkJWWF1DLIh1L/AEsdP0P+B59hxyykBhk/y6N1t1GCOHSwx+yqiQgurGx5Fj+fp7YqWz6dOqo01Ax0IWO2BcBniC+n+n5+vtNJqr0pQ0AI6WuP2TTRW1IGN73A+lh7bFaZ62ST0s6PbtLGB+2o4H1W5v8A4H201a56stOFOnunoYoCAsYAve7AX/oAbe/dPDpU4TbmV3Xm8Fs/bcBqNw7oyNPicZGF1LC876ZKua3IjRblm+g9tLFNcSrbwCsjsFWnqfP8vPpuSWK1jku7g0jiUsa4wPIfM9WI7uzW0umRtT474rHVUckdH/uT7JoaTIS7TpN0GnEuQFdFVp9tWTkExqPVYjj2P9yNvsFlHsqoQxGZUqU1H4iQe1jTHnTqNdpiueZLyXmCZxoDdsDlRLoB7aEdyDz8qjpZ9gb8wnQHT+P3ZtXMU2ay28sRktrdc4mqsW29msovj3Vu/wCx+kT6/VECo0X4t7tLfpyzs6zWMgnFxE8cKtxhZ/7SSnkQeFeHVINvfmzfXtdwRrf6WRJJ3ThMif2UVfMU404+fVXcOR+1hIM3mmkkeprJ2N3qK2dzLUzux5JZyx9xjojjUK+fn6k5JP59SxK4dqilBgfIDAH5DrhLudEFjMNdvoCLA/09sgA4QdU4ZHTDWb+hpgwlmtbi5YW9tycOnI9XxAY6QGa7Xp6ZXMVWAVuQNQBAH4PuqpI9Aik16eeWKIVkYLToEd098ukckSVGoi4urC4P+J9nVny3e3ncw0g/t6Dt/wA0WNkCF7iei1bm7ayle8gSplJctYAnn/bex1tnJ9tAA0ygn59R3uvO1zPVYWOk+Q6CeuzGUybkyyuEP4Y/X8exdBZWlmtEAr0Crm+u71tUjHqFHSsW/wBUSL3Nvz7UNOaYx0mWBAc56cIaML/nOBb6D639p3kJ6eSNVyOnGOIKBpH0P9n88f4+07yedelCxMTSnU2OLgXuoN+D9eeebe0zyFjjpQsQAz1JCBQQgspsTe17+2iaZPTyrU0HXJb8KB+fr+Le2jnPTmg9ZwqqbDkn1G/vXVlWnXif9fj88c2+o9+6scde0kG4Onjm3v3VdY6nQqDYnngE/wCx59tMScdWXLDrNxfi/vWadacgtTrMosvthzVulMYonTjHe4b6C3F/8P8AW9pDx63157X1EnUeR/hb6fX3XrXXcahrki55v9Pe+vdcveutjJp1z5H0H+v9PbXSjy6kjmwtb6Dn3o4FevdS1VrKARY8W/P+PtMzVJPW6gYPWVtKkfkk2P8AsPp9fehXq6igz1yAv78cdb+zrlp0kavz9Lf4+/cetMKinWB1sTfkEn/eD78DQ16ZYUqOm+cm2o3PGn8ce1kfxDpO5ovTRNbQ1r8Hm/0/2HtbD8WekEtFB6Z5xy1iLkfn8f1v7WrSvRfJQCg6YKm4U/nn8fm5/wAfa6Lj0Xyju6ZZv84Cfrb8f4+zJfh6LZeNOmicEM4J4Nz/ALbn2sjOqhHSZ+HTWzFnDG19Vh/tva+Ph0ifJPTfUn1f7E3/AKXH9PascekTnFOoA+ntw9JX49RfalfhHWuob/qb/X9786dNvx6x2ZQbEci359qB00xoOo1rE/1vz/sPdumOve/DJp17rFzqN7f6/wCfbwBAp0wzVanXYLA8Hj+n+9+/EAjrauRjyPWThlKsFZWBVlcAqyEWKMD9QfbdApBPH19Ork61qa09OjUfHD5abl6B2rvLp3c22MT2p8dOy4ZafdOx89TR1eV2PW1AKvu3r+tlDPDUxX1+IFUNh7L992Kx5jhNzDptd2QDwbkDSHK8FmIyQeFfPo52beZ9ouohcM8tkhOuEGva4o2kHHDh6eXQ8ydU9U9mde02E6I3DTdjZfO1McO28ZVCkot17fhT9VPkqap0IZQRYlfr+PcBz8w818q84NNzbC1pBEKySLqaCcn+ErUgfLqcRsHK/NfLQXleRZ55GosTaVmgA/iBoD0Znrb4cdi9gYzAYHcWA3jQ4HpzH1OX3bg5VqqXb027ayD7egMM5sZmkYKrot1t/h7B++88/Q226bxy6iu91pBnIGuODVwoeFTWn4uhXs/JlvJfbVtPM8pWOAMyQ6u2SXT8WD6DPlTowP8AMv8AkP150V8P+vvgj1HV0s3YXaNDjdz9wJhponptl4sRiWsxM81MSFmnY3CMbi3PuWvafbrYWMW+WzNLCo8aSSUZkuG+BErxC51Hy6h33C3Ge6366e7AhZCbe2jTh4I/tHceWaBR5gV618KWJadYoE/TBDHEjC1iIkEYJH9SBc+5LmZpSxfFST+3PQAjwNIOB08gXsP7VtX+AJ9onOoV6eRqOB1mT9Y/xv8A71f2mf4Ol6/D1OBBVbDkfX/G3tPnpTEAYyG6kxAlCCPzwP8Aivtl/i6upqK9ToeVt+VFz/T/AGHtlhTrzE9cnto5sRe9h9f6e/Jx68OoxNyfz9LW+ov+D7c631gm/s/63+Nv9493jyem56hAB1H9u9JusU7OqrpaxJv/AMj93RVbiOm2NT1HJuwP5H6v9h9fbwAXhjrQ9OsLO6sbMQvNh730nlDask9cE+vP+NgPz/X3rpqlTQ56ym1jzbj6j6/7x7908SYxTjXr0LsW0H8/k/jj37qySZo3Umxvbi97f4X9+6d6/9amkXI4uR/sfz76C9Sf1zQkfT6fnm1v8ffuvdeOk39RJ5sPx/rD37r3XWm2ltWm17g8f63ujcevdRJHtq/xJ/P0/wAR7117qHNIL6bjkAC31/r9PfuvdNsr6QR6lKn83+n4976eBBFem2Z/7QPPH0PA/HurgU6t02O7C/N/UT9be2et9RnlJvZvq17Xv+LW9+691gErXBBAGqxA/I/qfdWIoR8utGvlnrN5Wte+rn8E3/23tN1VWXVRsdSVnJ4HN/zc3F+Le/dKxSmOlViaCSeSMWJUjkgEk/j37rfQsYTazz6SU4BHGkknn8/j2n630v6fZh8YBT8Fv0e/de6ZcltKSK5EfIH0IP5/x9+NKdbpXpAZDHyUztpVkYNY8H2yOtopGT02qQCRq+n+v/vh731frILE3ubH/eP9b37r3UqM2UFbtc2N/wA25t7T9b6yFgeeBf8AA/Hv3XusyuwW3+P5v7al8uno+HXYf+o9s9OdZAQfpz/rfX37r3Vhv8tSTF1fbW86TcE1CuG2hgxvCLEZKSOOj3HUUcJlajCScSTAkCJfr/T2nmfSwWhzw6qxC0Gat1XF81ev+2+3e3fkN2tvLrmXBYmLb9f/AKJKUO+DyEdOkjM1Wqz385EYNo1tdfbE6NNbOkRo5U6SPX161OjPC4Q0fSaEetD0QX4lVu2Ot9xdd5bqDAbs7e7q3Xjs7tXeu2RDNDitk4/MEUj5zJ5ORGjgpedcgcgaQefYO2qytNpuIPDRri9kLB2/gVsszk8BTgOg1ZxQWE0KorXF09dQByiniW9APIefWw//ACkfjfvTG94dmbWlx2L3PvLcOYpNx5bt/BRJP1htPD41lyVZg8BXR/sDIJDG0T6Dctz7Ekkg260aS6OthUdgoCWNBQfLFehGga3tz4zBySeAoMnAA/w9AV8zdyYPf/y77u3XtmeWowP8cXAUVTM3kqJXw5EM5nf/AIMCfam2jaG3RG48TThnp6JWRAjY6Lt9v/Q8/iw497cGtenes6U54/It9QP8P9790PVl49TUp7Acarj+gNiDYCx91NfLj1fpW7XpqvDZij3Ht/IZLbe4qCoiqqLNYSsnoKyKancPEJPAwVluPUpXn2noCciv+frfV3HxU+Ue1vkLuWh6Y+WeOwGU3Fu7G/3dwm9qumgoMbuh/CYKPGZKsk4p6nTZRK59R9p5iYEEsYJC1qBmteqNUHohXfc/yq+A3ZHYWz9oYvO0fTuO3tFksF1nm6eTdO2t77MqqhWkw+NqnBVXZS3jVW/It78riRA65BHHpwcen7dHzD+GO6Nz7ez9f1nR7Gx+5tvB90bGlIpMttPMUyiKrnNE3qjbyG6RHlh9PdelB4U6Q+Q+ePx663zGT2ZsvF9eNkFww3Pgdx7n2fpr8ljHYhqGg87HTPGoLBreo+2ydJ/UNa8PPqpHdluPl0UHvH+ch3qm4No4rbOQqcDR4RI8rgafaAp6GlzZZgsEGTp4U/dVkJM0JPPtjQqjAyfl1uipkCn+XokfyV+WG5+2MzkF39k2qN8VdJSbx6x3x1vW1OOoMFWvb+I7YzuDgc6S4BVgf7RJ9ttIwk8FV7dNa/P06Z8YrP4SoWGnUG8tXof8/Vae5t0783Th8rBkN4VmOrdwZa8myp66oFNnJ1J1Ty0+oaCv5dvr7Cu9XVzLAsMbaJJGp4R4Ovn+Xz6D27T3EsARTplkangk1Dr9gzT516SuF3hido7cyu0d1YLDbqpshh6k00FXJ5J9v59y0UdRj6iQk+nj0j2Enu47WzbbrwIyspNP4X9FPy6DYuY7W0bbbtVKuhIB/C+aBSfTo4Pxe10RrtqbpqIsvgNx9K7obdkudjL1O1cHHGgpp8FUSH1PyugJyOfYk2iKWFYLWY+JFLCQ1fwj5H/B0JdnilhENpOS8U0NGzXSPkehl2xQdkbE3BgF3VlqmhyvWONod8dVV2PhVVh2Y7rDFn0RRaV/DZXbkg+z6K3giVUVqlPh/wBL9nnToSQW1vGqRo1Snw+un5+tPXpd7o7d2zv3YfZ+e7B28K7LS7jxO4+t+0qmIplMxkpyTWUrQN6pCWFoj79lXcTGgwVb/P06pxIs5olQVb5+fSYn683AmxOpt5bVx1RHv7fVJkM9SYfGp58rlKrb87V8tRmKMXZoUiiL+E/Uj23IUQDwxqc5+bdXdlUqVGpwKj1boPt90eQ3/lf9KOaytblJNxYegy9Ju6GD7Vdl7mxx0VX8Ux1gaWCNgAGbj23LLE1u0p7QKH5r/m6808T2xuCdIGSfNfX9nQa9rbY3FtnfdA3YGPpxvesxOIy1FmNtucthM9QVCpJS51ZIPSBKpEcpH01G/usughZKitK1+38XTkhj0LKxAwCD9vnX0PWDMbZye4zuLNUuLm23Nt6nOQ3NtGuk80U2F8YM9ZgKg8NFULz41v8Akey9WJlk0gnH7V86fL5dIo2PjSqQ1aVIGdS+dPkfTovGTwT1VJtTP7fzlIuKrMtLUY/C0NYaWTbNPC956WsVT+08wB+v5Pslmi1Wsc9lTsfUqjAUDirehPRFPG72cV1YAHS+qNVxoA4qw9T0Me8+q+q634213yD2NnNz0OSbsIbU3rs2rSapxMYjdUWtTLj0a5mJstub+2Lj6eTb5N1tW8JXcCVK4BHp9vTN0tnLtsu9WTmFZZAs6VwGHGnzPQC1lOlTtrHGsfJ4nZ1FlYYqaCnpWeoo0q01SZCpyafS9/Sh/HtuYJ4YVgUtqggD4h/S1eXXpvB0BGV4rOqnHxVI+LV5DoYqLsHbmO2JtyiKzVx6/wB1/wAQ6/3tQOlLnsLkaMrUM9dAQXrKeQ2F/p73rtmVYgCRA1UcHOM1r+IHz6eR7CVUtm1t9M+qOWtWGnNa/iB4dAX2NPurd2cyXaO8KaLAVe7656zC1FLQfbYrKzRApUZRUTgTufU4/LE+yWbXLLLfMPDctVDwUn+L7T6dB24+ouLibd5/03ZiYafCTw1U/iPp0xbPwW2iWz/YtFuGt2PUSChqM7g1kaPA5idtAnqgl72uCI/7X09sLHAP1b+rxvxYcVf1PSeG3tEAu93LSQyYZk/0OQ4qfSnQ19VLtbBzbp3fSZJt5bV2HFOcVt7cmnGPWw1kZaPM4zF1I1SupAbQvJ9rtvWKOR7iNiYoxQK2C2PiUHj0d7KlvHcTXySNLa24oEfBckfEinJP2dJLMxboqtkPufIbqx2Fh3dXVuZxO2aKmjpIshTXID1FWPpMANKQnm4B9p6T/TeO0gAkJIXhX5n+l6DpOEvVsDfyXIVZyzrFSlcmlT/HTgOkxtSn3DQ4/HyDsCDEVe7TNhZsLPOxqKXGStd6jNSk3SMqLgEj8e27My61WSXS0lQFbJA9WPl03sgvWkU3V2sc04ZBG+SF9X8wCPXrp+uchX4/sTM7MrMdJs/aMNM2T3BmqlaWSuqxLoePbqzkmVtd7In459si0bw57i3ISJDQljkn+j9p6aXbJvBv7ywKRW8Z0mRjkuM/p1/lTrDh94VuHfG7/wAvDBXDFQUuMx2KyUbCqy8Tx6ZqwNLe6xm2ggWt7ul14afWS5AFADxb1P8Am6vbbr4EA3u5OtYwERDhnJ+Js8aHgehD6u6yzHdD777cz26MdtXE7ERs1WUkc4xecnpmX/IV22i2Z2EmlCV/PPulpbTXpa5kOlFOAMN+XTmx7ZecwXL7tOdMcRNFXtkIPDR9nVrvW3dvY+P2H1/gslunF9c7Aoqemy22KPFSJ2N23v8Az899ceeytJaXH00pAPhlFgOPZ3D9VIVVzojX4RWrH/THqSdtG8yFIZ2ENtH8Cg65H/5qN5fYejOYft3ETzwZStqazbnZGGo6/EV75ynZ8VV7ezlO1NVQT1bemnqgshdF+vtZI4ZSD5dCUupfJoacRw6BfDbBqduy0OdefJ5jaODyj0mJmpkdqyswtbITX1NeE/3XHe8czDke0yoFXT+fTdrbR2xPhcCSc+derLPixj5/utgbUjpK7IYDe262TaFa5NRTYgNNrkq8v/WT6pGx/wAPezWhI8ulYWlQvA56ED+bJkYcl3313s6mLv8A6O9gUmPrC765Heen0apbcDn6D2x1sdVJZqgYCQafoD9ADxaw966c6CvK02jXwbi/4AH0/r7b630hKyURgrwpBH+H+8j3VvhPXumWSVb8MCbf737Y6sOPUSWQm/NrfTn68fj3VvhPV+oErEi39Ra4/FvbHW+ocgsQSfr6f9jb6+9N8J6uho2eoslwR/Xn2m6f6hy/Vv8AW/4j3VuHXum11J+t/wDX+vuvXusOlrnj/eR7ak8unQKAdZPEtgSQT/sL/wC29tdb6wNF/tP+2t/vPtpxQ1631jWAg3Bb8D6f4+6dXjrqqPLp9oxoZfrZQCf68Dn2iDVc9P8ASxx9SAy/1IsOfSf9f3t/hPXulvQVP6eSL6b3Jsf9b20OnI/PoQcTXfpIbji/J559tvx6sehHx9Vq0WK/VSWv9B/r+6da6UqVSlSLqePoD/j7acGterpx65mqGkjgcf1seB70BXh091DecEfUEc/7H2nk+Lqp6YKmfTqP14Nhe9/9b3TrVekrW1H1OqwJsBe/NvbB49LF4CnSZkqDruB/W92/3r3Rvh62eHWF5wV5sb/W34uPz7a6r0x1bWvYXFvx/j7o/DpyPzHSeqrAlgt734A+nH1906c6bJIdfK/1/A4/2PtiX4h9nWjx6w/ZnUQyn1Af2frf6e2iKjp6I4I6c6LEFm1aCfrzY/j6e2OnuhEweLOtBp5Gm/H+8e6tw68ehRx+P0gHQRp5+n1/1vbY62h8ulhTqFUXAFtPPH0t9T7q/wAPTnWaSqSO5uOP8fx/X211vpplzGi5DC30NiOAPz7ZcUY9bHTdNmlIt5NX0IBP0/2Ptvy6c6j09QJHDMwN2H1I4B59p+rdKSlaMlQAp4sp4/r+R7q/wmvW0y9PTpSU0icXta4uL/4fj/D2m6UdPcEiCxBABFrf63urde6nCdBwWHFuQfes9bGT050uQeLSYpPzyA34/J9p2BDZ6d4dLXFbkljZA0hBJPN/6C1vdevdCfid4FNN5CRf6lvac8enIzRs9C1iN4I8YbyDi35/w/PtuXgOlB6fRuwMSRIbD/auP8fz7Y6r1hl3IGDEOOB9Cfr/AFPup49XT4h03NuNdRHk/wB6/P49+6d69S7jAqbCQWP9D/h7SHj1XoQsbnxIqjyAelbC4/2JPvTCo6svxDoRcTlEZU9Vzb+vF/bQyaDp/oRMdWCYBV0k+n8g3P549syihHWjSnStho6eoQF0W5FmAA/r7Yb4T15GoQeuMu0hL+7SDxvw3pva3+NvbPSsEEVHWWnpsvjJFvqkVbc88fm491b4T149LCgy8culJ7xvexv9Df8AJHtrqvT8I6WS7KEI0nm/0/xufx7q9aYNOnxXSScf5ep2E623LvWeSPbmBq8gkd/LV+Bo6JP+nzCxt7rHHLK36KFx69UnmtrQK1zIsdfJjk9Y9zfHbsfFJ5ajbxq42UtakYSyKtr/AKVH49tTW80ffKhH2D/D1SG7sLhaxzKTXhXz6Lrm9mSQTzUtVSy09XDcSwVEJV1sbcBvaRjVejLNc9Bfl9lBw94rfk2Xgn6eoe2uvdBZldiKyuEgFgL/AKfyDb8+6P1o9A/n+uI5A7PCL88aP6/S/unTo4dAJuXrSWEvJTRsmkn6Lb/H8e6ScB1sdBLX4etoGKTRSWBPqseR/j7a6302+Bv9f/AA3/23tN071moK/cG28zhN27RyLYfd+1snS5zbeWQHVSZKjkDxrKo/VG41KyHg39+BIkVx5fl14pFIDFMNSsCCOrxviV3dN2n3NguxuvWwG3tr5rCvP8i9u9h1sNDh9nb7hpPtchvvFZKeyRxVEQYpEo/UbezK0mWe+ElqoUEHWJDRQfNgfs/n0GN0hltdkdbyR2ZGpF4IJkZa9qFRk5wegV+SOy+kvkDu3eeL603PSVy0G46PGbR7UiUVkcu455CuXx5aIeqhkksqOeAPZTcmJ5zHCax6sE+vn+XQi25LmOzjku4ysxWrLxoPIfNvXqsLsLq7sHqHe2R637T2zX7U3bj9MkEdXTutDuCgkTyUuWwtSRpmhlWzXX6Xt7ZnjlgcwTrob/IfP59KLa7gvbb6uzYOhqK8aEGhHyofLq5f+Ud/LDHyX3W/bvb1FPTdVbXlinhpJYmiXN1kbahTqX/Ulxzb2J+SOTZ+cN1MbMY7ODMz+v8AQU+p8+o+91PceD242RJbdVl3O8BFvEfwDzlceQHkPPrb+wHXmx9n4uk29tPAY7C4SggSloaKipYI0SCJdKeQqOTYc+8k7Ll3Ztti+msYVSNRgUFT8yfM9YWbhzRzHvFwb/dbh5ZmNWJJp9ijgAPTqdkdm4zIUskMkMFSkq6dDwI4RbchRb6e3LnZLW4gMbqrhhQCgx1S05kvrOdZEZkKniGIr9p6I98ivhvtXe2Gqcrh8XFR5Wkp5JglOiIJ5FBcEhR/h7iDnL2yiaA3+0L4ciAkp69ZAe3nvRcR3K7TzA/jQyEAOfiT0z6dVAVGyKnC1tViq2PxVNBVSU8wKaQuhtPJP59wC3iKSjdrKaH5EdZYIUeNTEdauAQfIg+fSnxmBRIiqx2Vm/bLDmRrf2fbEgo5HHrZFMdKeixy08MnpVCqkGN19cg5uVP+PunVekPuGiLRiVUspkCKoHC/4kD+nunSgcOgswlBX5DfcFFSwztQvjcpFnJI3MMNJiJKYrV1VZP9AqrcgH9X09uwSmC5EqjIB8/29JL+BLi1aKQ6QSKfMg8B0Rjcu5dlYnJbu+P/AF+uFXYlbVVe4cxvCkEQhzFVGxaY5GvjAMJgW4VWbn2nYMyGeT8J7QeGeGn16vEUSVLeMZI7j8vMN6Dos2xajrZt5ZukqaHde9dr0eNqhsLcMSVOI2/jp8cplqMjaUkZN4nDWK/Ww9r51nt7WNmKJI2WFavQ+v8AD0WQSW13fSga2jFQhoQmOJH8XQxbD+SW+t87JjzmF61xNZFtnMVuKr9z75WKpotyUGNk+3o5MVhxoamqALBWYnnn23cWdvZyRD6mviDVVeKMfU+Y9evWt3eXsDkW1PBbT3/6Ivyrw6Se8t3b/wBv7Sye1cHsHbmA3B8qK6Xb+68zBvGAbwkw0a+SnxEVS5MlNRSE6ZYY9N0Nr+xBy5JbfUm6luDptBq8QISBU/zPQU5uhu5YYbZIFZpz+nD4gUkj+IefQNZSg712vuT/AEafIjrrrrsDpDrvYySYDb/WmWpttYDrPFUVNpmqqfd0bMr5WoZllqILlmYG/s9mvNku7emwyzxzzSd0j1d5i3E+HxCDoNW9rzFbytLzBBbyxohYRLREhCesnAuf59F1yFZs3anXM/Y+3M/1Zka7aGZZspviXGPujK4OeSc1OP29U7kEnjSsigKK0nj5tb2ZxwbrLuKcvXCTNFKnbG50BxT4lU5oT8+iC4udnt9tfme2kt0mSUapY18TwzX4WYGmqny6BmHf+O3plKjuqu+SsnQkTzpR4fAZHY02QoNwzVC+LM5jD4uUkmaqNjHUJwfqB7ei2eXbpP3L+6l3FgCzss1Gjp8KMwxoX8S0r1u532Dd4/33Hu7bWhICq0J0yHg7opzqc/C3UvbXZvaHUufwm3oerabfvW9XLV7l3B2xiena2t3THtiuYk5+gzccn+TTCRizi3Aufbr7dsu/2s9yt0LW5BCJbPcAJ4qjKlPxLQY+fSL978xcu7hb28tk17aGrvdx2xL+E+NfiA9rAnPy6Dhd+4fsvPb33t1D2jujqnsbGy1m26Sk3BS1Y2l23s6pYQ1nmgkbRUVyD9cQ9V/fpbGbly2htuYLOPcbC5o5MRHjWsg4CvFIz68Kdbh3GDmi6mueWr6TbNxtdUYEtfp72JuPHDSL5jjXoR6H4lfKfA4zb1XuD5N9a1OIqAmRxlBvSgFZjsPS16/cSvCskgKRU6NcoTYFbeyr+vftnd3FxBBslxGzAKWiejOQaenFjivoejZ/bf3XsoLa5m5ht3UVZUmSqJXPrgKD/LoD99dT9nbWos1ler911HZ0+0sutdmu2OrMu8e7N3xZVtOTxeyMLRnUKCjAtPGFYFfYlsNx2aa6jg3SMWSXKmOKzuF/RiK/C9wTxdvJqjPQU3HaN9Sxlu9smN7JZPrnvbZqTylvjS2UcET8SgHHSL2T3ftmPrzeHxw2Ni81WN2FWCoyuS3ng57dNTy1a/xHMbnglF6mepq2sJjbQGt7Pd32DcYrmLnDeyha1TSiwSit2oGEhI+AKvl506Dmxcw7PcW0vJHL/iKt22t2uYiRZOTmScH49b/i8q9JLtLoTqvqvAVOG7n2b2Rjt7/w+Wsn3btGGpbae8aieLVt5MWIgUVGexcfge03LnN/NG9Xi3PLlxb/AEuohIbkjxoVH9oXrnhwPn0p5r5F5P2OwaLmi2uTd01ST2lfBmb/AENYwMcePp0fT4yfKFt1/HvYeRfI4rrjeuwN4YrquDb2JpI6GlyezanRUS7g3SQAXrQF8SyMb6j7iv3E5Mba+cLiOMtew3cZudZqdL+axeiVNaDy6l72z56XeeTYJZAlhPZSrbBMDVF5NMPOSgpU+fWwV1d3tmdpbgodqYnblLvLZ2dxhmhpd1NDXT7hx9ZSKMtQ1H3APjeBdTxf6q4A9whbXU+3t9QlGOQwPChx/q9Op33Cwtd2j+mkJQYZGU0YMMg19Ose5/hn193FPuLN/HmD+4u9Mar5as2VnWEe2d2NMDPNisBVP6KaoU3UDm59mEG3Wm8eJ9DNonRahHwJD6KfIjovu95u9iaIbrEZ7aQ6WkQVaLy1MBxX16I3UbdyW3svkNt7kw1btnc+GlaDK4LKwPBVU8qNpZ4g4HkiP1SQcH2HJFkhla1uFKyR4IPl/nHQkSWK4iS6tmEkTjtcZB+30Py6doKeNLamBBUcC3tNJ0rHDpwCxppHpUG9rWv/AI+2+rddiojjP1va/F7k8/S3tpvi6svHqPNkYYAzyMixJGzySMQEjRQWZ3/wAufdengdR0jo9XxI2o23dn7y79zkS0Wbz2CyW2ekvvApZZgujJ540r2LRhv0OPwePYr5ciFhbz7vKmqaRGS2Xia/icjyA9egNzZOdxvINgt5AsMMiSXbeVOKxg/xN0JHSm/a3uvIbP673bvzDz0025K3A1u2ty41cdUYbIUt6wZ7brzDVK7P9XDH0+77XPe7ld2+03syhCSoVhiFuJYHzqek++We37PZ3W+WNs5lVQxdT/bLwCEeVB0Qf5Rb7Qdwbm2hBVefG9b5bKYWjqVn8tNkaiSTTV10dvSCxF+B7Cu6rIm4TW5IYRuVqD2n1I+3oY7Gyy7RBcqpUzorUI7lqPhPrTosFb2DBGGDzWA+ln+pv+fZcQThBXo1ZkQd5AHQdZztCKJX8dQqn1Xs3JH459vQbTe3D/CQOiy43WytgWLg9A/ne1ZnDIJtV7/nnn839iWx5S1sPGr0Fr3nIJVYOHQR5be2SrWbxyPZiy31GwH4t7F9nsVnbCjqDToFXvMV5dmgYgHpGVNbJKb1FTYs1irEnUPyP9f2exQRqtIk4efQclmkdiZJK/LruOPXp9EwH0UsjWP+1XPvRJA4jqoUYcg5+XU1IB/xv6k/7D2yxHEdPBdXwjqZFBc+kAA/4c3P5v7ZaUDj0+kBIq2Op6Uw+pI1W5J/p7SvKT0oEajAHWYKOABYf1t9P8fbZI8z1cIfIdZgpvflv6H8X/xv7ozeQ6uE9euYUC5AJP5v9D/iL+616c6yH0BWWxJ+oA/4p7114mmT1jLkn6Bb/j8/7D37qpanDrofX6/Xg3/x/PvXValsdSUAdwPqv5t/re/HAr1YDSKnqdEBcgfQfT/Ye07k06vGKtnrnza5ve/Isfp/X3YZHXpMMesim4/1uD/xHttx59OxNVadT4jqHB5+mkfj/Ye0brpanV+sjG17g3A/P5B/p7r1rrgjW4vb/H6e/de6yj6j3o8OtrxHWQWuLmwPtnpR1KRf3LX44sRz9PdXICmvXvl1NXmS1uAL/wCA49puA6uFoa9ZVUXLkXsbgccg/Q2916v1y/Vc2A+pCn/evfuvdeYen8f05/F/z72DTr3UeQW0834P0/1/dumW+LpqqrEHnj0/737Vw4I6Sv8ACemyblH+nH/Ece10Xxfn0Xz16ZZjdWb6n6W/437XLSvSCQUx0w1B9YQ8gc/6x/p7MIwCtR0glFSadMlR+skfUWIH9bfj2vQgrjorm49NErFmb+vP5/r7WIKUp0w/w9NY4PPFjz/t/a2Pj0hbqDVc3/oSefa0dIpPLpvA4/xv9P8AYe3D0lfj1DZrFifwx/4rz7Ur8I60OorNqYmwF/8Afc+99Nvxp1wP0I/N+fbyGuemX4dR2Fif8ef9v7c6Z64+9jBr17rH7e6YYUYjr3v3VeuYFxbj/Y8+6PxHTyGgr1yX9Vl/xuW5PI+lvdaYz/xXVidIJX/BnqVjp67C5GHMbfyuT27maeaOamy+EqpKKuhmiN0dZYzYWP8Ah73J4c1ube7RJ4vNJFDLT7D1aIy28nj2sjQycdaEq32Y6NbH86Pmb/AE2svfGeGFiCg8EZKoIUIs1ZVqoMjgAaWP09gyfkXkOdavtw7m1MgNI2PlVfMfLoTWvOXN8NXS7q5XR4hFXVfRG8j8+i2SVNbkcnks3l8jXZnO5qperzGbydRJV5CvqJG1tJNPISbc8KLD2fUjjgS1gjWKGEUSNAFVfsH+XonZ5JpmnuHMkr/EzGrE/PqVEAHWxv6ib2twVt7aYk/LHV14np0QG68fgH/YW+vtI3wnp2L+0z1mT/Og/ixHtM/wHowAoKdTwLKLfW1/94v7T9OxtTtPU5L6Rf629sv8R6eAoKdSYwQpb8G3tlsnq2mueuTLZtXPItz72np1UdRmJDcAEXN/8P6e79b64uusEfkfT/D34GnXmAfB6iEEcHg+1HSPrDIhcC3492R9Jp023WAA3P4N+VP9Pb/VeuTKG+ov791ogMKHqOYiDwfpb/XPvfTBhkFaddnUALKSfp9OP9iPeutKjnj17xMG1A2P++4v731vw26yhXAa7Akjj/A2966eAOmhOfXr/9emeJhpI5uOP97HvoL1J/XK/v3XuuX0I/wsf8Tfn37r3WOUkXAN+OAeTf8Ax90bj17qA7Hkn/Wt+L/63vXXuoMraiCLA/6r+g/wB9+69021Dsb+r63F7HnT72OnU4V6a5H9PqNh+bfUj3VvhPV+oTm6s3N+f9gf9b2z1vqDIWDAccD8Afn3smop17rEBcr9frx/r+23wpPXupEaSn8hRf6j/W9p+qUHHp3x1OJJgh0nkcn6E35976VJ8I6HvZuDWQoQt76bkX+v596JoK9W6MdhMHDAisyC9wALf7zz7Y630uIqGAKF0AWFjb/H8e9de6asrhY5omOgXtdbXva3/IvfutgkcOgC3ZixB5LrYLz/AK4te1z7a8+rBfM9AvO/inK24N7j/EX/AD791brtJ7/m1vpx/vfv3Xupcc2r+1Zrn8en6e2WFD1vrKCpKk8XPF/9f3XrYNDXqQr+kc3N+b/09sycOngynh1zDA/T211cCvXMEg3Hv3Xuhr+O2aw+E7u2THubLnAba3HNJtqszBkaKnoMnkpAuMrMg6/SBGHrY/S/tuQsB29e6tX+a/xe35vHEU+2d4dr4TZcXaOSw2Y25vV6Oev2/tyvx0aUFHSwV1CshWmrqZFLqSFJck8+2U0/h49eHDHQF5v4MfJXE7FzXX/SuE6h6j6j3WMZhe6+3NrQ0bbw31Gp01VZh8lkQktJTyLcuImA591pGrllADHifM/b1dERGMiABjxIGT9p6WGN+SHUHwS6l3F8cfjpXZPctXDDJHtuoxlUaygoNyV1AaTO7l3Dl3JklOtpLR6it/p7oUUgAioHWgij5gcOqooUqSaiprqg1uTyVXPkspWnhq3JVkhlqalh/Vibe7dOdS0UD9XH+P5HurfCevdSoh/j9Laf+C/09s9b6cYEVio/qf8Aeb/8j968+rjh0vsRSL6LL/r8/i/thviPVuhDhx61FOiN5InjljqKSqhdoqmiqYWDw1VLInKSKwBDLz7117qzvqf5O7Y7t21tj4//ACwlWeShkoqHa3bVd9YaGiYfbw5Wq5ZagCwV78kC59sFFjFEFAfLrYPr1X78vP5b25cvmc9urCT7a21iBU5XIdfbypDJl87vTExlmUZKKmEkR/shCTqt7b6UA1z0Qjrr45Zmh60q5s78eN19ldwiPOYfGb9rqDJCkwuJ8Mi0GLoqEpobyufRIRqF/bLgaqnr1FrUjPQHUHwv3/vXdHQ/Wf2eS6/7ZylXl5N3Y+rw9fWLsHGz1V8fkMrUmMoFMVyo1Xt7p8uHVqcK/Z0afO/ykoshks9g+p9xb1n7Y2nTJTR7/wApg1oOm9z5iRry0UuQrkSSOoYm0dhYt9ePbIZS2cMRw+X2dNqRqNcMRT8vs6Uu6/5Z3V3XvWcWy94fHjdu6PkFn8M9bNuebN3q/wC+OjiLHQ4uR4oMczkuXcqSo9sPZWsrF5I9TH8XmB8j5fl02dvtZqyFAxbGo/EPsPEfl1Vr398Ftt7e672xtDYGHzub+SKV1RLvzEVMUkVBUxEFxjtqtPpEvgBGuS9yQefYb3Pl2C5tmigQGc+Zxj5fPoj3Ll6G5tTFCga4PEn09AfXpo+O3T1d1nuKDfnZFVL2HiafCPsvLbMp5xAcRnKxPHR4LNSSEBYoSCKj/G3t3atjk20ie7nMpVdKp5KPIfb0p2bZJttkE13OZSF0hfJR6fb0OzZXA5bdFbme0KLM7y2htyhquvaLBYGZ6LcO1sdIjZODalIqlWqKRSQxma408A+zlNJepFNPl6D5fI9HsXe5GkAr68QPl9vQd1uOrU2nltm1tLgqvr2aVG2buCrqiDsmrzhJwWCqmiJBenIKvIeVJ+o9tyRuI2UkEEGleAJ4fs6dCoYWVjXjSvAE8B+XQi4zGUm18Z8fuyW3BuDZua6fx+Z2/vSjeqernxG6ax3fGZiqXUUfGVsDKo5N9dj7QRRvIYpJO14jRh/gP2efSKCOSfwZZBpeAkMAc/I/NeoWxa3ZHdk3dOD7qy1DsPG4LbdfubMZjay1FPHvaHIJ5MZgKXHxhYk0kDylRzf3ttE5mtLhKLShPkwPkPs6dZob1prC5jIjAyeGsN6U6ALsHtjc++tm7HxVRjMZh8xt/btbsnA57TEmRn2tTymegaphHp0ikQDX9dXtmaNfBSEDy0rTyA8j8qdamjiFrHbsp+HSvyA4V/LoL91bW3NjsfsXN4ve9HW0e5tq5Cg29XxVdVVypR4+InLU+fpxqY+EE+H0n2ibw1ZJIm0kqUQjIHrq+zy6Tho0KSQPpbQY42FSB66vkPI9F1pvusrLHisZHDLVYd3rQMd4kapMJ/yivqoWsXVrGwI4B9lLaVdYVPch1HSfi9SR0UlY1lS2jP6kZ1UU/EfNmHoelBTdgw4jr/eu1oqueTa+8qlHrtm1DMKU5yla8WbpI1/S6P6rgf7H2y6WS2c/i/2cpNE/p/xD7OmXTbU2278aoinavheZl/iX7Dn06Y9s9Ydk7623vmu2nLNlsTsnA0ud3nSpVPJHSYWJFQVSwE6LrwDbke0P0dzLFJHavq7F8QVr208vKvSIbbeXMMiWMmoiNTIK17ABgeQNOPScrNwY/MbbwtLt/aj0tbhGlpdwZ6nlmkM2OqB4o3lpP0J4zdi4Htn6rXbqbOOqpVS3mFOOHDpoX7vaq22wVWGsbnNVVhStOhZ2p2I/T265sOtNtTuXaybU8cLbhqaiXEbUrM1TeU5aOJr6ZqW9tIGkn3cXhsp0tl0yxKtSTkISOJ+zpRFuE20XqbeBHcwpHqLHIi1D4z8xXrhtXdu1+m8ttnduMmTtvbGRnqsrvLaeTpquDZbZCcnyY6pkRNOpP91G1wfbEBtbJhKjidXJZjTsr6H/ACdNWjbftDLdRyfWQylnkqD4YPof8nz6QfcHbVJ3Lmn3NDg8XspIKuKhxOHwsYpYKHDNKqimRYQPKIY7gM/Jtz7Yvb6LcYBcoAkiGigYx8gMHpHvG72m+WIvbZBDPGwVAMHTXyAwcevUzs3bvUmF3Btam663nm977LhTBSZSPMXhMuWmdHzVHjY/pEoBdQ3Hti6t7NVRreUupIqDw1edPTql/Y7UlvDJYXDSqShKPwL1GqleFM9K/ee1ev8AcVDvvsrFYD+5mwdupidpbZ21RV4r85uDdORhsMg8tQxkaBXH7um4U2t7dmhjcS3TikKUUU4sxxg8aDpVd21lKlzuTr4drEFRQMySytigPHSDxp0larb+Wxu2cJszs/cUW1qfbm4MPLBseYRwVmSxmXmjefJVM9OfUBE55Y3A5+vthoZPpUgvJAiow7PMgnify6aeym/dkO3bzOsEMEikRnDOHPn5mgPE8OlF3JT0u8M3uL+GV2IwPXexMTjsTtuonpTFPl1pYQsFJhjpBnaQ/qk5/wAT7cuw04ctSOCPCmmW/wBL616U7wjbg0vw2232yqiGmXNMCPzOr16FTobqftHtPF0Z2FujbeU3Hm8HXDJ7JQUyy/3LwUBrqmGsZxoinkCMo5D3PB9q7K3lmtRJrCsfIfwj/Aej/lmzuLvbBOsojm4UH++x/gY04/y6MBld1Ve2fj7t7cnWOyZNlZDF5zIUu5sw8K5OryGJoZxHXbexss4aVJVFw8wto/BHtZNrNozRnSUIPDJA8vtPQpuVml2wtZExlGDEDLuq8V/P16EWlpdndl5DbW8sKcpN08mz6XcmR25BkqmprcT2KZxj5jueqmbzyKBeVY+VH+t7qALhkYKVjAqB8/Q/4etARbjLEArRwxrrIrTv9CeJHnTpo2/2x2kewdzUPS+rJ7O2fiZHzdfuKYvgs5WQretwYlJKJp4WFIzc/wBPelkZpXjQAhfxfP0HRjb3ks929vEuuNVB8QHBb+H8urH/AI1fMjcmx48dvnsrG4WfFVeVocP1v1ts86NxZ/doKutLHDVadEan+2nHHJ93DgirEAnH2/IfPoyjkVkBbBJoB8+jNdn7L3R8juxs9vMbhxtF3buCkpazM9OZyrhTJbTwCJroaquq42Ma61/sl7/1Htrp8CuB0WXsT4z/ACG2dR1mVzPUW4psDjlD1+5cQ1LXYanRxdZBJCzMyn/AH3rrYZVwx+z59Ej3JWRUs0sVZSZfGyKWDLksJlqCMkf6iarhRG/5BJHtvpymAfX5joKsjV0UmsirgT6/8CJUpm/wYrMVNv6G3vRyKdaIK+fTGJImICzRPcAx2lRiR+LaTyP8fbBFDTq4OKddtEWDGzEn+t7X/wBh7bk+GnW1znqNISSVIIIsBqFgAOSL/wBfbPVuoTvclTYWPHFzf/H3pvhPWwKmg6wlkANxqb6D/Dj639pulHDHUOQAnkWBP9T7q3DrfUV1A4+vHuvXusOjnj6cf6/tqTy6cWtM9czGB9b/AO3Htrq3XAoSbkj/AB9tPx631lWIAH8N/ifx/sPdOnIxmvp1KQBbE8XANwfqfaRiNZHT3TzTP+kjgG2kfgj/ABHvTfCevdK6hqbhVP4Kj8/T8W9s9OJx6W1BVBbBSQf97H4491fh1Zh0v8TWnx8s34tYf4+2+tdKymrCCPXe45a1ybf4+6PXT1sGhr1nlrlLWDG3Ia5/H9B7p0+MivWL7xNLFbggH2nf4z1Vuk/kK06RyRxxx9efr7p14dJySXyE2/H9f629pzx6VR/AKdNdQl7N9LXv/U/76/vR4dXPDprknKtpP0uQbAf7D2z1XqMzag39Dwfem+Hp1DXpvnp9RuALX/wH1Htrq/WKOiuQxAJHHBsPr+R7al4Drx6cIaIMRrAH4A/2PtnpyLz6U1DjtJUoAAbm178+2CKGnT/S6xNERKg0gfQj+oI91bh149L+OAKoJ9J0/g/7Dn20OvK1BTrHPUhAOfT+k2Fv8P8Abe6sKjp0dJvIZiEBl1f7SSCPx7a630hshnlS6LLxz/S4Htl+PWx03QZiNrXe4N/6fX23050/0+ZhH0kt9Lm4/p+fbB49b6fqTO04t+4B/UagbW4/3n3R8r1Za1x0oYdy0119XPFvUP6e03SjpyXdMCqBr/3lfdW691227owD6gbi3BHHvQ9OrL8XXGLeIuQGtp4t9Li/59tSL+Lp09PdLu9iVYyDg/QG31H49tda6VuP3W7MPVxb8N/xBPtg8enIhRuhYwe5ZHgsshBJ+t/r/sfbUvAdKCMdKhdxTxKNRNrfW/1/P09sdV65NuywI1Ef7Ee6nj1dPiHUN93XFvIR/rm3+8+/eXTvWKHddqhB5RyR9CP62+ntKwoada6FDDbouE/cAJCg8i591alOvL8XQw4TclwgEnN1JAtc8W9s9KOhnwOcUop8nJtzx9f8PbEnxdVPQv4OvEugu+oDm3Bvz+fdOrIO4dCdjJUnKqOF4+n1P+29sNxPSrh0sKXHQyEgxrJ/XWLm3+HujfD17Pl1lqdlQVgZooxExH9LH6cW9tjqvA4+LoVfj58dsz2lu6rlyUz02wdpoKvPVwBVauoVtcWORz+W/NvZntGzz7zcui9sEQrI/p/R+09B3m3mq15VsEk067u5OmCI8SfNyP4R1aFh8TtrFU0WLxlJDjcZTqkaU9JEkRcJ6EMjqASTa5v7G1tBZQKIVGhR6cT9vUO3d1u9xIbqdjJI2ak1Ar6DgKeXTjU4XG5DyRwqkdz6S3P4tz7eayguQVFPlXpPBuN9ZAO5LevRVu6/jrh92Y6vlpqOKnzdPFLUUmTgQIJZUXUInCjlT/j7Bm7cuOmqWHFBU+n5dSZy1zqZDHDemqEhc8R6GvVV+Z2rUU89TQ1kHjq6SZqapTSR64jpJA/ofr7BAqfy6lP5g1B4fZ0gMjtNVSyx8kXPp/x/w91fh1o9BxmNnAiQtCPyeQP63+nunTo4dBBndkiUFVhUXB+q8cn68+6Pw62OgI3R11FIrjwDUNV7Lfg+2urDj0AOf2BUUTu9PE1hf0/7z7SjraVJNeg2qqKopWMc8Lqb/wCptyPo1z7q9SNI6crTpT9db+yXWG7KbctJjafc2Cn00u89h5Cpnp8NvLBlrT0de0Pq1KLlSBe/ukb+G+thUeY8j8j03JF40WgMUfyZfiB9R9nVje9vmL1ZsXr7ao+O3x+wvV0W+8pTYfIb4zlHU5bZW25KtgtTQ44wxyH79W4j8oBLe1U0sU1WjipQYpwHy/LpNZWk8beBcXLSsuc4c0/EfkfOnQsx712939jpeuvlpt+rmmw23jW7V7Xy0dPRbm2tjaGP7pJzDB+74pgv7KTADSRx7SSTvMpF33kigJ4qPKn2dOQ2aWxWTbaRANqZB8LknOOArmtPPraB+BuT6srfiH1kelslHX7LSOagbIzJBT1mSyVKfHPLVKlgGJHAPvJz28G2w8lQQ7a4bUzeIcBi/wA/8nWEHu+273HudeS75GQyongqKlUh8qf5eja06EuFdXAUXka1iLf2dPsZRxhpNLDHn1Hc0g8PUnnw6dKWJwDOhAVm0R3/ANR9C1vaqFQSXUEZwPl0X3Dhj4LfEMnpxqKCOqpZkVFeV42RSRcWZbMSPb7wfUIwfiQekkV1JBOrE0AI6ou+RW2aXEdp5ygpIoTFNK007KBq80jXYkD/AHj3hHzrZx7bzPcwJhS1fzJ66X+2W43O8clWVxKKsF0gn+EDh0lNr9Q773ZEkmF25Xy0qWX7mSF44zqPEkRYC49lVly/vm7qZNvtndR+IigP2dG27c18r7C2ncr2NJP4Kgn7D8+lFm+huwtuqZcjhKqVAgYSRo7EKOSJB+Pai/5R5j2xdV3bNp44FePRftfPvKG7tos7xA1aUJ8/l0AWfweQernoUpZIpYld6pJFKrToASZ2Zv6ew4is8nhUIYYpTh9vQv8AEjSETg6lPAjIP2dF+7I3bVbBwe3cRjoYqqDemVlhrRhis2czRpvWMfOh9aQA/wCcCjlfe21Rpo414/l/k6Zj0zS+NMa0+EeX/F9VZ91R7U2RX5Sk7nq8XtDae4JsjnpOvNnI65XMmnJejr9x16gTUNDFwJhddZt9Qfayyhu7p9NhH4jCgGrgtfIDzPp0X7hc2tqld0m8JTVjp4sB6nyHRLMP2vuCm69XsPEbjk2L1XkN3DbGyc/n6SlSpymW+58NNh8VhX4NFVemD7iFDe+pj9fZ8+yPHfHbIYRdXaRl5AlSqR0qSWP4lGaE9BW33+K5sV3iWY2dk8nhw68M8gOKL/A5xUDz6YN9bn3XjWxOP3DuDP7E3PiMrU5TJdUUzU0WBzUVe/npNzZapibyU1Ci/uauLj3TbrDb3hlUQrLA4Gic11g/ijjHBnJxTy6d3Pdb6KeB5pWguUYmSAU0FT8Mkh4rGBknHSM6t7QTeHbObk3Dnd49q7M2hgck1V3R17jPu9v9d5qrpWgNFTyVahHKKRCspNrrcG/s/vNgTbNji+ljW0uJpFMdlMxDyoM63pwB40PkegtZ8wrufMEy3cj3ltFE4kv4VBjiYgjTHXiRwqPTpOwdidnbk2ZQ7D6zxVFP0/sHeNXvX++Hbubr6aLde4knM0oysmHZ5J4+W1Us4KH6AEezuKHbLXdGv91Li8uIxG0Nqq1jUjgNVACfIrnoNyy7zdbStltCp9BbSGRJ7x2AlevFtFSQM1VsdIx9tbp72i3HX9P9WVuBhxVd/eLc/Y2BoGoejdwZJV+3rTlMRl1iRoo7MPMIibDg+18lydidJN6vkdGHhpbO2q7iXipVlrk4xXj0TxWI5gRoNi2+RJY28SS6jXTYzPSjakcAUXOacB0Fm7cj8O9n5GXGdu/3m+aXbdfiIII6frurmwHWXWSuNDYjCzUxjM01M1lJsRf6+zXa156vI2utn8Pljb1amq4UPPcn+Nq1oG6Jt5b27sJVtN+EnN+5EfDbMY7e0XyjXTQMy8K9DVkNn9z9a9aY7ObkgxvXHxbyE8YyvUsfZWTrd979xNXTeemxeCy4qGZAdSiSBJODcW9hJNw2Le95lh2syXW+xDtu/p0WCEg0aSRNNCAOBp0MpNs5k5d5fiuN5WOz5cmPdZC5dricEVWJJNVangRXHQF0OM6o7/x9HtzozrzNYDeG2M1VVOC6Lps4U35g4KEiRtxwVuakjilE4bWU8hJ/p7Po4+ZeVb1rzmC/S6tLlO+/aMfTvXjFpQGhWlOGOg3LLyfzlt62XLG2yWV7ayUTbUlP1MRH+japCAQ3EivUCn65wO0s+d/9y7D+RW7OstnTzY7f+xKXKS1tbQzTxnU2eFJK5p6cymymL0/149qE3i83UfujlmbboJ5QGiuCgANDwiLAaj5mvSV9m2/Y5/31zXDul1DAxSW3Vy2mq1rKFJoPIaRnrj1hv3qHqLc57x2Vkuzeudl0GSq8l1LuNdFdRbQziNqn2BnMDKximjqv83I8sZPtRu1lzNvNvLy5dwW91euNM6HjKnlPHJ5FeNAeke1XvKezXSc0W9zc2m3qxNuwx4Mh428kfnq4VIr0bnqbc2xd2bw3D3/mpMEKnsi+Gz+4a7bz0jVD5MXenyOCpYvAsaTMJ45NN/SPcM72m92lhFyg8jxvYsZEjEmpTT8SyE1BoKEV6nbl79xXm5Tc5wwxyR7ggjeRoyHWo+FowNJFe4NSvS9oPkHgKLM5n4076p9tdv5TC1BrOv8As7IN4cTW+Y+TE4ivSeyw/ZkgKFtq+h9pL3lfc5LKLnCwElmJu2a3XLU85FPEh/5dLrPmjaI7+Xku+aG98AloblsKCfhjIOAU/n0C+9fjR2Ph6mrwW+Z9r4rdG/8AJxbhwu1duR09JFn8dS/5dHVYiqTSryRhQLBiT7XQc12JliudnjmkW1Qxl5CW0McEOPIGvRbccoXgjltN5kgQ3biQJGAhcLkFTipFPLo+fWXYuf3htHbe7Orux6TJ7p2EBgN+dX10KQ73p8fQIKeprsVSyAF2RVJ9Ny359x3u+zXW0TSLukBEcx1xyqax1Y1Ck/PqTtn3q13e3j/dcwaSFdLRMKS0XGoD8ujvdCfK3I7oz1dQ0cld4NjIk1THOsNBX7hoXYSVkjxOVeGtp39C8AH2S7jtr7YsU6sH8XPbXtP8Nf8AKOjOw3SHdPGt5EKeHUd34gfOn+Q9WB9n4fq35h4Lb2GaqpcH2fFjRJsvtaSCOmTCvGn7e0uw3phZnkI0JK5J5+vs8urm15liisp6R3UYHhzkUVQPwS0418iegnaW99ybNNuVqGmspGPi2oNWJP8AosAPADzUfl1UtvbA7q6z3fl+vuwMY+D3XgpWSWL60eZpQT4sxhp/pLBIPUCpNgefYKvbW52+4e2vF0yA/aCPVfUHj1I9jeWu42cd7YNrifI9VP8ACw8iPPpJy5tAoJYhj/yaPp/t/aUAg0I48OlZ7Pn011W40iV5Hk8cca3eRmUBRb9RJ9p2Y1AbNfLqygjhxPQ2fHnqXKd31+X3plsfXt0/1xF/Gt0QwFafJ73qKUmSn21h4JyrmOVl0yyWtpP19ne1bZ9RI810NSQDUygip8wPz8/l0T71uR2qBLSDFxddqMcqtcFq8KjyHr0IPcm6+kOz6Ok3dvzJ9v8AW+ycE8O2cJjutZaefZ3WCSDxo+4pIH1xNC4UTBgNX4v7OLFn3C78dA1rJSiYqmnyjWv8VOPn0Q3aT7TEu3nw70SULk4lY/xmnp5enQx9R7orugPiV2X2x3JVbT37jtlZKpk6I7SWmp6XObhrcpTmmx32LooeUeNoxJr5uCfavaybpbqeO2C+IwWI8WD0CuV+XFs8K9It6WFdxs7CGZxoWs8f4fD4qX+dcCnHqiPOdtZLNVmSzuUqZGyu4MjWZvI63LaauvlMssKk/hTa3srPLxuJ2rkDFfX5/n0Z3PNIiVYrfCoKfs6DXJb6q6nUiyOQfz9Lezq15fghGR0FbzmS6laoOOkjV5esqLl5CLgjk3v/AL78+zuK0hiwo6IZr25nNa9NjeRyC7XP15N/8Paqnp0m0u3xHrmsQchVIGoi7m4CX/tW/r70WKirDh5evWtJ+EeeK/5eh82fn+u9o45Z63b1LuLMqty1WNSODzYIQRcH2Ad1suZd0vCIZzBB6DFOpA2u95V2iyBngFxP5k5r9nTduXsxdyCSnotrYzE0ZBCmKnjWWNTxYEAe3tv5aewkFzPdPK/pXH7Ok+580puEfgW1pHFFSnAV6DmOmQAkAcsW+v8AX8exI0rstCegqsdCSBx6kLGOAosbWt/j/j7aLLxJ6c8IjtPHrKkJ/tWH9be2mevDpxYfM9SBGBayiwP5/wAPdRk9OPgUHXJgQLKLDm/+9+99N9YtSqDe9z9Le/de4dYrk/nj8D3o9NOTWnXEWvYDkcf8T9T7sSaU61pJFesiqb3Nv+Jv711dVpnqRDwTbjj8e6Pw62epsXHGqxPIFv8Abe22AIp1aOgbrmbn6/7H/Ye/DGOtygauuvp9PfuPHpsY4dZUkI5uVP8AUf09tmMcen1lrhupQn4s4LH+t/oP8PacxVqenO05HXJWRjcfT+n5+ntsqV49a6kK2sWJNwAB9Pr7r17rkb2BNrqbH/b8+2yKGnT6kEdT4iCy/jgf7E29sutR1bz6lxg3a/8Aa/p/t/bB4dO9ZQwW+n8/Xj8fn3UCvW+u7ah6fwb3/wBb6nn37Ix17rs3twL/AO2/4n34Dz691Hk/s8WtcH/Xv7semX+LpqqOAb/gA/7z7VxcR0lkyvTZMbqxH5H/ABHtZD8fSCTgemaS2kccfn/E/wBfa9eNei+XphqABIxAtc+zGIjQOkEh7/y6Zam3k544+o/4n2vXh0Wz9Mzg6iRa1zz+bf4+1qeXSdvh6a5LAuv/ACFe3PtZH69F8vA9QZfUg/qLk39rB0kcVXqB+luPr/xUc+3fLpM4x1CmS5b/AB9Q5NvahDVeqcVp1CsL3/I92r0z139b/wBT/vPu6NTB6owqOsTLf/X9v9MdRhe9n+oPH++Hv3XuuTAkcf1/PuytTj1oqD1w0k8G3+8+7a16p4Y65gWAHuhNT05SnXNF9V+f+Kf0t7117rOnLAf0a/8ArX+nurEAVPWxWtB1PjX6n8m/+2HtK57T0qXiPl1LRbBDxz/xX2m6v516nU4uw4/tH8e25uFenwCwFPTp1QfX/Dj2jkPl05CvE9Z4FLEkDj6X4/r7TyHFOlx4V6cEUsxFrAAC1/8AYG/tMxoOlSgEA9S0BY/1t+fpcWtbj2ySB04FznqWoJFhaw/r9PbfXtPoeuTj08kn6Af739ffhjI62q048esDQ29S255P1/5Btf3YN69aK+nWMxsAW/T+L/192qCcdaBp1Hkj/JXT/sb/AF92DMOqOgOB59YvUv8ArX449uAq3HpM6FTpPWKSIMpZDzze4+p9urIY/wA+mirD4OsButr3J+nA/r9PbgkU9aoRx69a1ri1xf3eo69U9e9+qOtde9+qOvde5vax/wBe3HvWoVp16o6//9CmRJNIIt9b/U/7D30F6k/rvyf4f7z70DXr3XRktz/Tggc8f7D3vr3UdyWJZgRb8/gD8C3vRFevdQpG/UfweL/Tj6XPunXuoEr3BNrXsAP7I/xI9+691BkOq4awsCBb8m31sPe+nV+HpslAuDf6D6f6/wDj70/w9XHUJgw49Qtcgcm9/wAce2Ot9YZI2uSAb3/1vqPeyRTr3Xaq5I9P1/2Fv8Ofr7bk+HrR6kqgH1JBtyD+P9j7T9a6UOGF5gNNgG5b+gv+Pe+lKfCOjP7FUftfSw0/i5J91Yah1fFOjBUYGkEfm1gCBY29skUNOvdPCcILmxvyf+I96691InAMD3+uk3/2n37rfQBb7ChJb2+lweBey/X2159eU56LNXtoqmP1FyL/AI/p79051HWU/wCwP5BI9+691KjlPAJGm9tRP5/HtpzVut9Z/LY8nj8G5IJ/p7p17rPHMfqp5H+2/wBsfbcgxXq6DNfTqSJvzxc/0Nvrz9PbHTwqepCuOLsDf/Yke/db67lWGphennXyxOBqW5VtQN0dWHIIP0I90fhjr3RgsL8rvkjgNtR7Lpuxf47tOnpVoqPEbtpzmkx9KgCxLRyS3KFABoIPHHtqg8utjB6SWb7p7q3ViP4Dne194yYJ9YlwtHlJqXHTq/1hkgUi6fgD3TSK16cBqOg/o4qekTxwRpCoJJsWZnY/VmdySSfqefejx68MCnU6OQXJPBJBJv8An+vvw631KWTj6hvz9efdTw691IjcX+v+8/T/AAt7YJ8+rAV6dqBtc6KALXFz9R9fx711YenQvYOEvoGm3FgbcH/H2w3xHq3Qo46hLhRp403At+b/AF966905VOJjqYWhqYFlgdbtGVIUi3psRyD/AIg+2XrWnW+nGk7Q7a2RjqfH7a3tlo8Xj5BJjsRlJWyGPoSPolJFMCVX+ov7bPTyGo6UNX/MM+VmLoYsdSZDZdMKKD7WnqKHbkEEvjB/z0hK8y/nX7acefVx0B+4fnJ8nasVoostszEZDIAiv3TTbbiG760fUpPltN9IP0A9t/5OrA06BHdfyk+Uu7MRUYHcXd27anBVUyVVTh6SeKjoqirj/wAzVSiGNWLxkAqdX1HuoSMNrp3evVQqBtZHdwr8ul78H+8N47M+VWz5d8bv3PvTbfYtPNsrO0m5Mk2QaWqyH7eOmpjPcqy2AGm3urChxjq9a8MdHq+Z21qTAZPKV1fhqenzaRSjHbqSmRc5sySrkMOKqKWSMA+NyUVgQf6+9U8zx6vqJAXzHVI24evcFiqfc21MtUV82Eqp48n2YrTGnzuaqMofPXbmxuQ+kbQsFaNQL2vb2mfuJQiop1QtqDRsK9Avt7+L9rdsR7P2NXUGP3Xhts1z9ZZLOULQUnbuFwdK09XRy1LkI9alNGYRIQSWHtP4qRSLDIasw7SfP5fM9aMixSJEx72GCfMen29Ijde0qDCS7dod0UGe23s7e2Pyeb3FjqWSSvxWJrIfVW00lVF6TUxsOIgdSe/SMJo8iqtxp8unqLMhqKjjX/J0n58puDZm1dqdm7fyI7G2LvOOu2/X7EzAaqystLQzNSUldm4T6mWONQaeQ20sFHtNIKr4kY1YpjGPn0yRkTRJqxSnCv8AqHS+6OyW2sPm+39tbtx2Sz+xqrq6o3dkci9Gx3jsqV4PJQ03hI1zUkbcOFHK+0hmETmNvgUaqcWUef5enVfqPBZkc4VdRHEqPs8/l0l5+q9wZDb208XDLsp6jeM9Nm+va7NRDFZCthBDU+EqKqdgI46uOyaSP1Nb3uo0aY2rryCfT0+VeHVxITEPCeocVBIx8h8q9IP+KbM6/wDkDEMvBVbJipMBkYMntjPxNVYzZG/6SnH3ODolb0PRVbWF14YH2Uz9l2gX9MEYX8Kt6V/pfz6LJf0rxCD4Wtfg4qj+lf6fSe3v2nsKePc1dtXq3Ym1t31VVHRSVePpg1TDNV0pM9ZTFGsKee5kK29JNvdR4McjyvEFmPZX0J/wDryfTxTSTyRCO4PZX0JGK/0T0XnEYkUe1o8hunH7dkxuRykuAodwQzRPl8RXh9TiejB1eKQtYOfaCNVjZfq6PRiit5Bj5U6QxCOLT9cFfuMavw0sfL/N099S7+3X0RurcuN61rsNuVewsDkdl7swe4lH8FqqXJEmOctIQP2x6lb8Eey+OCbabqVbVtReqsp4VbzB+XRdHa3ewXk/7uYMZQUZGOKtXuB+XSPw+zM5j/4pRbWytNXbmePIYrMbUx7JVHNwgNPLVY+RLgxoGIAH9Pe7eBrbsgesulg6cRIeOPs6fsbV7FdNnIDMY2WWLiJiamo+Yrjpc7E6b3zvnq3AZDCdZ08uOw27paPLb38wSfJimkNXU7f3DjT62po/GYTMbKBx7RWe3T3kCwooABNW/ioco4/lXpBtmzT7pBFbKmmNS2qSuXINTFIOJA4A9TNzd71W4cxNiKvb3Wmydi5qsp8ZWbH2ziYo8DtkYfTFU5OaAEtJNOFLEhuSfe03BjMbYiNI27WXyXTxr618urx7wwuGspEiigfsZMaY9HEt6lvLoED1rWbnrc7uHZuPqm2PTZsUMG66qNsdt3HzVE2m4lmGk/W6xg3A9oxYR3UrPYVMYbDHCqfM/PovGy299dvNslTArCjntSOvE5409OpG9+rptk5qPDU+UXdGMkWlE2YxMgqsLWVtQobSuRi9EIudJBP1Hu0tl4LiEN4iv6Zqft8h0ovNmS0lS3SY3EUvpkM1Mmo+EeXQjde9K7x3ZuCoixa0UWL2hjVyO9MvlUf+6PXGNqCrQ5qWR2CVNSE/cRV5Yjj35baUzeEKHwxUg/BGPI/Nun4LC8a+EEIVzAtSrf2NuDwcngzjjT16WW9MDhtgZOaqp58D8l4txa6XD7xqoZRkMwJaQUwpMZgpGaeH7VruGJNwOPx7cYQRRgxqLuR+DHjnFAvHHGvSyf6G3tx4KDdbmUkCR+JqKFUTiAvGvSe3xs/beG2PsTObp3vVZze0qNTYXrTHU7LLt2VahDT4maFeSzD0lmB59+uIYIbVHunLyrhEHAH0p59K762sdu223vN3kaW5QaYIFyFf+EqP2VPVjHRWIqch3xgsxtbomfrjY1Tsak2dvbb+CyyUmaot2V1Gog3HJILmYyuweVEtdSR7X20ciTeLHHpVlGoV+FvXoQbXHew3y3kdt4SSoBLH5q/HVT59Gn3r8dd2bSztdhNs5PaseZyW2KrbOX2VknhyWCwlLmlC1O9XZToo6uZfVJC/rZvpb2uYLrGc+fp0KVWNZhSgYA/Znoq+a+LvYm2N0bd646ubKYKmo5RLW7rqJTJtjOZueMPVY/MVo/aMMyEiOE8gEe0skRcgAkaTX5H7fl01Pa+OqpGShVtQIOCfMH5dQOu9lZTbvYOV6rrMhQ4bb248vNHm9nfw+TGxUm+aUXxuRw2TkNnilkuQoJD+2VhETHw6aSakfP1HTcVu9k4jip4UhJYUp3fI/Prlielux921uf3NmauXI5jprbmd3FDiNuxSUO6tsSUWVeko8hiaUczOllnkKrfQCfp7t4asdTgEjgfTpdHEAwEi1C5BPk3y+fRg8RtlNgZfoUUPbW6947w7t29Vbw33vjHVNTkaioqSmul27lpojqWJSojeMkaPz7ZoRjj0rXtHr0azcfcHf2yX25jezMn2L1TUfxanp6bZUte02wt27SjkDY/ML5FZTrIRnQtfn34jGOrf0xxHRl8D8q6/t/ZPane3yR2JtHs3pn42ePbH+jnZ+zocduKvrHQU+Az9ZVQLqkpGk5qJbWKj6+2uk62cUDMbOviSGpqaj50Hl8ukv2JUfFiPojpz5A9ifH7q/tLbve+Snx22sx13PBg6HYmXq8gMfh9qb1cMQk0ZkQMXtqI/x96LBTpP8unYw3iPAlVK0JbyOPLph3z8NPhNiq/c/Wu3OtO28z3RsjZ+J7J7iq8Nn1o9v9eYXcy68ZQ7fwrKXqKamFmeVDYj2xqDEleqRtcsT+oKYABGSPU/b0V2n+Fvx13Ptnde8dr9j9k/wja+5dvbV8EiStVV+T3JAKmJoKIrr0xgnn/Y+25DinS2vcKDj08dufy5ehOv5Ri9ifKuu33vCjwFNuTdO0mxM8lbtCGsiElNQTn/AJSJix0sii4/Ptrrys1TrXTQ06BDc38uTt/b9DgczV9l7Kx2H3Rin3Bia7KQCmFPh0IV58uHP+T6CwU6/wA+9NlT04DQ16CWD4Y/IvLZiswmztuY7frUNFLkWzGGr4o8VV0MCeSSooqggrIAtzwfabp4Gor0G2T+P3f+JpI6+r6qzVbjqmoko6OqwV8w9ZWw3WWlp4KYEs4PFhz7qeHVugryWJ3HhpDBuLZ28Ntzo7K0Wd2/W41tS8EATgX54916901/eUaskcs8cDvYLHPeOQ/1sjD23IMV6ureXTl4uLg8EXH5uD9CLe2er9deEC3Fr/T9IJH+t7acZr14ddmO5+lgf7X0/wBe4916eQalK/z67CKVAW9l/wBjf/Wt7TOKMfn04BQU6kQ6lHBLW/oD9P6X9tt8PW+lBRTaSL8E2P1+n+v7Y6sOPSsoKgqVvc6v6E/T35xjp49L7HVoiRSTweCCfp/r+2uqdP6V4NtLhVtxc8/X3pgTw62DQ567FbdiCb3J5vYX/HttT59PjIr1JSuDLa4sosTfj/b/AJ9p5BRtXr1ojpnqZy7garAcXJ+tje1vbfWum5pbOTq/r+SP9t7Tnj0rj+AdRZpARbVyb2HP5/1/ejw6t0x1moW/rq/H+t7Z6r13EGbVcW5/4j/H3pqkUHTiDz6kJHc2+v4/H9fr7a6c6c4KE31Ecg2At+f6+2ZTwHWj04xUoDEFT+PwBb/H2105EaGnT5Sx+ORVtf6/0/P+t7ZYEH16UDpbY5BqjY3upUfX6H3RuB62xBzw6UU76VFzwfrf+ntrrS0C19Okbl64xowVh9G5B+n+396PDPTgznoKctlZAWGuw5+hHP8AX2z1boPK7JNc+vlbm9/rq/FvbL8erL03xZd1bhz9D+fbfV65p04xZsi4aUgk2HPH+w9sEUNOt9Tos6ytqDkm31v9fx7owJFB1dKas9O0edk4u5+oIsb8fj6+03T/AFMGbl/46EA/0Jv/AIe6t17rKmekv6nN/wDEj+nvXVlND050+Y1Wu/JW5NwPz7bkBpXp09KOiysocer03/1Vz9OLD2z1roQcTkXZk9VwbA/74e2Dx6sKg1HQ37YqAVAJvYfT+h/x9tS8AelR4dCRErTKLAHiw4/rxfn2x1XrBPiyRckrcXBH9Qfz7q3Hqymhr0nqmklQN9Tp+l/8R790900ahFKrsSLfUE8D/Y+08hq1PTrR6EDCVsZjW0wBBXgt/sbj20+V+zrwNDXoaNv16kRkTjV6RbV9B7a6Ucc9Dht2rZljtNzdb2N78+2ZBmvVW9eh729USFI9MgOq1zccc/T238+tA5AGehu280oUG4JNiDfn/b+2GFG6WKGC0bj0MeAhlk0SMB9b8nUPrx7qeHVvs6EeGkqJQdEfrtwAOATwDf2wcKT1qMFnA4Z49Wi9WbTg2p1LgcJjgIlyzLlsw0YAetqJBqUSsOSBf8+5V2WzNtsCW0Zo0p1vQcT5V/LrG/m3dzunOtxfXIr9OPCiB4IPMj5k9Kh9sNLpKRlG+oP0DE/QW9qv3fryePl0WLvaxEhiCPT06j/waroy58UjyfhVB0j83v7Z+lljJahx06dxt7oKCQB04U8H8Rp5KOpQI7MADa5AH9Pb0cZuE8Cfh5ev59JJpfo5xPCSQMnqojurAQUfae7KWlXXH543cqLAOVJN1H09wtukSwbnNCnAN1lJy/M9zsNrcP8AjQH18ugeqdu6rt4i1xa1r/737L2FR0bUr0j8jtOR2P7LWtYnQb/19t9XU16D3MbPY6lEBIAsTot+fdJKUA6v0EmZ2SSZD4GP+Gjn+v09tdePDHQKZ7r6SXy6qc6SDYhCCOfbLgA46cC6egP3J1g8ySFaORiNS30cnn+vtpq0qOtaT0BOd64ymOeSWGkkK8nTb8/gW/p7YNdNOnAKuCMdCd8dO79y/Hzc+ir2djOzOvsxPqznVm7KSOu2/R5Zjal3pi4Jh+3WUbfuqQeT+Pam1vJbJ66Q4II0t8OfxD5jpHum1RbrEsfiNBKrArIhoxC/gJ81bgR0J/aHSm99kjuj5tbs+TPX+69n5bZsiYbb1VVxS5DdM9dIQm1KjCIwNMcfC3jjJUX0D3Z7d5baiMJHkfFMsa/hp8uvWl+v1aWYtXj0ChJB0geteBJOafPo2vVfz1pP5fkPxZ3nRfxrL/Ff5DdZ4yi3ltrJ1L36231UIVTsPHY0+qOkaQ63b6Mo9iLlzcr7aJpktO5WQaYmOC4pqdD/ABCtaedOglzTyhZ822o+vkWO8t5aiWNaloTwhf5EYPp1sp9RfPToXd74Xa83bWztxbiyW1k3JRQ4WvgnrM1jWYGIUZRvVOIzraAeq1/ct7H7h7e6rZ7rMplVatT4jTy+0eY6xs5p9n96guGvtltXSFpNI1fAtRWpHkCcA9HZ2Pv3Y3ZeLGT2DubG5+np2MdTSwzxx5GhkU6TFW0BOuNr8WYe5M2ndNq3uLx9muFnAwQCNS08ivHqGd92Lf8Ali5NtzFavbM2VYglGB81bgel3NUwYfG5HKZF1pqWgpJqioeT0BVjjLW5/wBt7NXkFjDJd3h0pGpYk8BQdB+OGbcr2Gws++SV1UAZrU9V89T9NQd1dh7j7T3dSt/dSLKzR4mmdSBlPBLZCwP9ke8dOUOTE535juebd5X/ABRZCI0P46HH2jrLrn/3Hl9s+ULPkbl+QfvBol8Vq18LUM0+Z6sJpsPisfTxUVBjaSgpII1SGnp4I0RFSwUWUfWw95FR2drbxCG2iWNBgKAAOsRJty3C8la4u5mlkYklmYkn16h5fG4aSirqrLrTx0FLSzT5CaZUKR00UZeRix/2kH21eWlk8Dy3oAjRSWJpQKBU/wAun9uvdzS5ih24sZpHVUUE5YkAD9vWuf8AOTu3BtuvJw9a0keK2ptmnbIZ3MQUpkOVp0lES0Us0fC+UkEX94Uc77rtW5b1I2xRrHbKSoYfjPmT8vTro77b7Lvey8txDmiZpbt+4pXEfooHmeq6t25nsagym2Ny4vb20YexN0LTU/X2ErZo8jmqLFZkinrN2jCK2pEiiPkVyLMRYewzbWsUjeKwJiOGf1PoPt6F93fTxgwqy+MDUJ/CPMt6dEG7d3Dh8z8hU6L662XX/In5HwxyZjth9xkU22N8bdoYGafbla9QNEFJEQA0YsbDk+xJtm26bdt2vJjZ26Noip8ZY07/AMq8egnve4sdO22US3szDXMx+EL5LTzB8x0TjujJdadd9Yydi/IOixO9O391bkyeyevem+rKqPL9a/GDbdGxFLXLj8cTGuSikuTO9zcezm0Xdr2/baeV3W2hhTxJZZTSW8PmNR/Cwxp6JLttnsLBN35vja5nlbwooocw2QxpIQcHXjq6KFlKXN5XK4fYm3pMzvHK9sU+MbMdtdj5Ancm5MFjAIF2fLj5bSUWLRDpEzAB1F7+1aXUMtr+874LA9ix8O2hWkMTH/RQ3B5fPT0hkgnW+babDVcJuKjXcztWaZBjwSvFIqYDcCOjOdifJOl+PGHx/SmysZsdNmbToqXGZzY/UmIj/wCMtbmrIx91T7wyMWvRj6UNrGsjXIDY8+yjadjl5skm3a5lkEs1S085p4aDgYgaVY8McB0Z75v1tybFbbFBBE0dvQJb2618WQ8RKRWiAeR4noDqWrzW2du5vZdTkNl9B7c308m88dld810OWp8zuGu/eocHR4QFXpqeInSCxt/X2awBL2eK9tVl3aW0PhvHCpQiNcF2fgzHojvXe1gl26/eHZYr4eIkszB18U8I0j4qoPHpJYfaPeuU6e7PyPd3ylz9J15g4ptrdddWdLlakdtZWqUy0cMwxSgxUYZl8uv8XF/Ygm3/AJQj3K0j5c2eMXstHnkvMfTKp7j3HLcSvrjoJQcrc+ybbeNzPv0j7fCClvFYEf40zDtB0jCVw3y49BTsTr3bvXvWlND29R0lFvmgQ5ObYGwsPLU7rw+2piX+6qp4SzmoqI/Uzn9J973fmC63zmLweXHaSwag+ouW0wyS/wAK1wFQ4A9Omti5WteXuVjPzVGse4DP01mhaeKH+JqVJdxknyPQg1+9qjsLBdW9b9bfGbdfZnTtFU5PM9d129563FZCLOxUzjJK2XrjplaFtUgW3FuB7bh2uLZ7q737mHeotvv3CwzLb0dHQnt7V4Aig+3p+43ebf7Ky5b5Y2CbctujZpoGuqpJG4B1HW3Eg1NPQdIKk6N35v2gk33WYaTrqq6y3DHk+0O09twzjcuP25Wy/wC4fG01VRlWdaRQVlktZvb1tzLtuy3UuyWDm6iuk021tMf0xL+N2U8NfkK46T3XKO47/axb3ukYs5rWSt1dQKfFeEnsRXXzQYOM9D7sPrvsHsPJdjYn4vfLdp9/4jH0+Sm6q31iJkz/AMhopIBMtNjFrDaojiiBtEFJLAt9bEEk26bNte3xXPOWyF7WV9C3Fsw0WbVzUD4WrmpPDo7i2Xd923WSHkjmARXUCeJJbXaHxLtAtQe74lA8qcc9Bzt7avXOG2/nE3/053hW7wxuZaTfuza3yY/bGP32snrqoNuTR6hG0guhHB9tbrvO/NuEVhZbraQwulbaQZlaEj4WkrxpxB6WbNsHLo2+TcLraL27nVz9UjHTAJq/GsZGQTwI6l02RG+tw1u3ot8bv6x2xkaeDI0eLpMS9JXJuXFqGosG8LJ/wHkRAr2HIJPsmkaLYoDfy2kO4zxkh2ZtSNG3xSccMCcdG4SXfZht0d7cbZE9CioulhIvwxnGUIGfl0LuwKnbvyuoN6fG3efW+1Op+0snQ1WY2b2lQIMdVbkyG1E+4MH31x4J5QAbk+tjYe0dw17yb9NzpsW5PuFmhAltJO5Ylk/CB5qOHy6MIYdu54FzyXv+1x7beOD4V5GNLzPEPir5N5k+fTxjxnqXZXUO4KrctR2XD1RuSTamdym8KpqDJdfV+OrhHOcTkagjyxyBCtxcG/sqnuVn3PcLbw/oWvE8VY4e5ZgwqFIHDjX7ejlbJrbb9umnkG4LYt4RkmOkwFTk1PGvD59D93ftTrzAdlYTvPqDc2V647U3phKbJYHaVdiamnj3dkqWFWq223mVtTzPLb1xhCSD7De0Xe77rsL7HuMYnsrN6SvqzECSAXXjjoR71b7Vtm8x7ztUxt769XVEmnElBkI3AV9OlLj6XcsMlP3LBjajcWD3VLQ4rtzPYWJ8dl+st0mMf7jtz49fVJHOSX+4ACr9D7LJYYJIH22OQrLAC1ugys0dcsp8iPTj0ZRXLRTpucqBop6JctSjQyejeqn1HDo8HRXdOd2lufJbd29g6zJ1+egp6iixs9R/F8BvWgx1qmqppmi/zVYsZujhhcm3sLyLNCpkdwuRrjYUJ+0cadCYSRTSCAIWKA6JFNQuPI8K9WJd1bY2P8vuscTh8ymF6+7k2tjWqOvtyRyxpU0c5i8v9zNyx/rMLkaA7mwNh7EFxc7XvW3pHcgRTQiiMDgj+Fvl6HoLWdrvPLO7y3NtqntLggzRHiv9OP5/xAcePVAOc3FuDBbtrOucrhco3ZNFl2wU+zMdSzVuZrMosniiOPo4hqkil9LrIotZh7DMewbjcS6LddUbcJOC/wDRX9Hz6kI31kieLJIAAK5xQep9Oj0dXfFTBbewk3aXzB3U+08difFX4bovakn8X7Azaxjy6s9jaX9yJeOYmFwPr7OU2fattjEt9Mplagz5/Kn4PTPHoOTb9uG4XH0fL1u0gI7pW7UAPmpPxV+XTDv/AOau4+55cb1T8Z+pU6+xOByU64PdtTXRbfqt/YHFw+TJbVqZpQEWsMasEjYFtR9ml3t+2yRRyoQlaiTw6mTSR2lvIqfl5dE9u97t1y63sn1D0xG4/SRx/AT+LpJdHYrcXbbdldc7P2FuDZW0u2Y6mPsraualM0uIzmBkBjzWYq5xphpyquxm9IPsMXZ3C0uf3bb3BnMNHiZMqAeAb0pU8ehLDPbKib3fQiJ/hYNg/Mp6/YOi6fPH5NYftPJdd/HjqvVjel/jtiYtv1y0dX58dvTsCkXwV+ZRojpliQAorci49yPY2f0G3pLdR+HcSpQJWoVTUtJ8natPs6i2+vS99cNBL4wkkLeIRQ6fKMf0V/w9EDdi+rXIxYXIBPAY/kD3sKowopjouLOeJ+3ruNuOQCR9D/X/AA9tvWvXgBSnXMhSLWsfqf8AD/D3TNetitQOpFOA4Zit7GwH1vf8+9OSOnCASOpgjF1FrkfW315/HtgvUdOrHpejZ6mpCC1z6itrkjgD8W/x9sPJSoHT6RBcjj1MWMn6C4uBf8cfT2mZqZJz08E9OPUxKfhdXpANyfpqP4sPbLSM2PXp8JSg9Os1vbdPPq2K1670k/j/AB/31/e+t9dhB9XNv6c8e9avIdV05qeuDtzwRZrKLn82tx7uvDppjU16isC7cfVeByOfduq9dhD/AGvT/sf+J9669Qdc+VFgLgAm5P8Asfp791vrsG4B9+611zRwpPBPH9CP9796YV68RXqUGvZhbi3H+w/PtoimOq5rXrL5WI5N+fpa3+xv791tm1GvXg4P14/2PvXWusq2/JF/6H+n9fdWBIoOvDrJx+L8D6D21QjHW6ngD14MPre3+xt73SnxdeHUiNiCL8Em45/4n8e2XSpqOn1YN8upq8t9eTwb/W319pyKjq6sQfl1nRvxz9ePbRHl0oHr1Nge/Lfj+yT/ALz7YZdJ6vr6lm1rgA/7bj/Ye2l6v1jvz+efwOB/X3agPWuuxf8AqQf9tcf197691jk+um4JF72/x916ZY1PTXVc3H9V9rYRU/YOk0nwk9Ncn6Df+n+t+PauH+06L3yCemeT9Nvze1vyL8ezDy6QSZNOmSpWxLX/AK8f4j2uhz29F04IavTHOLPf+q+zFfhr0XzCgPTNPcEi31JP+8+1icB0wfhPTZMp1W+lxyf9649rIjnpE4/n1DYALICR9Lckf0/p7WKa56ROKAjpsb6g/j28OHSYiop1ilXjX/qfz+efbkZoaevTI6b5Fsb8m/N/x7ePVHWmesfvXVOuGk3vfi30/wBj9fahXB6ZZCM9cHTUQfoR/h+P8Pd+qdY2VgeBqH9Rx/t/fh8+vdcLN/Q3uTp/qP6e7HT5de65BWa3BXm5/wBb+nuvXusqcXH9D9ffuvdSo1sNR/P/ABPtmRq9vTqCgqepyDUVAW34I/H9Tz/j7SyGuOn1Hn1KA5HP6bcW4BH49tE9X6cqZdJW4+vNx+D/AEP+8e07mpIPl0+tVIPp1O/SOSLk/wC8n2lPca9K40NM/b1NgT0g25/2wP8Aj7SO2ST0oUFmp06QwC12+hF7/wC+/p7Su9TjpVWnUqOLSoH1X+v9PbZNT04Kny6kqoN7WAHP9L+9MdIr1fRjrLpAHA1f645/2/trWevU6xGK/JNuP8OP8D72JD59ap114+LcMv8AsPr7sGB49aIrx6xvEbHj6i3P0/1/dgw9eq6aZHUN4T9bW/wte/8AiPbgI6qSQc9RiCNVxa/IFrcg/wBfbgamD0xJEGyuOsbAkXsP8bD/AIn3YMtacOmSPI9cfST+m/Fvrf6e749eq6B14KtySLXta49+wcV61oHXIoBbgf7179QevVdI9eurG5uCBYWvyCf8Le/db0rwr1//0aV/L+De4/3j+o99BiCOPUn9eEjfUXIH1uf6e6L17rouxsdWnVe/+sOPduvdcdTMOSSAbsP6i3vR4de6iyOLEG/quV/1vxf3Tr3UOW/HIt/QfT37r3TfLc3txYk/6/HPvfTqcOocq6he/wCOR/Xnj6e9P8NOr9YUUENcfS9ifwPx7Y631jZObBvWeSfx/sPfuvdcVQN9Ga4IJN/r/sPdWOkVPWupCgA3PqP9T7TVB4daAJNB0745jFNyQouGsOLi/v3Spfhp6dD7s3NJF42LabW4JH449+PDrfRh8TmI5VQeQMCARyt/9h7T9b6VkVXCyDm/5PI+p+n0/wAPfuvdQMlmIoYm9ZHp9Q4+h4v791vove8M0kxlAcFSCoJt+m3J9tHj1pRU9AJVzLJNJZieTp/IuT9T79071gVwoCseSeDb/H37r3UqM+kDgx3Jt+f959st8R631zLfQX/Pp/w91691mSQgH/X+o/4p7bk+Hp2OvWUTfQ3/AN4t7Y6dNRjrKsrcaTwb/T6/7z7917rMJ/oQT6fr+D/j7bdTWvXus61Cjklv8R7b631LjqAFuTxwVF+fej1deHWZajVY3PP0/wCRe6Hj1brP9weOf96PH9CP6+9de6kCpP8AZuP8Sfx70SAKnr3UiOsW/F7fn6Gx9sMa9WXj0psHJ5pwRcAHkn+l/wAD3rq3n0Pm20jYJcX/AAP9f8/X2w3xHq3Q14eiR1X6AHgWuCCTx7117parg2eM6FDLb/H+ntp+PWx0itx7fdYWBS1wbXDWv/T2yen1FBToAM7t5meX0Ani9r/1+v090fK1HVugwyOAILWAJF7izW/2/trrfSFyGII1AL6QBfhv1X4Pv3XukfVU2Vw9TjdwYKR4c/tjKUW4sHOhKmHJY6dZo2LDm2kMLe2249WXj1sX9nZ6h+THxq6/7spqPHld97dx9FuWOjVZ6k7ixUC0NbFz+lh4zKEP55966v1Sx3bs2XrXAbyzkOOx26UePH0cUGYkKVlBBIpRZKjx3LlheyHj+vts6SNfl1qgFS3RCt7bY3FgsTsvce2KRdvz01YazYG7mlRabY71EflzNNDNEdQ8qlxpl0ix9pWRXGtQCyfATwB/z9VZYpAHWhZcqzeXl0w5Xc+4947V3FsPYSNlKXqqJ+3Mhh87Aaip3rkqwfdbhqMdUoGc0cpFxGvpA9p9bLqijH6lNVPInqys6h4IhqkA1afInp13FtzZ+7+guvPkVgsd/Cdm7jnyW3t0JjqnwttnfVPEzw4EY+nOpYdQEosnJ+v19pLW4G4xpcWuFyGHCjDy/LpNZ3KbnAlxatRch/Iqw8vy6c+gpuu+6uucRkt77jyPUPcnXuWrtp5HtPH0sc+A3DtXNt4MTHv7FzWL08QFiuhuPqPe0hEjB7haSKSA38Q+Y88dOQQ6yJrlaOjEBv4l/peo6A6Lb+x8l25uHZXfO/8AKwUW36qXG7S3xhI6lNrSTkNPh8nhWUWgjkYRsgIXSSAPelkQFkuBpzQfMUxT5dPpOutoZ001agxg44j5dZtjTbT6t7G3pvDuXEUfd/Udbt6fam6Msspr9xbZ3BWxmn2zuPMCu9Y8j6T5YdX05PsvkIS5KzjVb6e40qVI4E/5OkErNHelLlQ1to72/ErjgT8vQ9An0tsTrHsTK7qXd+ax9FS42rroNqYZan7bcM1NV1Zkx2WrXYhXpYYiv9omw+ntHask0rLI1CP4viI8j8xTpNt5iuJ2WZsj+LDEeR+Yp59MPYHTmx8BunNYfD7+oYtv4ClTcElVWSiei3buen/epcdjLXssrWj/AB7Zu9vgcAQSaVDeLTjVx5A9UvNrtJB/i7nQr+LTiDJ5AE8BXoDcbQ5re2DyUGH2hUNvLHZF8pPTUNPOs9ZQAkvjYIyocvpuRoB49lollu7KSQJ/jEbaiPUeY/4rosjluL/bZpmSt5CxcqBxUfhNc1+zp9bKdRYrF47P4nae98H2Lj5Kyhzu2qerroopJZIvFHL90pFTAVe7SKAAR7QFrYQLuFvG3jk0MYrx9fUD1p0WCTb0tU3ixhfxpDpaIVJB9f4lH2dGpyWV3/sLoqg3nsHtfaW49o5ujlhy21Y5ZaPO7Xy84Cz4OChphqq3luWeWRS1x7MC17a25nQq8ZFSOBVv4RTJ+ZPQgL7ht1p9cpSSI5oDQxsRkYy3zJz0SOun2purGYajqsBV43dVPP5MnUUtGVomx88haWaruoYyi5NmHstItr8BZE/VFCaCgAPGvz+3ondNv3VRHPH+vhjpFFCk51Yy3256VGS7EyyRY3rSWamo+tqGqp45MIzyUUWUiqWAkzlXFHbVIg5UkXHty5nljkFtpAt1oAOGoHzPS29u7mC6XbkRBaRgKI66S6txc0406fq9MdtrJ5Xq7rut/vHtmvqqPOw5GuBWnoqkqsiYsVDegx67gte/usUDQ3JtLNqx01934flX06taWT2O4NtO1yAxkCU68+H6JXhSvTpW7ZyFTvvD9R7J3jnN+1G/jil3dhsDVtjtrV+78gNGK2xkskrJGaWjuRO0jWAHtFcCFJfAjLT1P6mn4WY/CtfQdFlwsKXZs4HkukLapgmEllPwR6h+EcOh6quosZ8YO64Oudq1FJ3p8nsdRNSDbO2aiPIbD693TWUYqauGiqoiwqEo6WRWkcXGtSPalBBZT1hHiXjYCL8KGnAfIAZ6Obdtt2S7M9nH9TvEraUhX4IWI4CmKAUqft672F8a33b3dNPvHfOQ29mtq4is3x2d2LWYml/gOI3VIv3GC27gYJv25PKbowPqH1t7tFbMLoyTnuXudyMBvJR/l6fstolO5GbcGpIlZJ5yAVST8EcY/wAPRjOnNzZjZI3HS1eQWv7kyk0mP666/OUq56jeUGSq2p6jsCPJRFtAo6UmpWGV1ClbAWt7VxyyREiQVlk+FQT3D+L5dH1tf3Nqa3S1u5z+lECSZVrl6+QAzmnRgv74Dbm0D21lGqo+jNr55euafIzVb1u9e6u72b7bJ5euknJkFDjpzaGP/NsPfml1tViFjU0+Zb0+wdLLi6Bk8W6oLdWASnxSS+a/YDw65bVmr4KWs2/X79zWztt5PL0lblqPIyTZGqGUragVcOQX7i7RkIwiCxDSF+h9qCWPw8OjeMuXDOKK3n6fI9H4686i2X2vAJ89hYcxhsbWZOOnyIj8Gfra7CBfFuGOpjHmWOEnVH/qvbbKFag6WBQx0nIriv8Ak6V+6uvOn+r90baipshncP27o/j+a7FpIhNRUUHj8VDhMzjH9FRBPCVWaOUEEEki/unTh1cG8uHSyyu2vjN27N19SYqp2p0ZvvGZuSt3R2JjlmG3jBUMBk5oMSUEVOlSOViiXSpvb2y5Bbrw6MdJ8SEyMFTnuveztq951O2nWgwmxN8ZqjyFPuvCZB712d27V10jSwrTIzOsI02KgAe6E06tqCirGgHmeHUnpX4id+dC9rZ7vDZOH23R1lJQz4PbvU+/RjMl1P8AKHauXj8VbtGppImlEeQpFLCGWSMEGxv7TPpftP29FG4fTbhbmwZjStWaMkPFTKt5VB9OseW+GVH2b2l3Xtf4/wCxszsvZPcfX9LmO1Pivu7BR0u1Pj12pi3jqRufr+tZQrh6qMzxmG5I496roQaTXAz9nE/n05bSPa2cS3E3i6SFV8VfyqwHD59FR3t8a/kh0nvrYna8/aqP2hkJYMTvnc0MMlQ2dw+ziJYMBuTBVNvLRSxKsKRSIVa3A591alajj0aqRIx8PSSOJHCn29Mdf1l1H2Rv3fWUxXZm6JOyd1VuL33uLZlNiqnae2tt1GKZVXcOCjhSKlZ4XtGtMzAaL8e9fb07GSRqjIIX58Oi0d57byW8+3txV+LoaHZe+o6PFUtdvrCy1a12fOG0t/FZ8MgEUhnUBHRARwT7TnBp1dvLzJ6Ue7JfkNVdFYXr/s/bjZPb1VFmK2l7I2tFFmcvu/bzVYebbWQo2LfZqnDOLKQFPHvXy6rWh0np/l3F3D1zs7qjE7V3dQ5TqGs21J9hmNiUsEmSrMnMphn2rXVcX7qSUw/4EBrC1x7S+dOlfTV1XuDd8++duQdfbwyWQyuzd3Y/cC7LqxJFBlTJJ5cosAn0gSRyejn0sDe/vR4de6F35R7g3hvLtvMb63flNlbXyWXqIcNkOvd14igp8VtxqSkSWnnx8sakyCob0vJbgk8+6de6C/fHTe1KHrHGd2bg2FsDf+xaCrGL7WoMf9rjq7ZgrpVgoMrhpaIeSaJ9QcXBP9fdW+E9bHHoL93fy9+t5N5T4jDU25MLQz7MouxaHIYirOVhTa2UtJHWVULsShiVv0gfjn2n6d6BnI/y59+5jdWI2Z0x2XtzsXdW6qaOs2ntvNMMbXZemnXWkcDR2BlUAgpe/ujio60WCCp6Ll3D8WvkJ0BmX292psM0+XhZ46o7bnTKUdDKh0ywVlmZ0cc3VgD7bpnp2OZG+HA8+i/0lTS1E09KpmhqKZis8VZS1VDpI/soapED2+l1uPaeT4un+Jx09LTjRdCoB/2JI+tuPbZyKde8+pcERUjn6gfj+ntkihp1scR0/wBIzBk5+n/EH3puHT56VEVTZVJbSCPUxIAUL+WP0H+x9s9U6y0+4KLytSRyVNdUIL+HH0NXkW/wt9jHJf377OvdcqjcK0SGWpoc9SxAXaSfb2bSMf4Fmp7f7C/tkGnT4IpnqfjM5QV6iSlrIJQ/1jZhFLcc2NNJZwf9dfbUhxTrZ6mzy6mYi/5+vB/23trqgPdX06bmm5+p+tv9ifoPaY8T0rQ66OOHUWSR9S3Nz+P6Wv8An3o8Or9Y5fVbVz9f99x7Z6r1Mpo7x3IFif8AY+/VA49XTqVFENV+LD8/U/X2z070/RIOCOB9be25RQdePThFEP1GxJ+ntjq8a1NfTqZDGRMGt+Prf20/HpQOlfQ8Fbf7Sf8AYj6e224daPDpyq5xo5uf94tf/W9tDraZqOg2z0xZJBc6btxx/vf196ORTpwUrToIcrLbyabg+r8/ke2erdBpk6iQuDqNiT/xv2y/HrY6Z1qpf7L8X/p7b6c6lCpkJWzG1vzb+ntl/i6304RVLkAX4A/2PuvW1Uk46eoKpj+T9FsPzxyf949pOlPTik8hFwTzb6/7xb3VuvdT4yxPN/qfzfi3HvQ62OPTpSK5b0/S1zf/AHj/AGPukvw/n08elbjIJi6E+nn+p5Fvr7Y610KOEjcMgAsP8QeT/X2weJr1ZCFNT0PW04iWUEcm3PNr+23GpceXSojFehvx2OIUXVDwLjm5/wBt7T9V6dZsenja6jkXHJ/r9PdW49bHHpJZCjAB9IIu17cW9+6f6QWShVNXpHJW39frb2mf4z1rqJTzNCf2n0cA8k/j3Xj14YNelVi91VdHIms8Lb6fQge2OlHHoats9hoGVXqAn6RYmw/r7bk8uqt0ZDam/wCnKpaZW0qp+v1ufr7Z619nRjdtb4jmWJFcf2De9uP9f2y/xdLF1U7ujG7a3XB44QJVGoLwT+R/r+6Hh1siop0Yja+RhqY45bhhqQsDazKpufbDqaZ8s9Why1D9g6tb63ylFl9t4qCGxYUEKotwVUqoBtb3Mex3Md3YxInEKP5dYq842NzYbxPK2FLk18+hTp6VbIswJkXhQPoT+D7EUcOlxXoCTTnLJwPE9OkdAJFkWRFUMCFFrmx4PJ9v+ErAhh0ia706WQnqOMLj8dQ5TNVHjgoMVRzVMk0oALyqhaONL/knjj3T6W2t4JbyXtjjUkn+l5dPfvO7vbuDbIqvLcOFCjyFck/YOqROyKfLz7x3HuWeItFlslNKgKn00wY+If7a3vGW8lee9muZBl2P7K4/l1njtdvHYbTbWcRDiKNQT/SpnpFU1bRzGzgBgRwfqPac9K+PU+Sipp/0qliSbk/UH8ce2urjh0msnhIJFIWNDwCbXuebG3uj8OtjpAZHbMLFrxLxcX/I/wBe4+vtrrfSFrdlQzlmaBSg/wBpH9fx7TEmuerKxrnoPsvsaDRIqU6L6m/sD8+9HIp050EWa6/piJNdMjAlr3Uf1t9PbHW+gQ3B1vRCZp4qZY5I9RDKoDf8FuP6+6stcmvy6eFGT1I/1V6adlUGz9sZf7fsHr7Fdoda1cgO6uvMkTTxVsRfVJV0E0YLJMBf6Dn3u2lW2mWRl1IvFQaE/YRwPTN3HeXNs0NvN4Mp+CTiFbyJBwR0Yb5Z7d+Kud23tjunrCo3bm+zI9nQbD6l+PkeA/vFtXE0FLF4cbt6vx2iRNYuVMsij+pPsxZLGcrJbzSCVmGmEDKKOHdx88noitJd7sJfp9xhi+nArJdFqeJIeLU8h6dF/oaze2wMVgKPdXRdB8eqXH4qm7Ch7Jr6iE7zo+08eFWHb8GNxZf7XF1EIMZhYKvquR7R3kFpBbkMDHcq+oMMjT5knjUny6NbWeW8kd7eUT2zLpZTWh/0teNPXoa/in/NHzfYfyGoqaFqfqXMbkeHAZfBYypZaDc2cwv7cuWuhCx+Xh1C/qJPuq3e47bci/22VotQUsyEqD9oxU+vTcuz7Tuu3jbNyhS6SOtBIAxSvkCcinlTq4zbX8zSTsDOdv8ARfa81VQ4nrGmocpuXc+PCxZmiwklQkC1csBIEtONQ1sCSPYv/wBcXed22eXZeYZGe1qKzIKSKK8CPMevUZH2f5a2LmGDf+UIlS+o2m3lJMLmhOpTxDegwK9XLbG7o6Zw8PVfX2Bz9PJT782pBndjZenCPh9wU/24lkIrICUWf/VI1jf3kbs2+8sbXa7fsMEyp48QaEmml8eo/F6g9Yd8wcr8575d7rzPd27N9LOy3C51R0OKA5KehGKdGHieKoYiCpp6h1Yh/DNG7I68FQoP4/PsYJokxG6tQ5oQc9R4yyxj9ZGjrwqpFQfn1U987vkaKypyHUOz97rs/B7UpqjNdq7spnikUQ0kXlXb0cin9VwfMg5INre8bvd/nt7ncP6lbXKY44xquZFPE+UVR5V+L7esxfYD2vSz2r/XE32ASSTdtnG/4B5zUPy+E/KvVGfbu4svuzpp8j1lbD4neiZDBZnIZUQ1m4clh6ie67vx+IlJ0Rw8eISqtwbj3ChS1ASNY6rTuHqfUfL16yM8W41SPLPR8aTTCj0PzPHqv7N7r2H0mMPsrrer3j2F3zUYJJuwe0MtknrMZhNm3LGDMZStfThwASsUFI4a4/T7MRt11uSrLNIIoEICxgUJI4FQOP546Lm3G32pngii8a4mFWkOVavxBmPDHp0UbFbP7ExeJ7Y+UuK35R9eb77Opa/rzYdYmS8mM2lsWEml3BuypyUriqlqKkjVEzjnVx7MX3exumh5feBpktj4jkikk78Qg8gBwxx6Kf3BuVosvMMVwlu9yvhR0o0duv4mNcsTxyOieYDfvV/xu2Vu5dlbbym69/7tmWpz3Z2+IWy+HzVXDOaqWqpMO4kRIDKWcShdbg2bj2aXEd/zZcQW9+y24gPZDGdDhOATXirHhk06JlvLDlG1nvbNXu2lX9SaQakL+cnh5oo+Qz1lg3lS9XYhOzNk9hQb++VXf2Llp/7x7wwNNT9ZdabAjH+5VMHjplCQTU6gJEpRS31A9u3Ea7qz7ZutmbfZdqObeFq3E07fDqbiwbzIJp0htJn2eNd32fcBc79vK4up0pa29uvxaUIojKMKKCvQQdVdmbK2R2dN3HkMdtTeuAOb+x7NqxJVR01XlaVA5r8XSSIFHmlBTxoNNvp7X7ns11f7bFy/IZbV/D120WKhGPwuQa4GanPRXs+/2W3blNzDH4N5GZQlzKa5dRl4wRQVOABjpN7h6g7p+S28Oyd84XY+Nm2vuSvrcztug3HkUmqNv7die9Idu46rbXp0kalROPwPb8W/8v8AKFtaWJuJFntlAl8FaCRzxEjjjTyz0nvOWeZueZru+S3ie1umLQmZqvEo840ORX5DHXKHpXc3T2wsPkE7ZqqPu+bIumK2liBT1eG68x9EPukqc3STG3llA5CqTpNvae45u2feN1Yfu4Pt6gGVpKiSdmxRGAwB9tK9Xs+Rt52LYkWTdmi3F2IhWKhjt0TNXUnLGnpw6F/aW4fjtvjI4TfXZlJ2T1/8y4KF6BqyjAOwey4IYtOJ3S6ysIY6chbzQA/4W9lm6w8xbftMm3cvPBecutIHKEfrWrMatDX4tQ8m/n0a7HPytuO9x7vzKlzY8ziMxrICfBu1UUS4I+EKeJX+XWXqfsL5N9udqz7s3TvDF7A2J0xRZHL5J8Ri1xe2/wCAY1nUSYzGVSxxNNVOnjlaFSWDH63923vauR9q2VLDbrZ7m5vSoRXfU6SsB8RBOFrUV4dX2TePcLdt5kvd3uUsrawLM7IgWOSFScKDTLUyRxr0w0fyjy+4s5Wd+0ozUu/KneAwmDwL4+PEdNbm2ZBP4IcDujAgJHNJOgYeZ4iQTe/u8vLC7Wn9Vrop4RiWSdwdV0klKlo3yQFx2g9ai5x/ez/1utA2pZjHBHTTautaBZENAdX8RHQqbyy+0s1mKPuPafx93t0xv/Fwfxaj3RtSupat9tyHior8cyyeaClMxbxIoH7Zta3sN28Eu2qdjs95W+tZDR7eYMqv6ZpQvTzPn0I7+6h3YHmDcNiawuI17LqAqzKOBFK10E+Xp0wdZd5dk7037uftvtbHbq3ns2SgoutuwcvBCaGppqnI3pNp7vemlKmScvdmnAINvU3t7mDlfbLXbodvs2jSdCbiAGhJAzLDUV4DgOOekPLnOG7Xe5z7hdLKbZlFrPQEKurEUxBpknNQKep6kdgYHctHj8jl+xN1YzPdOYaui/ut2Xs2nopt57a3griXEYndtLRFvTJAFjkduLEm9/fttm29nVNotmh3K4Uh7aaoglhp3NGT+IHNPUde3S2vdBbeLsXG227dt1BTx4Zq1VJQPwkUFT69LfI9mdaZLZ2x96dn47G47FUddUYus3b107Nn8YpQRgZOGIB43ZbMXQWJP19hyPljdDuMu07DIY5HUSeHNhJDxotcUBxToTvzVtJ22De9/h8SOJzGZYKmSMUpVgM19T0ydeT9aVW5c9uHauCzHdXXVYs9JW7Xr8i+Lm23QS3kfdf2epY6uqU+sCUG5+vu+6x38UcW37iRt14h1Bl7vFcUAUNxVKVGPXqu0XG1XEs24bSDulnKCGVzp8JTnUV4Mw9T6dGfrNmd8r0biajpHfWzvkJ01nd3yriId6UOPpexOkM/LIBFg8LlW9cMyMNBiRwhAHtHPuOxi/b+sVrJtdx4S0aEkxXQHF518wfXPSqDat1k2+Ofl+8TcoEkYMkwCyW5NKJC3qKAdZesqXJ5KLIUW88duzZWfmmqsF2I9TXGLA5uSjiZpMbunHUTtH9zUxI8tHUWJPpF+fZHdWwtHrZzJJG1HgZBU93khPAKTQjo5tp/rUBvYXhlWqzo5oBprTWBg6gKg9S9n9n7ix+6tt0W0q2ix/XGIxudrOod4zCroczFQUMLHObX3TDOqN/FIQrNESPUpXn3rfdotkha4mci91KtwhAIq3wyIRXsOPzr1bY98vpLhYYgv0bqzW75BovxROD+MZI/LqxXp/5D7B7Y2NL/AHh/3BrTVFNLLvKmbRkFqqJgifeE28hllCiTk2J9hG7sH29zb3Ao7EUccCv2dCy03RNxRbqzYmNQdSniG889Gi7eyG5NkdX7h+RnWPUuy8Z8gxthcFPvbO0dHkMvBhqWG9HnNuQOG1zyJoIqPqD+ePZrbbleba0MMZPhSMFav4T/ABAfP16Jrza7bd0mS4diIx4gjWoD0/CzDyHp1QV2D8t+5e08tgtubgytHsztHHPBmBvOODyboymSHqjosxFUgB4KkXDaSVAPsQx7PbbbLLvph+uheqOrfAVPFlbNGU5A6JZN/uL2GLY45foZYxqTT8QI+FSPNCPPoaejNk79+XXa+3tm7o2qdt5bE5ls3m8hsWsqaDbcEeGp1qf4zkKxNEVHJMU1TsGFwSOfZBdTRWk6pyiWl8ZSNLgF1DAhgB5quQCeHR7aeI9o+4846YlgIowPbIQcGnHUfQDrP8ofl5kNkbd3x8Yejd0w1VZmM9V0/b/buFYCuqaKjkMNPszDZmOzvHpuk8iubn+vs65W5dutmtxPvKAEktHH+Jz5M/npX08+iLm3frHdLsHa9TUXSXJ7VH9FeGo+vl1V/RrFRwx0sKlIYhYE8sXY3eR3PLMzXLE8kn2f3Be4czSmrMf5enyp5DoJYQBV8unIOr8Dgj8/1/FvaWlMdOA1z1zS9wfwP999PeiAR17rMt/r/U8/8T7Z4fl07HTPTlCmhB/qfzwBz7ZdxXHTqJrbPU2JTyTa/F/aSQlcdKkA4HpxiVSQCbDgkf1I/pb2nc6RUdKUi0mp6mxhOeLWtYfi/wDU+0xJ49OdZrknn1f4A8f7x7917rkE0/qAv9f9h7rq631y96691jcg+n63PP8AhY8+7qPPqjnFOulQv9ACB+kH8Efn3ssAaHpnzp1zSmJbW5BI+ijj3ovjHVyhAr1yenjb+o/pb+n0t7rqbrZSi18+sEkRQXtcfQ+7qwOPPpuvWD9P1PH4Fv8Ainu3Xuuzf8Gx9+691mjAUC5sSP6/7f3ojppgQa9cvItgbnn6cc+66R1XxM6euy/9CP8AY3/3j37T1svQddpKzG5K/kWH1970jrRavWUTEXC3U/j6EH+vupWvDrYNOsiuJPxyT+r8f7b3RlC1056vqHWfWV4P0/3kH+oP9PbIIoa9W6nwuT6b8n+0eL/059sPHTuHTqv5HqWtzzblTY/Tk+07L59Pq9MHrMj2b0g3P1H+t/X20w1CnT3TgsilP8D+efr+fp7TU0mh68GIx11qH9ffq9X1VGOuy9+Tz9R/T36vWi+McesDX5I/1QDfni3H193jALZ6oMnpvqCpvYH+n+2PPtTEaHHSWSug9NkttB/2P+2t7WQ/F0gf4T01SDlrAfUXP559rq56Qy47umOrBseb3JuRz+efa2E56RTDGo8B0y1K2Av9T9CPx7MIalc9F0vp0zVKkFTf6/7f2riOCPTpL5kdN866lJ+un8f2re1cR6SSjpvmjBSxHLAAc83/AKn2vRvLpDIuc+fTWyn6Xtbix/w9v1p0mPXDgghhf8Ef4/1976ZZadQp42T0qfS35HIHF/b6NXB60M46isLH8/6/u9OmipAqeuv6f4/77n3rqvXrA+3VkIx1UoD11p+nP+w9uLIlM9UMZ8uutN+eB9bH/WHuvir14Rnz65on0vyOefp/vXuhl8h14xmmOuaqh5C2/r71rb16sqU49Z0W/wDwUcfX8/j2y7EDp1RU9OEURvY/01NzwF/H+x9sE4r04BXA6lRRgknjT/rckA/n3RmoKnPTgUDJ6co1CL9L2+v15b2ikapp5npVCgJq3n1IhjMjXIvexF/oD+PbMhKY4HpXgYHT1TwhyBYgW5/H4+ntDKxXHTyKUyenBV/s8WWwP+I+nHtP0oAXiOpEcYfg30n8Dj3VyVpTj08FA+3qQIhyOAP8ebj/AB9sPKaUOerBS5p1mEK21cni3H+v/T234nT/AIOOPXHxjn0/6/19+1npkrpND1wMY/At/h78JPXrRX5dcTEbcEf4X/w+nu4dT1Xw2pXrC8bflb/ksDwfwPbwfGOqEeR6wSQh7Gw4B5/p/sPdvFA6qVHWF6cMtgfVwf6f6/txWXy6roHWL7U/1UMB9P8AifdtXVdGMDro0zW/Tc/X/A8e9B806b0LXh1wEDm/puP9e5Hu9evGKv8AxXXfhNrWP5/1+fetWaV694Kdf//SpNDjknj30HY6jny6k/rIOfp7r17rwkCki/8Ar/n/AHke/de6ws1xa31+nP8Aj70eHXusLkWA/N/dOvdRGJ+hAH59+691gYEEmwtxb/X/ADx791ZTQ9RnU3+n1H0/r/rD3vp7qK9rkHi4sn+B+gA9sH4j1vrGy2UAsQ31v/vv+K+9de64C9wSeAW54ta3HvdK4691nTkj/Y/717SsKNQdV6zKdLhx9VP0/HHvXT8a0WrcOlRic79u9i2k3B/P4PvVKnqy1pUfD5dCtht5PGyWmWwsOSf949tOamnV+hAh32ujS0lrAcqf+Kk+6de6TmY3uZEf90aTx9T/ALz791vPQQZvcLVjMkTFifrbkc8Hn21kHry/F0nRLZQpN/UGuTz/AK3v3TnWRZ1+mqxFuPr9f6e/de6zrMoIIPqJta9rD21+PrfWQzi9iwPNhe/unXuuSS821f7Y2H+v70y6lr6dXQ0anWfy/Tkf7Y+0vT4NOuSyq35H+uL+/de65eT/ABIt9Bc+25PLrw65+Xm4Yc/UH+n+sfbfW+sq1OkW/wCK+9dXBqOuf3NjbUDfktc/7z7b63wx1l+8/wAR/tz791vrs5AgfX6ccX/p703wnr3UiPIXFi31sPr/AE9sdb6XO3K0ehbj63+p4AI+nvXTnRhdr1pZk0EfjSP9f6+2G+I9b6MTtsFljD3P5I+v5vx7117oacRErgBl4Kjj6X/1/bb8OtjqPncZFMukILG//Ffx7ZPTycOgVz+3owCVjAuDq4vxf20/Dq46CfKbcW7WjA+v9D/vPtvrfQeZHbIIk9PH9LC/14t7917pB123ZEdhoNrsLW/VcfS/5/1vdG49WXj1YD/Ll7Up9v5Lefxv3ZL91t/ei1W5euKKqu0FLupYCs+Px4fhGZebD6/0916v1m+UHVW0dnUdbkt/xZHE4resdVjMxUySGZtsZqJiMdP9kPVpkP1/w9tOajRw69SvVO2/3pMT2Ntrbq0FTi4szTTYjI7bz9LUHrLsalgpzLBk6KV/TQVcsICq7OLufaaSTTgVI6bLBe5lqPLpwwOLoMXmn74+OtbTfcUeLl6i3T17uGNfFt6krUNLmKNjLxUhR/mZVFre2jVpBKopin+fp1FIk8YYPCnmOgQ62613Tltu96bJ63kpsthcNvCk7GG3Fcz/AMIz1HaSpyVPT3KfagqY5UC8rf2ljgiRpFt6oGapA9fUfb59Mw28Mfi+BVQzVIHkT5j7fPoLMi26excbvruPYsu0sH2FtHO4ih3b1bi4hHtzcMRl8NbuSTFg+lZAupFP0INvae7a4kJSzdRKlMH0PEn7fLpm7a5lJtrF1WaOh0nOD5/n5dGD7xoOs+1eu+toOsMlXzdrbv27H/p9wj0qY/aG1aWhkAo5MXVTiy1pdVEYVgbe3CoKATipIp/lr0ukUOo8c1YgA/5/28OikVvVnbu68lPg6PalXvCHYGOx1dvrAYKQU+68zskvpgmroP8AlNlVASrono+p9p5G0KUQeIw4j1X5+vTMp8JCi/quuWHqnlX1+zpIdodIYBaj+8GAkrts7cENJI9G1NUDdOy8U6Dytl/GQ06rIQGCjjkeyu+s1mt/ECmlRVx8aD0+Y6Ldwsop7UTlW0saa1/tIx6U819ei0Z3b1Ss8tPRZpd3UYnWnH8Dpaj7rxR2MeYELFmVvyR/r+0MsM0YWJjqRiB2cR6N0ilt5oYlhkOuNyFHh/F8n/Lz6X2c7u7L/vJ1VmMS1FtXeWwYIsDh3wOLEGU3FGahVpK/dMdiJZAo0BmX6E+088skF7BKCVkU6aU+MVwX6YupXttxtbgOyTKdFAK+IK0DSU647+3P2HsbuKu32+MxWS7TzjfxbP4U0MeXx04roVDiooacBQzgD0AAgn3bcJprO6kubBB9Q470pUafl9vTm7z3G23st7tMYF2+ZE01Gn7OAJ6EiPK9SbfSj7SqY8xt/dWUpzUU2w5iZ8FS7smUJU5GgpB6IEWQk6ZAdP09tiS2iUXsoZWkABX8INOIHV457COIbvco8ckoo0dexW/iC+XqfTpAB9148TdhYPNbRzGOTPfcbnGWo46uEZhiJaOmrTFYPTyMVRVWwBv7RSCQHxrOVcmjVFe70J9Oi+ZZQFutuuUCsQH1Cvf5Vb+H0HSXymz8lu3dsmJ3TDiaXLbgcZbLZ/ERmuw2yqLIHzRvItMbQRKD6YmNwOPfpIVuKw3B7wDVhkL/AJh07NaJfkWl+azICWkXKpXhU+Q9B0v9u0O5c6z/ABS29T7S3di58jUZDBdh4mm/h+eyGQaG8VHJlJGJMTn9uOA8g2Nzf3SGKchttShjK18QfF9h+3yHW7O2vJNfL8WmSJkqbgfGaeRPp6DowHUPx3yvU9LidnfLnH5jrzqfd2frYNvVWwsjSv2Zkt9wS6cVj8sactPBQynVqZgot9CfbdpayxJ9LOTHE7VWmXLeVfMDr20bPeW0JsL4+BaPJqQLmaR1+HURlVPz6XdRsF/id37sPtrbc+0XzG6KupqV2tBmItw5rZewBD9u2d3bWh3MNVUKpD+bkX9mAhSC8E0OnWa6h5gfb8+hFFZWttvK31j4ayv8YOWRAONfn5np939D/EKXfu9u68huraext3ZZdzbG6+2NUx5DI9h4KlJebcEVXRL+x4bgxeS4tf3twZIpJLgFUGQBkt88dKpfEmtbmfclMcMZ1KsZ1M4H48fy6DPp3cvVFTWTZPcNTvfr/bb1+QrMDV0kM2R7Py8SY9o8fjqWvUEwRVMgFPIoA+pPv0CiVfqACpPw/wARH+SvDpTt4W+h+uijMRb4Cf7VhTh/Rrwp0Z+mwuN3zX9YbArcsn9yovPv7eWHp5R9lsqtib7nb2ArP7EeVq7f5dKwuW92QJJk4YcR5D5fb0vtkWQ+E6dydxByEPl/tj5nofOutvjs3srce6smKnJQRCnoNvw01OafCYTI4pwmOwNdTOPUZ0RDrP1JuPr7uAdZPS6JfE1VwK9XL/G/YOR2Xhd6965yjGEg2rjBXb3xub0piMZUQR3oMFh6RrAtVGwNhz+b+2mNT0tHRKM7lsn2JubcW/c1GkdduzIyV4plUeCkogStBBCn0VRFp9PuvW+mWt27FNFJG8MTIykP6RZl/odPtluJ62Ogzym3p8IzVeAyOWwFZFdoazE5Otp6iEkWJiIksLj6gC3unV9KnsYVB4jyPQMbg7V782y8C4rvbtGjpKGoarx1J/eCSSnx1Ve7VFGJb6Hb8lbe2+qeFEr+Ika6zgmmSPIH5DpTS/zLPn7josdFS9+VFS+Inpamky9bRoc5UvRaTTQ5WvgRWmiFgGVyb+2/DRRpUYPHppdvso3ZkWmoEGnDPGg8j0rv+HePldX7iym8+wdp9T9i7yzFHR0Vdmq/AyRCM4//AIBVlDTkhElUi7nT6vz7aKBO1eA61aWNtZwJawMyonwjj+09PdD/ADje7odoZPYe4fjt0rvHA52Cvps3lshhaeHdxjyE/wBw74bMU+hoWjexTUSOPp70RUUPW5Nut5pBNqaMq2rtNAT6H1Hy6YU/mpTS7d25gcx8V9sPmNo1sdZt7sair6JN5JHG+r+H5OsYFZoiPQwKm6+2CKY6XUJk16qqfLyr8unLH/zR9q0GKrqHHdEZXaVXks6c9k5qHNUtZQ5GWe5yFMKOQP44qjUwdVAHPvRqBjqw6lYf+Y38Xds47MQ7W+P279qz5urgyq7bGUiyO18PmIpPNWvjqXSfGtabiQKeNRv7Smtc9KF+EdLPd/8AMq+Im+qzCbuxnTee6m7JwEdDDLJhqNpsTuqkjCtkMfXClA0MWH7cpPA+vv3Vulj2P8sv5YXyHbH5bfuZ7T2tumTHRtXSz4qtraLE5mjhH21JD4APJTyuoRjfgfn2317pqx3cv8tdKrAUGD7P35j9pz4uWm7C2tuCkrqrblTmC6iCvp6C/wC7CvLol7rb23J5dOVLinpmnr0c7rbfHwj2/wB5bd3Psf5V4XcOC3HsGXZ1DlMxOtHiaVK2MxU+1Nw4esctHErNpV2sEHP49tGnVEkZk1OujjitfP1+fHpU4T494La+f2f3h1dvfaOX7AoN25bbKYebc9BW4nZVfJOU21ujAS07gNTMCWJBKi/uknw9WDaqlhj/AFV6csp8Udx0++sf2b3tRZnKbO3humTGfILe+zJjnKTbeQr1043dFFSx69EDBkEhWw+vugUnh1qSbwgRGB4tCUUmmsjIUH1PQWfKz4e7R3LvXD7Q3Rtvb+c+P+28cy7K7t2vhlwOUz8k0euhxOQrwAs1Wf0spub+00ivqxkDpywkNxGs0i+FLIKtHWpU+dPkPXz6q8zf8vRt95bc3+hDeFHtFNtUvlmwHZlXHSmrtP4AMbWz6Vc6fWVF7Dn22QGFOlHeoGqpPqP8B6KD2X8d+5ul6iZd8bSWuwUGhE3jtKsi3Ft6p13AZqigBWIf8GPtPkGh68syyUHBvQ+R6B7+MY6np/upWqEjLiOJDSy/cVcpOlKehi+srs3pVV5J9+zTHHpYwYHUR/L+fVxnxP8A5YGO3ZtjC93/ADs3plOgulNxwJX7F2bi2Kb/AN2UlvIK7cEIs9HSyryFlW9vz71p/Ex6QSzzo3hWsWsniSaAV+fr0fjG/JL4AdF56l63+GOz+t6zA7Nx7zdl9m7+x9LkMvSsH8PiwzVmozzMbHSgufx7oxValeHV447hkK3ZBrmi+Q+3HTHVfzTOmdvbvodn1KdL9kUOarkGS2xuLqBsRk6Sgc/5Rk4a6oUBgF54+o9s6xWp4Dr0ljHcAamZaUyDmnp1z33hv5Onyty8EU2N/wBEO+cyssx3h1pUpjYKCSG8dRV5HGBjpjV7kiwv7acKxzimelJilif9M6lC8D6jhnquDtz+XR2ttY7l3P8AHfIVHyJ6jwz1FTjcrjaZ03NkcTANb10MJ1NUBFvcIObe2SM46dQl4wzDSx8vTquqGsSolqqZ4qqirqKeSDIYvIU8lFlMbVRNpkp66imAeNlPHI9p3+LpTEe3SB+fUnRqH0INzcA2N/8AY+69O9YpFJCAHTb+19Abe2Tx6oenKkYFR+OTx/jax968j1dOPTmkf0NvqBc8f7f2z0705RH9J/2H/Ee6SfAevHpziYcG49I+lvr/AK/tP1ZGINB59S6X1yrf/Hgf61/z7afj0pHShhkClQRYccj8H22eB695dZ6mW6G/NhwebX/p7Z6qOPSDy/qDfm4b3bp/oJs9F6H0ix5P4te1+fafrfQX5FNQ/wARq/3v2048+tjj00Rwtq/NrH+g/wB79tdOdTEjIt6TfgDj/ifbT8etjpxpqd5ADYix/wBvz7p1ZRqNOlLT0hAXg/48Dmwv7SdKOHT3TULvpsCB9fxzf6/T3puHXulBR43+oJJN+fr9Pdetjj0qKLDM9iqG/HI/pf23KDg9PHpdYvb7MykqTz+ATzb/AA9s9a6FTCbedmT9thzb6H6W9sHj1vodtqbdOuMFGNiCLfTj/Ve6kgDPSlPgHQ90WD0RISvPFwB+B/re0vXusOQokiQ3Fxa4HA/1/dW49bHQaZoqoYE2+tv9YH37p/oIs1UBdZ4+p+v4sfr7ZlOQOtHpgSvW3JVv8RcH/be2utdZUrRf6ix+nJ49tN8XT6cAenOGtKtqD20kHgm/ujHtPWz0tMPvDIY5lKTMR9LEn6Xv7TeXVBWvQ9bT7fMTJHPUeMjQCSTpP+x9sv8AF0tT4R0bLZvatPOsN6tJLAGwf63t9fderdHR687JjmjhRZVKkLc3+g/oL+2Tk9V8+rFOi+5qbEqmJrqz9uRlelqGY6YrnmJyf8fZ9su8NtzeG/wtwPp0DOb+VV32EXUCjxFFCPNvn1YftzfOPyEMLzvCweNWWWORSAfxYj3K9jvEE0Y8XTw416xq3jla7tZGSIMCDkEHpbpuXDxRs7Srf6lpXAWw+p/1/ZoNxskXWxoOgy+y7i8gQLQfIZ6A/s7sQ5+nG3sW3ixEJ1VbRm33kg/DEfUewbzFv310f0Ft/ZD4qfiPUncj8nDaZju1+NVw3wV/AP8AP0Ubd+Koq6KVXjQghhwovYCwAJ/p7irc4omOoDh1kFsN1OgCOa1/1V6KJuraDUlRJPQXU3NlBP8AX+nsibhjoYtig9eg8GcrMbJ4KuNwFP6iD+Dxa/trpzpQQZymq0DRuodvwSCQf6H3VhUde6xSeGUszkH6kG/+8j2z1vrDJRRvCxCjQOA/5H+sPbMgoerrw6RuTxcZUgAPq1E/1v8A63ts/Cer9BhmsMoDnxj+1xY3+v09sdb6CLP7fTS5C2uDcf7z/T3o8MdPRnB6ADcuFkhmlkgJjLLZmH9Bz9B7aHr1bPkK9IvbPYnZHUG4Y919e5n+D5mH6SS0tPVwtE3Eg8NQj6WI+jLY+/LNcQkS2r+Gx8/MdNTW1teQeBeRiWIfgbh0JeKwXVXyGot7Ke1NxdS9/dh0VRi8wN5+fPbG3RVVSkRyUFTfw42V3YKJGsFB9qYBt9wwWeVo7gnFco7V4sfw9Ft2267cmu0t0ns1+IJ2yRoB+FeLEfLoou8v5YPefx9l6+qMZhKpM3T18+4tydk4TOU+WxeMpsO33tHXUdXTXBWQG72P04Pv24pdWspN+BXggXKkEcRT08unNq3HbdyQy7UWzTVrUqw+0Hzr5dBpW9n5559xd+ZrdUtTSZGml2zhsLjNSbh7iq8XkhQV2IyVCPWaFnUgqy+o8g+0Edgzymz1970PGqgUrn59LJ776RReTpSNPP8AEc+XmOre/h38i+xagdf9f5Kjj21SZao3bm9v0+Vq/soOuo6jFq9DtrG09YfLDUav83Hq5Y8D2YbVe3FoU208Y2Yo7GoUn+H06Id/2u0v45N3WlJY0V1UZkCmv6lOPzJHUPoP+YT3Z2NsWj2riOycrRfJvqD5B7y2nuXAJkjRT5jrt2qpqDKZjGT3dmRFWNTbkG49m267vu2y+Dcbbcz27K2G1EpKGHcQfOhx8uiy05Z5a3u7ntrqxt7q3kiQtGQPFhdQNIxkKwz0VOs+StV3HkZ8pV7pp8Xi+uuwc1ne8dpUMklZkN65nb833eSwoqgx8mtVGqEfW9rewk9tuUMouLyNtVydet+Lhj8ZPoT59C9bva5rc2W3yoEtF0GOP8Gkf2agea+Y49LqTvL42bo3Fmu3ajdu8Kar7gw39ytl7J2RHPjsVgMvOBFgU3bBJqjo6emOkTuVUGx9mllFEZZXuiFeAYjrkj1B/EPkOiK++vNpFDYKGjly0p4U/hI/C/zPRTO4er8H1vsjNJvTtDbvZOe3DuqgHYuzOvEdcV989Qss+d3lLE5kqYaelZNMcTqpdTxz7WG6mluAdv7UC11thz6JH5cePRWIreG1P7zBMmqiRjKrX4pJaZOOHRAu++6a7aG548nV9JblyvTcVLRYPb1SfuUwu52ijENNBjoR6YvIPWkbXPHN/Z3smwG9Txo76L6lySwalYv6RPy4Hoh5g5n+glFtLt8rWigKjKDpm+Q+3iOkjRbp2H2VNgoMHis3071Rtyasy2+d6b3RMrufcO/qql00OzdrQKB9tjIm0apHUqouT7U3e3Hb7Vo74i93CYARRRYRIlNTM583Pkta9IrfczuO4Jc2Cnbdstyxnnno8skzLQQIvki8SxFOi974j2fi5NxUGW3vubvnee45oaOI7JoZI9hbGpqn04/FtXwL46qrhjv5lgI5HI9iUW13JDbvZ28e2RwrqrOwM8pGWanEKTw1eXQQM1grXYvryXdpJ30j6dCLeGvwrUYZ1HxafPpl7QzGy9t7Y692VjMbTb56z6+iGQ3zX7fjXE7zz2+aoa6PDZMvcyQ00hXgjm1vdNhgu72/udylka13G97YfEBMMcIwzp6Fh/h6rzHc2G37XabXAgu9ssCGn8OiXEs7ZVH/AIgp49RsJW7xWp2TvfYG6N44/L12Qqakdk9iPUYfYe0aqma8GwaRZtESta8bSPdWP493vYbJorjbd6hjKQrT6W1o9xOD/wASSRUn1oMjpvbptyilg3Pl+4lV5XL/AFl4SltbkcbRQaAelTg9JbJ7E7N7qz28+z9uVNdLFt3OPS753VhsujY/HZ8QgTy0UHP3ETrdiU40n27a7rtfKe3W+0biit9QmqCKSPveOuA7fhYcBXz6R3ux71ztuk+/bZMyfSyUmmik/TSSlCUX8anjjy6RtYd5bhxY2LSZWr3LhcTWLkaXfVdEWeLMxOHkxWPzCAaIA4s8Grj6e1kc212Eo324hW2kkBU2q4rGR8bx+b04NTovmg32/hPLttO90kR8QXbjIlBr4aP+Fa8Ur0YrOZztPfOI2jB3X2dR4/b20zRU0eD2Zt2pjqMpQ0oUxYrcc1FpHjdVFpZbqWPN/YVgbZraa4PJ+1s0k6nVLNKKIScvGD+IegzTobXQ36eC3j563dVjtiumKGIkyAAUjkK/hPqcV6RvYNXsDcmcGS2fvnP/AMDAWjOyc3T+P+HTwjRNUUFPEq+QQn1B19327982Vv8ASX1mjPhxcqalgfwux4auFD0j3cbDe3X1m3X8ixntNo4oFP8AEiildPGo6e26z3RS4Rt4UPbGdxy0tNG+c3RQZsTYjLbeeyLhKzFuW8VRHewVuePbKc1Qy3b7S22xyrKNKxNHSRJBnWHxqQ/LpRJybcwWse9DdJYPBOppUlrHJGcaDHU6XHz6mpWdy79mjxe2tx5nce3sbh4aH+J09N/D8RksGq/tUW4q0KIp5oBq8R/UCfr7TNPsW227SbjbpbyyNUx11Oki/iiXiqt+LyPStYeYdznEe23T3UCLiWmlXQ/hlemlivl5jpd9e9n7R60/jVFW4I5LpvfmNfZvbFZtnG1uRqqXcMHMWTpkkaRY6iILpMgAJF/Zbe7JunMDJBLMYtztP1rQSuqjwjnTUUqG9Py6NbHmDa9hDSxQibbLz9C8MSMf1hjUQa5A8+uFLsZ+taKfctHV0uS693XI0+16edf4luLL7VqW/brTjBc+aBblo9Or2j3Cdt/kis7pWiuoqB3B0xJMvEavINjNadLbK1/q0kt5auJrSbKoRqkMTcDo9V+yvQ69F7a2PguzMHm9n4+t7a6T3Bjqr+/uz4JH292Jg4Wp2TJVNHTzkM/hYmZYQt9K+y3eZLm8sng3gm13CBgI5VHiQSD8IJGFLcNRPn0ZbRHaWlz4mwlLixmUtJG/6c0ZOG7TlqVJ0gVx0LnT+y5ey+o/l90p0bntxZLbu3K5Ozep9yUta9A1GsFS1THSbrqfpJUxspjktY8eyreL76TdNo5i3m301pDd27jUNPAyRjyUjI6Ptts0v9q3TlzZJ/EVR41pcL2kPWuiQ+ZU4PThtHfFTkaShx/XeI3bVd/4nZFDubsvq7eVHU09LuHdm2YkWk3BQ1tUNGRxs0KO7JBzyAT7ZvdphtJVvHlRdmmmIgmUg+GjHKMoykgJAFeq2O6z38UtkIpDu8EAM8LKR4joMOCfjjIFccOjQbhxWY+S/SG1O7On8l1/uHvbBbjTfG/OpHNNisVQSYm0e6NmYzDgqTPNBD49Ci9zc/X2FYfoOX+ZLjbeZBMlhIhjWVQSxDf2U2rzUMamnl0JJjfb/wAqW25ctiGS+jcP4ZoFBX+1iKjIYqCBXz6L7QZKpwHUe8O5+usbU5XAbV3hJV7h6ky+OqMZmtp0GdrRPu2hFHN6qmGjqWtTuosqL/T2aXFj+8N6i2LdXWIzRhYrhGBSVlH6TE8FYqO6vn0WWl0bPZX3vaUaYQy6pbaRSrQhj+stDl1DHtI8h1dR0tuXZu9tu7S31uHPV26tsSdc0O1J8HtnIjLQYrE5tfDJUT0UBYtJBrYFzylufp7BLJOt69rdhg0RKsG4gg0Bp6eY6HJMTWS3dgy/rDWrL8DVGV+3y6J78ovhJs6jwWx5cnu3bu1d2bazuVzlX3HmWjpqeg6Rnq/uYqKrnuq1eSgp7RwQL+4T9PYm2+/v4ZztwjZoZlA8FDVHlpRZPkPNug8bPZp4RuF2QZoiSJDh1HExfMVwD6dEg72+aWFx21K747/CSbPbM6OqKRaPf/cWXU03Z/ceUVfHkvHVkCWkxrnWEiuCVtz7H+37PYctytdkBr1wOwUKICK1/b+EZ6AG77vfcxEJfhfDiJ0IuFAB7ftalKn16r8pUp6GFKelj8MCm49ReR3Y3aWaRiWZj9SWJPtNOZrljcTEl68f83p0ijcL8OOp6tcD1auCQPaNloa9KFkNc9SI5Aq3vpFrsPyePx7oyhhnp7HHqZGwa7AXt9B/yL2wRQ06cQ1XqWg0kH/EH/W/PtO3E9PJ6dOysHQWPpH1I+t/9h7SSCh6VxsCuk8essTDgA35sefyf6+2WWo6eDHh05RylSLgXAtb/eb+0zLUU6Uq4pnj1KRlBup1Bvrf8X/w/wAPacgjB6uCDw6lK/0KEXtyOB9Pyb+9HIp17rvUebtp/rze4P4960jrdesd7k2uVFrE359+oBnr3WUKBz9fzf8A4p70c9eHWZOL/wCNre9dW0N1kv7902I2Dam697114kHtPXAj0SXNvqR/j72OPSdhRqdNp4/3nj+vN/b3W+ux/S34+trf7Dn3rpklj8PXm0gC54/x+v8Ar8e/AE9VJoKnj1iM6L9CW5vp/A/x9uCNjx6TUz1iapBBso4va/vfh/Pq7vqFOsfnI/Fz/gCPe/DHl03UeR6zrUg8AFfwb/n8e6mIjhnrYLL8PWdZCB9SD/he3+v7bI8j04JRwbHUuKYqBcixtf8APA+nttlqKdOJIDg+X8+pqvaxvdPre/0P+PtoJUEHp0GnThHMpIueCRzc8/4/7D2kkj0nHT6v5HqZf9LD9J/1P5IH59pnGa9KUYcD1IDsQCLf4j8D/C/tsgNg9O9ZgykAki97WHP+8+2WUqaDh1UjPXL3Tr3XE2Bvf634J4/w9ugUUjqppx6bJ7i//IR9q4aaj9nTEldNOm9hfVz+pf8AevauM0UH06QScD0seueoe2O5czXbe6h6v7E7Vz2OxkmYyGE632VuXfOXoMNHVRUMmVrcbtimqpoqZZ54YWnkQIHkRC2plBO9u2rdN3mMG020t1Io1FYY3kYLUDUVQMQKkCtKVIHn0Sbnum2bTCs+63MVsjHSGlkSNS1CdILkAmgJoM0BPl0KMvwM+cLa1Hw0+V1ubEfHft03/wDWP7EScl85Ch/dF7/2Sz/9a+g5JznyfTG7Wf8A2VQf9B9M1R8CPnO6FR8L/li2k/8AeOncFyAb/wDOn9r05P5vrnarz/smn/6A6Qyc38onhutn/wBlMP8A0H0GPZnxY+TvUG2/739sfHHvjq/ai11Ni/70didQdg7K28MlWq7UWOOa3Ljqam88wjcxQ+XW+ltINjatzy/v21wm43KxuLeMkDXLDJGtTwGplAqfIVz1az37Ydym+n26+guJKE6I5o3ag4nSrE0HmadFzmBccEgjkEfn/D2iRhSnSuQFuoQiZ9KojM0hCqFBZmkJsqqo5JN+APauM+Q49JXGOo+Sx9bjquopa2lqaOsp38VTR1kMlNU08o/Uk9PMFdWH9GAPtZQqdLihHkePSEkMNakEHzHDpuso+jfggn/E/UH3sUBPVTkU64kWW5GpTwbD8/4e/AU6YKgHqE8RW5S7Kwvb8C3P09vrJXB60RqpXqMV/wALH/W/4j3fB4de0DrjpP45976oVI69ob+n+8j3rqvXYQk88f48e/de6yqpBtyfxx9OP6e/fPq+g0r1lSK59Vzz9B/j9L+22kxQdeWo49TFisAePra3HpA/NvbNc56uB5DqaiahZblAbsT9T/gPdGfSKjp3TpFfPqbHGBY24PKD/U/6/tPI9RXpyONmNT1KC6jpUcHm4Nvzz7TM1MnpcKqvd+XTrDCCAACFABP9Sfz7RSSZJ6URREd7cT06qmlAoB5N9XHH+HtLxPT4BdupkUTOeV4JAA/Nv6+23lVfh6UKhJonTilPY25ufyB/vHtE7lst0/4Kkd3HrPHTAEn+vHP1v7ZaX06usS8AOpXgFraeP6cf737a8Rj59OBG66+3/Onj/Yf7Gx97Lt69WK+nXf23+0H/AHj3rxG68VPl1hekB4ub/wBbfTn24JT+Lquknj1galZTYG592Eq8T0w0WfTrBJC30Zb+31lPEdNGI0qR1GaAA/Uj/Cw9vLMoHTZQ9cPCbc8n/C3093EoI61pPXHQRzbj+hH1/wAL+/a261TrhpP9D/yUPftZ60QDx668bXvb+n5F+P8AH37WeveGOPX/06RFb+pJH4v+P9f30IZq4p1J56zA2/Jt/h7b691763t/ief6e99e681uACTxz/T/AGHvR9OvdcHSwvYEkX+p/p/T3UinXusJQupIA4sCbc/X8D3rr3UZ7WIA5Fxf/H+vv3VgK46gzi6qQTf88n34mgr06OoTAk+mxKknnkL/AK1/bJya9W64yMq21HUTb+mm3+v7117qMzEEf0N+P9697Bp17qRHJbSSDa30/wAfaZxRiOqnj1JEgPPI44+n+v7r0pjFBnI6xl0Wzk8G9vxz9OR70TQV6t5UHDrPFXTxH0OCBzYn+n+t7YrU16304JnKkC2pr2/DsB/gffuvdYKjJVdQCrzWjIuRfn+tveut9YllCKALc/U35/2/to5PXk4165GpX+pH9ePr79051kWVf1X/AACPpfgfn37r3WWOa5J1H68ekD/XHtkmjV631mMy6QxN7/S31B/1h7r17rmkouAXtfnnkj3o8KdXQgHPWcSg39X0F/1fUe03T/XNZbWtcWv9bD/efeuvdZPOCBa4Iv8AUjk+6uKivXuuPnt9W4H5FgT/ALb2zUcOt9cxMPrqP+3HvXV6efXvuVNgCf634t/S3uhx1brgaoDg3FwPoR/vJ96691192LW/4kH/AHv3oiop17ry1ZvZSbgj+lr+2SKGnW+l7tuWRpI/URY/70b+69XBPn0ZjaD2MRIudQ5+nthviPVujO7Xa6oSRcD+vBvwP9796690M+Nl0BCxNhYen8H3RzinWx05VDiZG+hJ+l/rb/W9sHp1K9IvK0gdXIAPAvcf19tvw6cHQdV+MRidCgC5vq4/HtrrfSKr8QPUAi2K3LDmx9+690icjhR6rqv9L/UjT+kgf8T7bbj1ZePSMaDM7azGF3dtWofH7p2lkoM3t6ujBvFXUribxN/hKF8bD+h966v1djuKDaXy/wDjdW9t4agoczmM/t+Lb3ZWMqyJp9odi4yERUuQWj5MccrgshAs3tuQ4p69eHz6p77FwUw2/Udb7vpcNlZM1Qx+eqr6QR1kWexreLHVO1Kp1/aKhU1xKwB5PtvNKdWrnoilLmDQZDcG5dyYOaSu2xSy7Y7O25t2H7FJcJAPDgt+4akhAFRX0qnXVqASx+vtO6uWqxqOvdxbWc+vSO271zu3YdPuLsPY+/PvcH2RTTYvH7pwBSCKtOTUxRYSupyV01Qjf92NgBqv7ZKkOH/Z8j1fQNYkGMHpE7JfYxzeX6+3l1vl8d25gqGj2zRHa8stDV944yYlocTVRvohjrqS5JkjcsSefaJI3+qcyoNWkfq8Nfoo+zpBFHI12+uMFiq/qjGsD8I/0vSmy22Ol9vA5fsCs3htPY++q6HGbz25TrPT5PYm/sMvhw+ya+pguwmqI41kLE+o/nn21JLDoPjnscgE1yreQPpXq8s1ppP1B7HIU0JqG8gfSvTXvPc2Jj3dV917bqew+u8/15t3HbOSnx8FRTvk6d0NPhxkFOlqkSAgzeYWt7tKkLOspBBTFQfL5+vT8kMbSLOQQyCgI9D5H1/Poo65I1dDn69t97l3J2jVTS5uKlpMU9djMfgJqwT5TEbogAJ1PdmjUAgD6e0Li4RNEMlHrqFRjT5g/wCTpEfqogYraYiapYBh2hfMH8uHSNxFBiJ+x8f2BX5up6n6+ra3wU++MVjYq2LGViIqzQ1+Bnt6GfVxJGB7QXbQmP6tpPCUEAOuSD51X06S3bWwi+vaUwKMLKuaMeNV9OlLvHD7TocnLiMFFH2H2ZumoNZgu2tlfd5HHLRTTg0dRnsPChioTps8pQWSx/p7YnHh0Mh1yyCiyr3Y4gt5KOmn0xaPH/UlmFFnQau3iC3ko6jVu1c7isRvLN1WaxmG7ewUCxLuSuWSpwvYdLMumoptrTyr6qqlQBjpAN/fmhuniLKwWcLlvJvs+zq7xX0sbPBIqXOnLfhcDhSuajoNcPidsZhcHk8xjs1X7exlRS0fZW8s5OlLJg5spIDJ/CMWG/cW59blbj2i7EkQydyDDu3AV8wP8PSM6YZYpbka0UgSyNw7vML5j16U25ut/jrT9uf6M4uyK/ZO1K+KGp/vVRVL5TbdbDLAs1DVVtOxKefWSCtvT+Pbdxb7SLk2xJikNNJXKN8/SvVLqy5bG4PY6jbykAoVOqJq/iI4as/l0v8AI746u2btDEbQymGrMpgKfI1mC3juLa4Rzvraa1ixR5KsyXEqVIj9ccQ4tce7yPb28BiIwfj0/iA8yelVxNZWNt9FKpzmVkz4qjzJ/wAnXe6dmdAZbd9JQdF7p3NsDrmphop9udvb0l/glDTZ0IsmQp4KumbyuIeVVwL3F/r7bZrWSEpauYkIw5wCfQH5dbjfb7m38Hb3MEJHbM3aGJxpB41Xj0nMz1Pm9t5M57ePYHY+9sjDXQt15lVr8nmIuw8zLKBQVO3mrmLGIXI8jWNvadLa1t0Fyzu5Tia5cnyUfLpq2sNssIv3gZZpXiPcxYkyk8Ag8wOHS13xW5kdgw7ZyWCpaPs+uwVHQZs48DI1MMUkazU2G3UvKGUllMoVmsDz7VlEebtAqy1qOKj0b1+fR48CXF7rjVatGO5fiQcQjjgTXj0YSHd/deeOzty5bc3Ue28vtKni6/yOxYHpcnuCbb0KeOmraDD1A8UEKqv72kgn2631Pb4hVGX0zUep6WONyRElkkRGUUZVzqUcCfQ/LpX7Rx9TuCXeu8e7KrauJ2NJQy1OJ3dtKhhRqTI0jGPD0dOlOv7UzTqgKIOW/wAPdoyQuotUHgejGCQrEZbiVSh4FRQgeg/PoWsZs7Ede7Q27vDIxVGEqN5TQkbUaAVee3plMk1qbdOVhe7KF/WsYuB7voAUGlP9XE9LolVV7ajVmp4mvr8+rN/jJ1lLtSLbOAXFy7hbN7nx2UpKBKcLNHn651tW5+oHLRxI3CG4UC/49+oOPTwwCvr0ZD5l9pS1+dl+O+36qA4TbWRpsx2HkcPMGo83uGMB6XEvLEbSpTNw4Yn2mYUY9KBw6K1S0saRRsAqKotGAPSFtYLp/oPoPdet9d1AjVfSqi6kMAAQf9v7akHn1scekNnaaKop3JRQwDA8fi3FvbfTh6Jn2jTrFJLH9ANWngG3+F/bZ69QdFYr3GuRCSbNcW/A/offutjBr0k5+ZLkcA8AfT20/HrYOM9YHBLavwf6D8Afm3tvpwGmeorr/T6m4Jt/vNv6+05FG62K9RHi49Nw30B/oCb2PvXXusJiKm4JuTfi9v8Abe0prXpQq6evaXvyW/2F+b8nke/dW6x+JDcMiyE/6pQePytvbfXuuX2FNLbXTU7fUKrRLxz/AK3vx+En06sBVacM9Y027igsqJjKKFZeX8NOkTO5N/ISo+v+PtL04wBxTHp0oKCLN4yxxu69541BGqLFQ7nylPAqr+gLDG1hp/s2+nur5XrwqCeh12N8oPlb1hGYNifIDfOPxMrRmuwecq5tyYfKCFg0cWSock5SVRYWDA+2gSDUdVdIpWBlAYjh6jyx6dH62b/Ow+beIwmF2Pvza3UPbfW2Hr4ckNpZnA0ODWWvibU1fBPRIWjk+pUL9D9Pbcjkmh6SLsdpHcte27MszjTqqTRRwGftPRpMD/OG+NHaWRymI+VPxHkxmyK6CAYCu67jEGV2Vl4bE1MtTEFespXYXkMp/SSPbP29OTbfe6o2srkxlGrJUVEo/hp+E+lOrD+lKr+W38vdvHaHVm8aLAZTK00lHu3aMuUQ/wAVkr7DBvgMVkjHH54mH+UIg4v7qwjJ456STS7zZeJcqodfwBviBHxavQenUj504v45/B7r5e1+3ehut989o7Ppsdg+s+vNtYDHQ/aRRUSwYXM19FTJeoqpWEc0rsDZiefbTq0bFTxHT/LwWWz+sjlaZZSSSxPxA5A9ADUDrWo+WvfPfWR6mHdvyH3BPjd3duSVOM6b6qxOdmas2liD/nKnP4cPaCARFREhUAfj2mdiBqpUngP9Xl0byyGJaoNRY0AHr6n5DzPVQdFuv7vHyrs7PxY7fGPniyuUOVmaPE1dRTC7x045Wd9Y1BWBHvZBYU/b8uii/wB5ht0eCwkT6gYq5OjUeIHqehl6UzPZnyL3BuvbO9MfNufdNTh55NsVlNQriagyUEZNTImWoQDHAqBfTqFx7YMalSGao6S7Vu28XpeC8XuoQhI0h6Dyp5fPp72h3bjfi/udeo8511iYt47gqDjt+b2zmfqKnHPha0Hw0mOqVLiFASBNKh1A391ZCUqmR5dPPzTZWe5RbLfL4cjjLk/pr/tvP06tP+Onzk7M6iw2XoensjW47NbempCNt4XLnc23sjgXk8kmYw1TXPrFEFJNRcCwvx7T9wJ1Yp0JFMbqJYmWRa4KkEEfLo++e2F8ev5vvXNN2D0Ztmg6k+cOFjqcfWxYuCGh2X2dU4WFjXxVsMAEQmqCjFZf1Ekc+6/2x0r8Xl6dNyTHbkkupWrbAgn1Sv2cRU/l1RPlsbm9tZ/cG0N2YqpwG7toZes29ufC1cbx1GPy9DKYamNA4uUJGpG+hBHtmhGfy6Mg4ZQ6Zrw+YOeoYAcAD6AXAYe2TxPXjx6c6dDdC1rg/wBPqDwOP+J9+6unHp3UhE+gPHH4t+ePbBwadO9dJJc3VrD6WNvr/Xn3R/gPXjw6coJDwCP6aufx+L+0/TkQGa9OdM4VwfyLm9/r7akxnpQB216dY5C7oObEj8/7H3TjjrXTpMn7fq4H145Jv7Y6r59IvJxm/Ast3/r9Pez0/wBBtnaUsrFLG4JtaxPHtjrfQYVlCzSXYcXNwP8AA+25AOI62OPUSPHE/RQCbgcfj6+2enOnGHFlrXUXsPoOPp7af4ut9KDH4sjT6dQsbcHix5906cjNG+3pa0eHaULaMA8fg/S1ufaUihp090p6HbbsR6SfSP8AAD3VuHXulfQ7ZufUouCB9f7Nvrf3TrfS3xO3IwbtYAX4P5H44t7rKarXp7y6ErE4ClS2pB9f7P8At/r7Y610KWFw9MmkBV54+n4A49ssADjrfQy7co6SBk9KWNgfp+P9b2066h9nSoCigdLisyEEI0qAileCAL8C1r+0/Xug9zOZi/cu9xa3LAW591brw49A1n80n7h1j+0ebcc/Tn37p/oFdw56MI95Be7f776+2Jfi60ekVFntV7MPr/UeofW9r+2+vdT4s2COG+p55HFh/j7ZPHp8Cgx070+ZXj13vbTyPx9Bb3R1qK+nXj090uYHAZvyT+P9t7T9aFCenaPK/QhiPz6SBb8j2048+lYIIx0s8JvfJ4iSN6epcqv4LH8f7H22RUU62ejWdafIF6aeGCtqmhPpAJawv+SCfbJwadV6sL617upKgQ/5brJ0n/OD6/7A+9HhU56ejxQ+nR+dgdyVbU8a0+UnSMEenykhTbjTc+/Q3NzAoEDkD9vSe5sLG9/3KiVvnQV6H2i7OqamnVanJzS6udLSkC9/9f2sXdrpV0yOT0TycsbcX128Sr+Q6lSb4idAPMBqt9CPx9B7bfdWK0HW15dRWqaU6TeV3RTyRszSqG5/tcW/1r+yu4u2l7Rw6N7XbVtz0FOaycdRJ+oAD88fk2t7RMaL0bE46DbOY6irlcMoL2PIADX9tdXBqOgWzGMr8S7S0bs0fJCjkr/U3/1vemNB1vpno96zU50VYJ0nSS1geOD7ZFKV630IWO3LSV8N4plNhymoE3/I9tSFq0pjy6cFaUH29dVVVSLTyVU88FNTobyVVRIsUEV/oCz2uf8ABb+2TjB4Uyfn1sEfEeHSUrqKrqqFstDja2XCB9JzX20seOVzyqmeQAXP4v7bEcpQuUOkedMdaaWAP4QkUyfwV7qetPToKczHFKJGDLoBYE25F/oR/gfwfbZyO3P+bpUilVApQn/B0B+4aaOV34B03txx/wAhe2e05Hl17jx6BXcGMUlhZL+qx/qLfQ+6yZz1YGnQfwwx0tV43QGNmDAFQy3uLEg/kfg/j3QKJAQ3n/k6ejYirA5+WKdG76q7h3fsaMRYzO1mYxlRFHFVbf3TWTZXDS0oFpaRYaosI43HpKqPp7ZSaeGTXXxAPJjUflXpi4torhSpHhf0kADV9ccadC1DjPhb2jvDHZ+q6ko+kOy/D9pPvaJv4nsWipnfyVA29t6pH28NTLN+8JFUG/59ncd5sVyavG1pIT3OCSp+Qr59BeXbua7IlhcLuNvQ6YWULICeDMR+EcOir9ldG9mJ2bSYzpXufbW7sNS7gqtx53sfdtPHhsTQ0LAOkJqoRZaqlUEgKeePaILHJM4hcOkfwOeBPp9o6MlZ4rBWu4jG74eIcaHiR/R6qz+VOM682n80No7i+Im8q7f+8O1MjiNp5XC7RyVe26Mt2BFGINy70yJAXx4uEiZNcjBSDe/sUWFrdb1sF1bblVLewUyieWiooOTEnqzHIpmnQPv90g5Y3uxe0RXvt1kEPgw1Z6cFkkNMKq4JJ6Kd8yt+43rTtuXqToLM1FJWYHMwZrsfKYib7rE4ztfPKkGZGRzIOqpYt6ZYSWVbH2eco7XNuWxrunMQJjkUpCjnvkgTI0D8K+jcegrzxvNts/M/7n5fIMkTiWdox2RXElBR2HxMeBXI6Gndvei9VdkSbmjyGG3Bt7G9RYGkzdVh6an/AIDmd65BYRXTmCD0GSF2ZXKAsG9g+y2aHeLX6W2iaO5M7BA5IdYlrQVOcjgT0Or7f5tk3E3V1IstobZWLqB4ZlNNWOFQcUHRge1KTAdgR9U9mSYXcOzcVtrNYuq3FVbPhieLd2HmSOaabc1GGBMCgnU0q3t+PZTt97dbWJ9rISUyA/H8UZqRSM+vRrulhZ779PvZ8SExkD9Mdsq0BrIP4fy6HPb/AML6nK9hr3F1v8mMHlNmbpnE2z9o71eny+y9uPWQstUtLhq8mBJotREbaQy/2fblxzVA+3rtF3YiNkyZY+2Rj5ayPL19fPpu15Ont9zO9WO4GaN60ik7o19fDU4BHl6dVi/Mzr3pn47dl4Xbm5d97j7dyPhlbL7E2Qk8lDl83Xzl8fU0GkA+MzuEfSLFRp9jLlB+at+tZIdv8C3Sv+5UlB4aAdy/bTh8+o952g5O5ami3HdBc3bN/wAQ4tR8V2NFag4CvH5dF83hvHtfDUm2t0be3vsLGV2y2izJ6S2ltrGUGU2y0sZXHLu+jVUaepCN+65DEnkn2Jra32i5d9sv7GV4rj9MX8sjESFfi8M+SE8BXoG3V3vdtEm87RuUMc9v3ttkUSBog2U8VcVcDifXotuIh3bujsRqdsZLTdnZeer3TV1AhMO18VKYzVebJ0sN6dpWFgkbng2/PsSXzWG17IZmcPYR6YlWtZnzSiE9wA8yOghZLuu87+sCxFd0k1TNJQiCMAVrIo7Cx8gfPpW9g9v43sSjn212HuDdOKw0EFNisls6jxdHFtaDO0A8Q3T4Im0hpW9bNpv7Ltp5e3DZ3XcNjiilmJLpMzt4pjbPg/7UY49GO9807XvittfMktxDBpEbwqiiFZVx49AfxHJx1ywGLz2ekxmD657HgoNs7OFBu3d9PtyaWjx2XxtBKry1GVgQokzmJPG8Z1XFxY+63V9ZbZK13zDt7zSXlYYvE7midq4XjQajUN5dXsbLc90jWw5W3WOGOx0zyiPtSZFOS2ACdIoV6PV8mOvekMz0ht3ujZ8WR6In3P8AazQ7ASrkOE7BmW0ddvWipajTJSCZrSaI4wp9gHYdy36331tjuoF3H6eqeNQF4R5REiobTwycdSRzFtGwXGw/vuC6fbXnIfwD2xzV4yqMFQeIoM9FoqMF8gti7fpeva/f2yK3rfsenosx/H8fR0ORyFLj3VW8eXzM/wC/CsCnUQP6exQNz5VkuG3KCxnjvoiUaNyQjN/wtB2kt/l6CZ2rmyG3G1XF/DPt8oDpKoBkRfPxHPdReP5dOG5t17A3nJgutKrFbWxex9n4yakwnbFBUCm3Tn93lNNRX06xgGemd/0o5sfZPZ2m7bLFNu9uZZL64fVLaEVhjgrhW9GA8x0b399se/yW+w3IhisLdNMV8pCzyXAGWWmWUnyOOgdyXVe/etsHPndy7jrsjsPctc6HbNayUGXqqBQXbLx4tW0vdeUNuePYii5k2ffrpLCxtRb38IH6ygtGGPBC/EZ49BJ+Ut95ZtZNz3K8N1t1wxHgsQspQcXCVoTTh69DJjcztLNY3Z/WmS7LzKdZ11NTZnbEO3IJtvVVKf15PG7lrKYIzVSgaYo5TYn2GZrfetsnud6trGNr1HMdwz0lDV4NEDWiepHDoXW99sO4WdtsdzuEqbfIoe2VAYitPiSYihL+Sg4PSoxUO0t7b8r+rtgbjx3W3VldTSyYfH7zqUxUOayVFTGKsyWVzRsy1UkillS/qU+y+6i3O1sl3qeFr7cEYa5I+4xoTUIseQUAx8jjo4s5djvNwbY4rgWG2SKdMUnaJJQKa2k4hyc/MdK/qHrLfWVzG3elMxSw0e833FVbi6a7gxeVGZ23kjipPuF2tCk7GECQDSqMQH+h9ouZNyhgEnNNgS9v4YjvNvlXRIC2PGWmfnUcOlvK22XUrpypuAAuhIZLTcYm8SIqufBeuK0xQ8ehApuzKLcPY1f1L8id2VHRXefXOYqdxdediYrao2rtveeTpHajnw28JsZGFEenUpVSyutyb+037lvBsZ5t5QT6zbLuPwLq1MmuSEGh1x1NQ1eB4g9LBvu3rv45P53b6TdLWQ3FpdiLw45iO3RJpFCo8xwI49Lzqrtvr/qDvOpPUfdeNXf3ZNBU7e7K2rkqKPG9J9lpk4/t5KDC5KMBqRzcnzIgNyT7T3+3bzuPKni3u3u9nb0MT1reW4HnIv419AT0osNy2Pb+bDZwbgsV3cn9QAabO4J/32fwH7OPQr4PJV25svPRtvirwvenXlDuPJdTY3b1JT5iOKnp6tlbb67kYmTI45f0lJmPpH09gq/VbOBbmS2Mu3TMi3NSV40o/h8EkpmoHQ128m/u2t4brwtxgDtaEANUgkaDJxdP6JPQD9V1GbyvbFLtPuLa+f6T7t7ZevynXHZOyat8dtzP7upSWjrP4RCy04llYKJYv7XIPsR7yIV2Nt95QuF3Sw27R49rMoMsUJ4rq+IrxAPl0GtlkmO9/wBXed7Vtqvdx1/T3UDFYpZhwIUdqnhUefS7qe2uyugKrLZHtLG1vb1LXZOt2ru+hxlAmPNTmjMaF2qGhsXllVmlMTem49lNps+y84KIrBv3YSPGiLtUKtNWPQDAB49L73fOYOTpjJdJ+9Fr4MiqtCWHbk+ZIyfXo/nxuwGM6vh2/W9XbqrYKzcTHIYHYsyhcqdsZ0aqnA5OhH7SS0zO7KSbkW9gDedzn+paWXuuKlJJBkOVwGHqCB1IezbZD4KoKi2IDxR8NAbJVvShr0eX55/GR/kv8HaiTZGZaXdPUcdV2PicVV1RpjuIbfIGd21kUBtJIrE+OFuDbj2OeRrkw38ZEoEc0TBiQNRJwdBPBgeFOgDzq7Wqy64ziRQdFTpGSpIH4SOJ9etU6hya11HS1UUfj1r45IrBUimgYw1EKqOAEdWXj+nsWXNm1rdvBJ8S+f25BP2joFpMxQMMA/6qdOKyqwsb3v8A0Asb8Hj2lofi8+nVkV/z6lROVOoEW5/pb6W+nujKpXPHp0MRjqap1aSAbFfz+bj2hYUNOlEbNWg6cKdrDSODf/b+08oIz0/EwC06l67iwvx+b+0p9fXp8cQfTqXFPoFrErcfU8j/AG3ujoGGenQS2RjqejAG6mw+pH5B9pmSgr0pSTUc46lJLfk6v6A/8b9ssgPDj09q6lIxNrf0vcf4e2WWnxinWwxBzjqQkpuAeGtzY+2/CHr094h9OsyksQLn688/j8+2iKGnVwSw9OpKgHjnSLcH/W/w9tk+XV+swFyP6D8e9dXTj1k/HHHvfTnXfvXXjgZ6754/1uf6+/dIpR348+o08llC/wBs/wC8D8/T3ZRXPVGrqNeoJYXH9R9bfT/WHtzqrcOui9rKWIufdlSor0wTQ4NOo0rhT+Ta/B5+vPt8CnTB4+vUMsXNxcfj/AAc+7cOtdc14A1cm4A/x/1/eqE5HTTUr1n4Bta3H1A4/wBv71pPVNS+vXfHv2R1YNXgeuaSX9Ooj+gt/wAT7qRXgK9a6ko5/P05Df1uPpb2wwoaHpxWq2fLh1Oiltxbj8j8Ef7H2261HSwEEca9TlZQVGrhv0D8C/8AX2mCmhqOrq3AdOdPJZdDfQki34v+Le0sicQelMbeXWf1L/X/AFgePaYjz6VBqjPXNX45B/1x9feuq6iD69SIyPyxB41A/gEcWv7qVBFOvFyescpJ+jWsbj/ED68+/KoHVeo0lnX+g+n5P1Nvz7ei+Oh6pIezpvcBW5N7XFh+R/j7VIe0r0ikHEevW0V/wmK2W1V2T8tOw2hkEeB2T1hsynqCto2fdudyucq4Ub8lRhYWYD6Blv8AUe8p/u12he+3TcCPgjhjB/07Ox/6tjrF37yN2EsNr28H45JpKf6RUUH/AKqHrcA95adYn9e9+691rQ/8Kfd8tifiL0V1/HMsbb17/jz1RFqtJU0GyNg5aGSLT+UFRlqV2/oyp7gj39vDFy3Z2amhludX5Rxv/lcfy6nH2ItPF5iu7wj+yt9P2F5E/wAiH+fWjTLHpJBBF+VA+n1/HvFZHqKjrKZlqOoEi6GIN9N72H9n/Ee1SmmR0jcUPR+vjHmehvkNU4H4zfKzJxde1+4KynwHSHy2pYhJl+ptw5OQUmJ2d3PQySRQbg2NWVLRIamrlircFIfPT10WNNZTka7DcbVvBTZd9bwS5Cw3XnExwEmFQJICaZJDRHIYJqHQN32Dc9pV962NfFCjVNa+Uqji8JyUmArgArKMFS+k9B581P5f/wAlvgbv+TZPfOxp8fjK2rqk2f2Pglqsr1rv+lp/X91tTc5iiVpRHaSfH1ccFbAGUz00YZC1eY+Vt55Wu/pd1i0gk6JFqY5APNGpx9VNGHmo6ry/zNs/M9p9TtUtSB3xtQSRn+kteHowqp8ieiVAkDSRYA/T/efz7IOPR4U+fXHQuk2uCfp/h/h79Tqug9YWhJA5B5/pzzz73kcOtFT1wMK3AdCPxcHg2+p97DsPPrXy67+2UqdP9eAf6f6/v2tq1r1rroUxP9nT/rk/7f34ux8+vUqanrKsOkeoi35A/wB491Jbr2eA6yrHoIJ+p+gUf7371SnE9OBD59SI4Sxu3I5IH9Tf8j227ac9XoB1Pii0rzYXNwvI4/x9p3cnuPV1RnIB4dSY4yTzYA3u3+t7TNIBxz0uUaVp0408ASwNtZ/r9APaeWUtw6fWMHLdOiRFRxa9ubD/AHn2jZq9KgPM9OMMOrk30g8/Xn2xJJo6eiSuB07RRW+gH0HtC7gZPn0rVQgoOp0UJP0/H55+n049pmfzOenlSvU0U/FzYcAj+p9tM/menxGOpAi1D9Jt+CRx/vHtvUfl05palD14U5t+i/5vfge6+LTBPXvBFa9cvCx+ouf6D37xh14xV64tB9AyWJ5Lf097E1eGeqmOuesLU9+VsPx6vyf6+7iQeY6oYz5dRngYA6he97WF/wDYe3A4rx6ZMROQOsBp0cDgD+oPtwMRwPTbR9R3oyLsCLDkf4/1Hu4m9R00YqcT1haB7EkAi30ABt/j7uJhXHWjEDw6xeAWF0t+Tb+n+v7cEp9eqeAfl1wMI1Wt6ePydXP1971njXqugjtPX//UpBH6eOfzf/Ae+gxrXqT+syXI/wBjbn+v1/PvXXusiqWNvpb/AA/JP0Pv3XusxjFjyOCALAf6/wBfdTx691iZSv0N7f7G3596PHr3UdwRyDb/AAHH+x96691HcFGH+1H/AGw/rx78OrLx6hTKCrA8+q/+w/r730903FyHa9uOB/xv2y3xY631Ga7XYgW/3gfji/vRFDTr3WBpbci1jYcn8X+o96691ySewB4H1/B/r7TyfGeqnrxqf6sLWPunT0VeuDVHAI5FvoOLH+vPvRFePTvWM1Fvrf8A1uefbbNqxw6315an+np/1zbj+nunXuuXnVTYMCSD9SfxyPfut9ZhUEi/HI5tc/7D20ePVKddCq/qyj37p/r33ViCCp/rcmw5+oHv3XusoqmJ5IuBcWvY+2W49b6yrVtbkgsLXuf6/wCB91691kWqNx9LX+pN/ejw691lWqAIBI/ofrcg/wBPabp9K6c9ZfuebahYDg3P+9e9dX65mquAeDpFuL8/7D229a9e64/cAc3/ANuTb231vrv7r86l4/17f7H3rq44ddPU/wBOCRcc2H9PofdDx6t1waoBIA5+n5P4/HvXXupEQklIso5HvTVC1HXulJQUOoqpBJuCeB9P9f2x9vW+hHwNH4pEup5HF+bC9yD711cGvQ/bXfxmMDn6Gx/1v8PbDfEerdGJ25VgIguPqPyb/X3rr3Qu0ORGhVuOAAfr9Pxb/ifdWpQ9e6e4qwOCSwsFAHJ/pxz/AF9pz08nn021bRuDpNrg/Uj/AF/dH+HpzpO1MSn6m9yebf1/1/bPW+k7VUwGqwJ4F7r+Pz7917pK1lAG1WBNy3Fhb6ce6N1ZePSVrcYB+BcD6/kE8D3Xq/Q3/EDsfevUvbuVpdqUD5zYu68U8fbWEaQQ4vH4+GMpS7jeeW8MM8AN11WLe2pPLrw6dvkDs3NGgy9XFh4d54xqubdW3ayAxtT1eNmnMUL4ariHFVBwWW/Nibe6db6rR3bQ1IqZt3xQ0gixwNZh7BZKibPUB01+LzwXiRp72VGBBtwPdWqRp/PqwA6Q27Nn7Fhov4btzcWZn25Nm8Llt7YilkKU2FymRkjrZa7Esnoo5FnbwgvYfj2kGCS3VwRQ6ukjuHb+a3GN2bP3NR1m5t6Yfd8W4OhM7i9GG3PtWVZBLUPunPuFScTIFWJQfUb29pZI7hopEeSorVfkPT59MPFO0UiSSYJqlMaR6ftr0E27u0ew8rT/ACD29vzYkGJzO/qDbUcqZyjRqDau/NpNFNQbhpiyjTkapIAyuP1q35v7rJbxaTUZelftHmevPaxlSAuZKavtHAnpn7K3zl+yhtjeWA3Du2nz2Q21gaP5A7d3Tt+TF4WaagXw0mawcMsaAqAobUn19tvGGZnjahpQinGnp6dWMTljNbsQzYZT6DzHp9vQWtuvfnXu+G3V1amKx0NRTw46h39U7WnyO1dzRmPyTNPXhWhjlhW8LRubn2mufFWrRHTJQUNKhvt+wdMzi4DkW8mlqYYiqk+dfmOHQY74o8nuvPwbzydJBJWbvys2MylPs6NajH5uSSy00527Hq8EbSX1SaBb639o5YYIG+oUVMtFamVYn5eQ6RzRWsBF2wOqaiNTKOT6r5A+vTlsTN7q6Ar9x7Ypd4f6Ct7bipJ8GmJrdq1GVl3HhciDJFNHXTI6RarhAUsQD7ZZhav9IrCItwFKg/MfIenXvEWzf93RP9OXwBpJBrxofT5dBtuHcW5spt6n2/vPdscUOzc4tVEy0enOUNbVTXfJYClsJJIyCGmUg3HHtNK0kcDRztqZTWo+KnkVHmPUdJpXmitGS4ctIjYKijU8ig8x6j06x0O18pvbK57JYjH7cqsJSUUePyO4spVHEUGRqK2LXDVVW3Z3WSaZzyWUek+2ilw7UCq4ZcscYPlp4k9eEV9NKCY0lDpRnOBQ+Wg5r0n9/wDReT6z6229LuNMNBuTcGfdsNicXKuWzE1A3qFXUVMRYRw2PoRhf2nlsEt7UFVAJaqjiQfz4fZ0xPtMFlYJpUBg/aoywJOak/4PLocqLoTrDHdUUU+2uwavsavy0qVe+KKGnlpBsw6PLU0tGk5OmVOUZz6T9fektEjtWEMhYyGr1/D6gDy6UQ7fDHtzrZSl2kasmv8AAPMCvCvQobKqfjYOu8NUbr6o3hWYzCVrzYrFbwzNLBtqXF0h/wAryO2KwBI5Kl9LN4bsx+nt3RYLaqTHVVyA/AD1Hz+XSxU2ldvSRoNUScBIaKq+ZU47q1oOmyp772/lMvh4MZQ9mzbJwe5KXJbRxOYwcibyShd9ENDjc8YhTUdDEGtG0i/o5v7Sm4t6I0AfSxwCvd9g9Afn0mW9tnEbWYlWORuwMh1mnkppRV9CfLoccPtbrDbvbibqqt4YmsjoUk33vWLCuK+v2jjamlGjaslUWf8AieSkP+ckgJC3+gt7WKqwDWwCDiacfs+3o/t40s4/ENIgDUgZYfInzJ6Z9mbe2/3FXbn3F1B8aMvtyPDZrI5zO7/7RyjY6LP7TrqzW9RjoaooTLGnMUS8kNx9CPbMErzMzxw6B5Mx4/t6pZ3Mm4Syy29qYVr/AGkpoHGKkA5HyHRmX2LsvBbmylFjs/QYzp/F4bG5/sDG1uRpsjh9tbpkCmjoIApIetmezRUynULgke1FIzgU0j/D0cqLZqxtpCpxHlX06WWAxW5Nz9g4vd5o5txyzUsOD2FjK8rSLs7HzgI+5a6jqB+7IFGsKouvvdDqLt9nT60ZvEyDSmn5evVqgy+Z6q6eq6rZ+Sk3dv7CQPU1G5acLTx0K1afb1dTTRSAs5jBIsv0tf3XpzonW3Z2qNdXPVSV1Vk6mTI11fLI0k1dXVL656l3cljqP1v7Yk+Lp9Ph6E4N+3Hcgmw4P0+nNh7b6v1BqnAH1ABB/wBYH/Ye25Otjj0kspKqwyEkekEk/QX08D21050R3s3ICWrqyrKbNIoN+Lf6x90PHrfRYqwM0sjf1vz9Pxc/X3rr3SeYHUeD9T7Zf4ut9cWW/wDgR/vP+B906cHDqEykMRY/4f1t7Yb4j1vrA0ZJ4Nje/I/3j3rr3XIJe3NwfqePaQ4PSlcjrJ9sp55uef68+/db65pRF9IseT/QD8+2+vdOVPiSxXhrc/X88+9H4D1deB6fqbDnT+k/U/0P+8+03V+ndMMxQehr2/w96b4T17rzYRiLaT9eB9LH+vtjqyU1gHryYYrcabcAEnnn/abe2JPi6UHOOuTYxlDBwGX9IBGoMP6Wb/ifdOHXhSgByBw9emhcNUw5fB1u2K2t27vSPL0EO19w4Kqmx2SxWYkqB9rPTNTMqswPNmB/1vbbkBgfTj/k6txFDkederSf5kHaHZFXtvqXszde/wCXO7m6Fg2XiuwYtxTq25N/6aSDITVj46b9SrEGiD6Prz7aZmarN15UhtrcrbqEQAnSB+Zp8z1Sd/MM3Mnb+59j/KfZjybf2B2lEu3cbtDK5NXyWOr8HTiPJ1MdIWtBE5NwVUA+6RKG/VbOKAeg6AXNd9e2r2O6bfKIo5SVeJjpLD1FeB9eihP1x2CKfaeYxe25JZM/O+A29g5Ynps7lctUnXDBRY17SyeVfVHNYqR9Pbo0nAPlnoP3JvYo4NzFvUMWVImw7PmgUHORkMcU6VHXHyF74+IW5N27WrsFX4LLZGnmxu4NublxklLuLBpKh1LQPUKJIRIDZz9CLe9CFJUopoAePRLZ84b1ytfk7lA8iSqxaBwdcdRjwz5A+ZPQTUI/047nrYq3GZOnqHq5sicglS02PwmNkJqa0VUspJ1SPzqLWH0Fve3Y247SD8vX59NbdFY8/wAz217bywvG2oTKaxRR8Sh9Wb1r1ZT8I8t8fMJu+nwOBp91Zbsepp63C5qNKibIYCTZ5j8WaLwRklUERYyG/wBPoR7LZleviyfi6ljl685dhf8AdWy/FGNBo2qgXzIyRU+fWxT8fexunOrK3aOZ+Me1oKdMBVvB9tsEPV4qfNO3j15WkiLztISTdQwN/r7SPgUTBPn0NEKSRasFeBrmvrUdEP8A5mm0sjhfklh937iov4XvDtHYtDurcWHeFaarpjUzkxVOSpgAUmewurDVa1/dTq1Zx69XgdHXTFkcPl0QtYLWPP8Asbf7wT7YPHqxFDQ9To0ULqIKkfi3BAPvw6unXGSoAGn+lx9T7ZYAHHTvWKJ7sGBNrXH/ACL23J8B68eHTxTSEgnj6D/W+nPtMTmnXkJDAevUyJyGAvYc83Ptt+PSsZNOlPjdUrAWuq2A/P8Ajf3Tr3Sq+1vHqIJ4tzb+v09s+fVfPpNZKh1L+kgeq9gL2vxb3vp/pE1uGaVmNibnkH6/Xnj2wxqet9Jar2zqNyhsLm9/yTwPdT8J68OPUOLbbq/CkqR/S/8AsLe03TvT3BtkBlJQgjSbG/PH4v7afj1vpT4/bDFw6xEahwtj9L/4+2yaCvTiAFs+XS9oNveMC8JH+w/wv7TZrnp7p9ixJQcI4sB9LDn3VuHXunGGHwWuotq/Nvx9bn3TrfTvTzIrj8oDzbn/AFuPenBK0HTimo6VtBWIPq4tqFhz/S3tPUDJ630uMflUXSQ6j6fXg/09tPx630usduGOK12H1ubE/T8f7z7oeB6Up8A6y5PdCPGT5Ba1h9P979pOt9BNuDchVJNEpBsTwTzY+6t14cegB3FuurbyBZbAavqTc+/AV6f6A7O7srm1jWTe4HJH59tS8B149J2DclaCpubCx4Njzzz/AF9s9a6dafdVVckqb83Fzf6f63tnp8Yx0+0+65Ba978c2/I/HurfCetnh0oKXdjCzG55PBH/ABPtNXHTYA6f4d2AWNyLgX/IH+PtqTy6VRfD09QbrS/DX+tx/gfqb+6dO9KKl3Wg0sJCHFiGBI02+h49snj1U8ehb2f3llttTRsKl5YVIv6yTYH8f7D37iM9OJ8PR7+q/mHQp4aarrPEx0izSAeq1rG/tkijUHV+ju7Z+SlBkIY/FkEOoLY+Vf8AXsfbMoFM9aPz6Fmg7ypJQuqvU35AEg4/r7TjhgdPRheI49T5e3Iatl/ysab/AIf8D20xJOR0/wB1KUx1w/0hx1cgUVF1BGo3+p/HvXWunH+9sUhCpODxy3F+fwR7Z6sooOm+szFPPGyO6+pfoLH/AFwfeiKjq/QYZ6hpKtWkpv25De1uB/W/tjrfSL23Qbsy278DtHbdNLV5XP5CKlijR9EcVIrhq2pmkPCKkd21H3URyTyCBPi4fl69UmuYraB55jpCCv2nyA6B35C/KbYOzc52HsTB4ybto7XkjwVHjKJ3hG3s/jVtlMkmg3q2SQA2S9/frho4XMKZCYJ+fVLITXUSTzfpl+6n9Hy/b0VHoz+b3mclkdz7C7HzUG5drZZJ8eNqVuPGK2vt/JY2AiimymSkVVpz6FQ63F29m5i3mKBQ6a4nGoRggFq+g4n8uiE2+xXd0bq0JS6iYq01SdK1yD5U6sD2l2HQ96dQx9h4TAPg94bcST+8+HxI/iO28htnV/kWVxeUprxMYk5kAN/ZJcLHJEZ0UxyJh09PTo+tWmt7oWsriWFxWOSvn5j7PToI8jmKJ4xMtRHonUMralsdQ4F/6+y2oIqOjUKQxX06DDL1kTFipBKlrn+gJ/Hur109bHQaZOqhWVGTlg+q1v1/k3t7bBocdOoMdK7EZ6MwoQvrVACCfSBa1/8AX/w9pXCBiWPV/Lj11X52WKOSPWZAQSuoXAJ5Fr/T/Ye9EVXuHDh/s9U0lck6a8D8uhL+Pe4tw9l9hU/UNVDRZXr+px2Qyu8cdXQu6QUFFB5Xniam0uGcXAu3ukSyyN4CsQuWIHDGc9aneGKPx5VGuugHzz6evRbu8uvuudh7h3XvXqDbM/WfZ+Rnq9vU3aKRRw4SiwRJhhxFVUSgrTmojtd1Ktz9fZhHfXF7F+7bqVjbVr4Y82/iAHE0HnjovuLOCxkG52cSrcqKayPwniCT8NfUU6qI7I+J++6bD5fszeFTj6HZ23ckM/ndndZ4TIZXdm8PvJbzZWLLRGQSGq51TG4W9+Pcl7FzLtYWLbbLxJ7lgIle4YLHGBwwaUC+nUNcxcn7zNJNu934VtaqxnZbZS8spPGpFas1OPAdcNnfGjsvuHDbS39tHbOL2H0t1huXH7u3Bt/J5aCrqsds9qtZK8bkiZi8ldMSHFO3qJ5AsPbE2+7fse9XkV2Xuru7hMQmUUCygUUpTgoGAelR5b3DmPl+xltGSzsrGdZTCxqXiY1dX/pE0qD59DfXbqq+w/mH2v8AG7pPKZmm212dtPbku3qyul+4ydPk6FUky4pYACsdO8YKqqqLD6+yabZ0g5CseY72IPNDO4kzQGPyqfWvHo5suYrm49zdx5U2+bw7eW3i8E04S41AD0pwp0Ne2N7bayfS+Z+Pk+18+m6tg9r0m2N01O0cyjbjxFTCrmPeLUcRMkkEaI0k0cYFvofYfm2ea0mj3UyqIrmMyRax2MK08Ovka4B6E8HMdtfwzbN4LePZSiKZUI1q1CfEAHEECpA6LJ8lO46XqefaFZT5Pq3vpsVJS5TZvduEoUi3NHjaGYCTY+7lqCwjqomVkXWoOrn2Itp5afeJW26RZ9tkH9rDqOhwwxNGBxGan5dBfeucodgi/escsG6RPiKTSNcbKcwuTUKwI8/PotHeXdOyt4Cu7X2L1DgI+we0MVTT1uZSdanP7HXClIczJlaSlYLJ9yoLRHx8C3sa7BsdzHCvLe+30htLJzoA7VnLVKaSfh0+eeo05k5isZpJObNgsIkvtwjAkYgs8ASgfUo+LV+HHSm+UW/cV1r1D0lJ0nHgMR1337hcVubddRkKB5O0KPclE4pcrLDlG5WgmkRhGosBex9peUdkXeN53GPmAyTXm1lkhz/iwQ5VSvAuoNSel3PHMc3LvL203PLCxQWO7Irz1Wt0XBAZq8RGSCAOA6ASt338ZN2b92XPN0pu/BJj6eGDduPO4qGfH9i5CKIrLWTVAGmm8reoBz7EJsObdt2mV4tyilQfDSNg8IrwUcWp506Cf725H3ffII7na543ODWVTHMacXPBQfKvT11DvTZWN7j2rj+gesc52fk3yuUbI9SblpZarGUtWhd6Gm3DXUoVZaGFgvN9JA59pd32ndJNnuNy5su47WEIjR3MZozLiuhTUiT18+lOxb3sy75b7NyVZyXUutxLbyLUJJU0DsBmP08usXeNJ2j3Xvup3/8AI3eO0thDDZSp2mMHhZkTa/X9DAfHFg8NgadheMABQ6g/6/tnYt32XZLA7ZyNYzXYmAlLsD4k7+cjOa0pxp0o5l2PmPmLdBuvuPuMFkYCYgqsPDt0/DGqClcYrToA13NLm6DN7ZTcLyUOFR6PAbglWpghymMimKpCRIbMjW1en6Lx7EM9i1pNbblJBVpDWWEEExsRXV8j5Z8+gVa7mb6C52qG4KpDiKc1USIDTTniDxx5dGX686X6NzNDW0PdnZ2G2JuHKbRin6xqMDUGairdyTR3ooKqSNylMWe13k4H59gy/wCZOa7e6EnLFlJdwRyk3CuO7w65HCrY8h1Im1crclT2Zj5uvorO4mhpbvG3b4h+FuNFqfM8OnIfCT5UZ6qrs93N2dtjC4vaWHp8tt3cfYeepKrA5TC0LCWgj21V0rxwzSlFX9saifp7Wr7m8iFRacu7fL4sxKyxQRlJFkYUYSBgSAD546RN7Q+4Ecv1nM25xNDbqJIZbiQNGYxlfCKkAtTyz0Im7O1OvextrYhDtrbuNrMRj4Nr1mV25Sx0GD31uCEfb09bJfmKp1C66SNR9grbdm3bYLi6iMsod2MqoxLSQxnJ+1acfTocbzvmz8yWtnMkMJjRRC8igLHNKMAH0avDhXoNetd143qbN7pxHcvx5pvkBhs1TpBQ7e3TT1eHqtnZCcaaDK0FTeNmQAqCwNmHsSyJDuKQbjsu6fumWMGroQ6zj8QYZ7uNB5HoMp422PdbRv8AtY3aGUiiOCrQH8BDYxwBPmOhv+MnWW6/lT2fvvonD55PjT2rt/a2S3x0VtHFVssezdy1GKgNaMRRV1Q5aPJOulYiJOW/B9lfML2u0WdpzXblN7spHEd5JNiePNOAoCnpjpfy9cXN5e3nKd3FJs18BrtI4DW3kqPiLGtCPM1p0azrr5Fti+rcR1v8n+nv9I3yj2FW7hpqDN9o0tBhsfk8Ni5JIqqnyVZVxxmolRkKxSK3qH9b+wHzJs1nJvT3vJsxtNpnKeItsxYK7ZBKAmnHPz6kflnf75dpSx53hW63K3WQRNcqqsyoTwkIAYYxTj0Ujd3YPSPevW2Q7GwPS8fTHYuws4qVtHVqJ9hbkoBUFBPjEp9Lobg+tXsPr9PYgXZd85P32Daxuh3O0vlJYKaTxsRUA1qPyI6DkvMHLnO2wXG6NtX7ru9uYBWcVhlUMRVaUPzqD0Mm263bWzdtx92dD5VaLDYLaK5+PD56f+I1mK3THVxx7kx2GyJJtTVeqVoo3JtcD2Fr4XV5uy7DzBq8aSYRM4GnXEQfD1L5suASB0KLNrSy2k8x8uECJIPFRCdQSUECTQ3kHyQCembt3eMOWrqjc1dtrsrcHXu+sXtjsnqTc23Q9R2N8eOwYqoSZOqxuJiU1EuIlkQlgi6dN/Z/sNvb2Mgs7Ca3td0tTJBcRy4tdwt6YV3PaJgOFc16IN8urm8iN/uVvc3e0XoimgeOrXe33IPc8aAazCTxpxHRo8DvTd/eOx8pg95bW29WUtSuHq5d60GHnwuej3dRxq+O3TncdV/uVAqkU/cmIDS7c+47utusto3EzWsrL8XZrDqEPxRIy4FD8NeI6kO13O83nb1gu4VK9v6gQxyFl+GWRWydQHdTzPS3weS3pu7Edk5rrmkfYmd6rx+Or9wLk10M0uOsMrU42sYAaZYE1Qxob6j7J7u2tLG7trTcx4iS4R1OaN8IP2E5PR3YXd5f2l3ebXVHi+OJh21X4iv2gYA6uQ+KnZWK7i2Dt/bmGo6beO2N8YumpM/uGSoNNHBPPQNT5UG5Fp4pGtKn9o/j2hhiu7O6l2mZAJYH1qDjFahlPnUdPX00NxYR7zbNWOePQ1BqOrgysPkfzHWrh8kOpZ/j/wDIntvpypmjnpNt7nrqvb0kfEb4DITGqhYX/o0lvczeMm5bfBuaZZwFc+rqP8w/l1CsyNZ3UlkwyhqoPmpyD0ECMQQRxc2/1hf6+0hFOq1HEdOFO2oC5HDGw+t+Pz/h7Zei9KoyeLHpwSdlADH+oW39PaUqGwelCtTPUhJCTb+gvq/P+8+2mQr04rnqfDORw3KnTzbnj2meIHI6fEw9adTFZWFww9p2SnTwkr1IilKE/wBGtz/T20w6cDU4HpwjnB/II/w+v9fz7bKgeWenFk056kJObjTwPpYAm5/2Htlk1fH0o8UOaU6cUOoKf7RH44/PtIRpOnp9DQ6ep0AvyTyvNv6n+ntO/wARr0qT4epaAXa/HFwLj8fi3tk8enOs4NwP8OPfunUAp13f3vqxFcHrsE349660aAZ65KQt2P4X/bf4+/dI5Ksajy6aZGJYni7XBP8Ah+Le3Rw6b4LXrA7aQPyT9b/7z7cRK5PSWRzWnWJyFUn6k/W/1/w49vdNH1PUVpLkXH0HH449uKPM9Nu+nh15WJ+ot/iB/wAR7v02fU9euvHJNz/Q8e9E06bL0NB14SD+pA/rzb/b+/da1L6dcr8XHPvxI4HqysPs66J55+p5/wB9b22VIyOrBgeHUmKTlb8kWCj8W/x9tsoYU631MRrm1yfzcf717TkevTiOR3dTI3BAPH4Df1H+t7pw6XA6lB6cI3uBf6Dg2P4/BH+PtNKnV0J4dOkT3Qfkr9Be5I+ov7Ruv4elKEkV6yfq5Nxf6kX4P9PbBGk9X6y3ANvrccn+vHvXW+vW/IJ4HpH14HHv3XusRW4IHPH0/OofX6+7IQrV6o/wHqE4sefze5/H+xPtYO2lM16SSDFet0D/AITR7KbGfF3vvfzwtG27u9YduQyMoAnpNk7Ex1ajx/kqJczOl/pcEfg+8z/u22nh8rX18RTxbnR9ojiQ/wCGQ9YZ/eOu/E5nsbEGvhW2v7DJK4/wRjrZF95GdY79e9+691pz/wDCpbebVu+PiH1ukyhcJtLtje9TApHkZt0ZjDYKgmkH1sBh6lYz/i/vF77wt6Te7ZYD8CTSH/bsij/jhp+fWTX3f7IfRbnfEfG8MYP+kV2P/Hx/LrUyePV6W+oHB/N/rz7x3VtOR1P5UqeoEsf1DA3HA/p/T2qR6ZHn026g5HUCSIgMByPx/gf8PalHFc9JmQjh19Bb+T33TsD+Zd/Lapumfkxtnb3bmW6eqU6P7Mwm9aSHMHcuCw2Liq+sd7ymctURVrYqSKjXLLOtY2Qx9VWJLHKysMv/AG63Sz525MG3byi3DWx8CRXFdSgAxP6htNBrrq1ozAg9Yj+4e2XXJnOR3DZna3W4/WjKGmliSJE9CNYJ0006HVSCOqUv5lv/AAnZ7H6UTcPcnwoGf7j6pphVZbM9O1WvKdv7HpQWmlG0xTIG3Pj4VuEhjQZSNdCmGvIlqRHPOftHfbWH3HlrVc24qTCczIP6NP7VR6D9QYw+W6kLk73YstzKbfzJpt5zQCUYic/0v99sfU9h9VwOtYarx9VRVE1JUwT09VTTS09TTVMTwVFPUQOYpoJ4ZAGR0YFWVgCCCCL+4X1FSVPEeXUxBdQDKag+fUXQ4HK/n6/0/wAPe9R6o6vXHXjqBH5taxt/T3viOqaD10QzG5X8/gj8fT3ru62EH4usgX8Wvc+9Vpx69oUHrksTavoAP9bn3UuB59XxwHWdIQDccm/P+v8A4D20zlutEMepCqFva5b6NcH0/wBPbRamD0ojhqKt1LihLHWxP+sPz/T2nklIwOlIAXA6cIotTWsNVr240j/Y+0rmmelKRfiPTnFFYgWu54+lj7TFyT0oAHEdOMVNci5Nvz9PqPx7TPLTp1I9XTvDDpsfx9fxx/sPZfI5Y06XRxhR04wxGQgsNIWwBH1IH59p2amB0ojhqa9OkMLEWANv68XI/p7SvLQ9KlQL8+psdMB/UsfpxxY/Tn2yZjXpzPl1KWM/S30Nz+Rf6fj2wz049OCFm678RJ4H+8cD3TxK+dOt+CR8XXIQv+AP9hb37V8+teGo49dNE9jcA/61r/X3vXTz69oU8D1genBHII/P+v7sspH+rHVDF1GMF/UnIH4P5I+ntQJRXPTRQg0PUSan1frWxN7af6/4+3kmxnptoxSvUPwMP9dR9B9Pp7U6l+3pOVPAjrEUsTqupI/pwf8AAe91UjHVCg64GIkjgf65+n+39++3rRRadcTTjVfi/H9LXH0Hu2phgcOqUPX/1aP0vb8/Qe+hMvEdSgepSfoP9dfH+vYe2+tdSI7aTf62PP5uD/vfv3Xuu7+kj+p+vvR4de64HkEf190691Hceki3Nx/r/wC29+691GlHpU3vf/eP8PfuvdQJTb8cfT/X/PvfSjpplYaSQp1Fufx+f959sN8R631Dkckcng/2eLf0/wCN+9de6gPLfi39SvP0tz7917rh5SqAkkn+l+fr7TPXUa9V66aTkHgW/rYA/wCB916vEx1U6xtUH+oHP0BGkf61/fulHWA1QJP1/r+oe2n+LrY66+6H9T/yUPdOvdcWqrkW/wAebjj37r3XIVrIBduCfwbkf7b203Hqp64/egGxNwOCfzf/AA9+6f65CsB/QRfi+ofj/Y+/de6y/di4fUbAAEX+h90k4dbHXP7v/G5/1x7a691kWsuw54/pccn8H37rY49Sfu+eP9f6r7Tv8XSjrIKtSeGP0+lx/t+fdOt9czVkfkj/AGI9tuPPrw64msNvr/tyLe2+t9cRVkHn6N9dJ/p+ffutjj1kieSUizWBuR/W4491IFK9X6f6SiaT8X5BJsb8j/H3TrfSux+OLWuoACnmx+v9PfuvdLbG4wHTxaxB+n9PbBNTXrfQh4vFC0dlJ5uTb3rz635dCdh6GoiZWRTb8ce07fEenOhewrVC6ARYgXH9Pr+feuvdCVR1MihSSSbi9vp9OLe25PLr1Kih6UEVSxRSCQQbsCfqf9b2yenowAvWc1PNmN78fUHg8e6nhnpzqNKwP9ri/Fz7Y631An0m44JIt7917pgneIE8j+g+lv8AH3R/Lqy9YttbP3P2TuzE7D2TRLWbgzk6xed1tQ4KjZrTZjMTDiKGIXe7Hm3upNBU9X6HnsXdmzukodudC9ZLi9w4bYW6aLcfyI7Fg0SVvYGYKtLQ7bopm/Vj1JKiK+lwOfbJBbvbh5de6JB0j8od9YbtHeJyeOynYPxf3Xv2rxUUEWOk+86Iyc4I+5qBCCy47QebDQPr7r1voyvdXxdo4ZH3/wBfSQ5ra+YiaWHLYrTVbbyNTWDXT1qoPQsyH6Na5P196JoK9OIqnJ49EUyvXlb1dun+82U25U7q2juLDTYTf2LpYXgfKzSMWREpkFhLCp8sco5BAI9pDQ5PV2Wp4dBSmJXrujyuU3jV1+9us8lVUlTtbLUNXNDuTaFOJC2CwmeqYbyyvC11eWXkC3toIy4+Kv8ALptI2GH7vT5fb0EuPp33T2LvTEdibYz+8dxVrUmXxyNkHp8ZVUDUmnC1NVMzBJZ6dTG+sEtpX22QyuS2a+np8+tqZFcscjh+XTrBuH5Ky7C31tnJV/X25cRsPIUeYn3TJh8dJk63bVJL5JtlUZb1zvFH+3qe3PthFuYwdZDVNQfMD+E/Z1SNLuLXrYOa1X5D+E/Z0HG/dzQ78fd2C6YzVDtbYdJtnD7qi6NzlPFDNurOxwI+ZnxzniiJfWLQnn2w6CGRpIGJYjKHgfmPTpuWLwpGkt2yVqYjwJ82r5dIjZu7el6gxbi2JQ5jojvlKWppYazL0c+5dj4JYovHVSVlJXLoCVVtKyFbx/VfaZmpCUt1MUp4VyAfWnp1QOPpykVYJTwBGoA+Rz5V6SG7qXOdgPF3FuCswfa27sHKKLdO1sRVmSjpdv0Q+2bPUFbIA0LSPaSOGP8ANhb3o65U8SYCSVRkDh9o62NdwhluAJJlGQOGPxA+X2dB7j8JQtmpIN57SpNm128dMWyt3b4lr4MzhcZUHTU1IxojZZLIbRM31sPaR9FQZBo/hc/EK8cdNMIyRLc0jB+B2+IE/LpCZ3ozOybhxu2sXuSbcO98nlRj9mYTFxyNHNjTJaTc+UigB9IW8gEtrD2nktUMijUzSj4COH2n/Z6TSbesrJSR2n/0Mjgo82anGvEV6FTf/S/avUc0NN2Jn8ZunYEmJjwtH2TjaeKqoMZlq5PGaCGuF3FRA7adJA5FvepRdQRn6mQOj4DUyD6n59P3EO42iNHdTK0TimumVP8AF9vp0oOvelty7HmpOrc1Tbqothb2ips7mklxtPBvHszCSgS1f93shr/aul9OhwxHNvbMVmFjFupJQjJPxN+fl03abZS2WyiZjCRV2PxS14mvlTyp1g3z1uNz70y8XWe1N+v1b1TW42q6v6v3cpqMlPFSSrJWVBppmKzKkod5Xc3K8fT3T6VSpQKSNQ0K3Cg8/n08NvRwQVYohAjjbIoPOnAj7elvluz6rM4dsXvrL1G3m7BnfC1mz9t7bird2bdjp3EKV7mmDeGnt6kQNbTf27MJkjCGta5IHAdLpUu1RU8QliQagcB8vQD06X+wuktvS57HTbJoajsmbZkdLkMnnI41wm3M1QO4EGK3LWJZaeqEnEpW7EXv7dYVIUDUp6MiNcYipqFag040829Ojo5vbMm5snhdo9p9iHOYvBGLf2c2xtCkXC4nb+BpV8lDsGgylBzkHQERiSXlvqfbPhOVImOvNR8v89OnVt3nTRdtrFdSjgF9B8wOs2S6gr9+NtnG7a67ix+Jq6+q3Rg8DPGY8RQ5FIzT0G5+wqz9VXVRxhDDDMCAQPd2iBWhHzr079OpWhGa1p8/U/l0LGKrKfZG3MrvLsll23WbaoZcNV7trI/FT5GpphoqpaGjjuF89rIQLD8e/MvYKdKFY8PTFfX/AGOgg64/mHU9d2nlqjbGzJd/9JpjqHGZTAQBkz2OklqlpMrnwLWaLxa2KE/Tn231vj0bvs7Ym3tn1tLvnrHN0e7+lt4x02TwWdxk33Me2clkB5JtsZRk/RJC10sfbMgFK9KFNQOmSjyaMihyLAcEG4P4uD7a6t1xrqyFVPqGn1E34At7acUNetjj0Ce+t5wU1LLS0z/uNwzi3HH+H+Htvpzolu7si1VLKSdZJc3JBuTyTz7oePW+gkrTwT9Ln/ex7117pg1WYki/1A+nH9PbTjNetjrr68/19t9ODh1gkUA6uP8AY/X/AGHtlxQ1631iIFr6bgn62/r+b+6de65ogYhQB+B9Pp7Tv8XTyGop05wUmu1gD9PweObH3XpzpSUOI8jp/rkcf4c/09t9e6WFFgLgXW/A+vH5v7904hpjpT0+AsoshJb+n+A9pj1ulOn2HbxsCUPI/p/j9PdW4HrfWd9uggWQfX8j2x1YU1Z6jDABSwKfU8XHCn/XPtmUDB6U+WOmStwxXUAliLDi1r+2+tdRdm4xP9KPU0U8atGezdqHxPYJNKK+8cLE/hvp7Zf4ut9XEfzNurNib12/2VluyNnS7e30KfbcnVuJx+oZbPUFLQxpVZGsp0/zlPEQXa5tpHuh4dOiunHWrRvHDdFZ/AzYbs3ducpt/wCE3vEMVXYh5G2lW7KeYCqTGY42ihqdIsdA9TDn20jshLebeXqOgVzRy/s2+GIb3MbeRXDIxPaw9AvAE8Ogf3huTd1LvGPfsm7M3t+u2JkaF+ssdlVq4dwmnxZDYXKLFIPGieNUYMjG449uMFU0TJPQKvTfX98b/cHNstoaW6MT4shT4XI8loPXh0guyOzez/lB2TLu7sHNjN9gbgEdFX7lnhSnFdHBGIaannWIepgBbXbn8+3tKQJUjHp8+g5Pc71z3uqxyNpuZNSGelFKDggHy/i6HXtqi6s6J6t2DsDY2/qjOdhbmDVvdsdDSxBcNSMwePDU1ch1XZDyt/aZI3uXNwy9vAdCvfNz2rkbZIOSbC5/X1aruVFBqpyVr/F5D5dBX1p2BSbP3pjc7s6ny+zVo65K3BbiheQVNVQLb7vG5SNP8/DOAVdX4sfbV2giXVK1f6Pp1bk/dbO8ukgs7E2lcxXPmy+eunxas8eHVzXxB7T7q3f2/jp+v46bZ+Y3tWQUMMG1KJ46HHUiyiqq9w0uKpV8TVLRo7l5LWP59llaiv8AqA6mqIhmoaAU+wH59Cz8zu0qnuP5D7izUmWrNw0+zcXQbDjzmSbXkctXYhQK2vqWufq4ZQoNhb3okk1PT0aoiaE4A+WOiyutkH+HN+f6e2Dx62ePWN3YR/U3t/sbfiw9+HVlNOmuRm1G5Jt/vj7YPHp7rMkttJ+lr8X/AK+6sKqR17p4pZOP9exHP1/2HtN8utx01gnpwDGwI+vtuTh0qxq1DpX4eTRZr3IC3Atc/wBePbfXul7T/vwfT62Pq9tN8XVTx6bqmAE2A+hNuD+r/D3o8MdP9NrY5XYkj1MLHj/G/wCfbFKY631HmxKFWGm9vz/je1h703Dr3XGDBqWvp4t+fx/T2m6d6UtFt1JXW6A20/X3R/h62OhNwu0FlCARrwLcg35b22OPW/PoQKbZEYXUYRYEcWBH0t7St8R6UnrufZiAErCP8B+Ppzx7qeHXukjk9spCW/bNlve/4590630hJ6V6ecqPSpF7D6X90k+Hp0Cgz1EatamPpJIHJv8A1HB9sde6zRbpEBs7/QAW44I9sv8AF1vqYu8jYXltc8Wb+nuhyOlKfCOsVVvZSpBmbgfS4sePaWma9b6QWa3b5Ea0h+n1uPyfejw690DOaz4kaQa7kkn63v8A7f3rp8cOg8qqtqqVtTcG9uf8dX09tScB149cITYfnk8f4W4HtnqvU6K+oEf65/qfbRFD0+vwjp3gI1rYW5t7owBU16senuH9I/1z7TeXVPxdPMB/qAfoBf21J5dKYvh6c6e17Hi3JA/ofx+PdOnen6mcELweeP8AePz7Zbj1U8enJDpb6iw+gH05H49+6dX4enCnldHWSGRomBB1IedX4N/bBNTXq3Qp7W7Nz2ClRDVTvCpA/U30v9SfbUvw9ePRpdn90yVYiD1T6+AwZ/8Ab8H2z07EMV6MJguxpKooPuSqkC4Lfk/059sMCDQ9P1xToYcNvNNKDzMWJIuGBvf3U8OtdCLQbm9IYynURxc888fT2104OHSnpMwsia3kP1P5+oI4PPvR4db6kPWeSO2o6bEg3HN/bHW+lPsrKybYou1N042mau3BQ9aZuHARRymKamrqukkgerilHKsikMtvyPaizlENxJK66u0gU8q+fRbu1s15bx26NoAcMxpxANdI61LexuyM/god31tXWbg27kNWWXIZSiDvn6vK1UrFagxykMgkP1lX8fn2p2G1+ovUjfSSSK6uB6Qc23rWm1yTxhgNJAC8a0xny6JL1Jv7d02UyuNx+W25QSblx1U+axW7KeGqxW6IaSY1UsVZVVF/HUyoD6xzc+5N3rbdvtofqJkeVYmXS6VDxk4GkDioPUK8q8w73c3gt7eSOCSVWrFKOxwMnUx/ERgedetiP+VP2n3pjeut29lYDZmVr+npskmzW6gkEs5oaTmDPboxUtRaSahXhrKpUA+4636D907mttrWcuNbsuSyvlQw8mXz6mTYrj9/7P8AUvC1qUcogbGV+JlHmp8j1aTsPY22O4cXR1PW3U8NHlcnFlM5umbMbilWm2JtGhrHiyla1HKbNU6VeZIrcJ9PZVbWMN6rNZxd9Knuwqg5anmfPpVf7pNs8gXcZz4WoKO3ulc/CoI4AnFehNqviL8Vd4bfo81tTtPK4CkrKGuOD3nXTGXb2aq8cv8AuTrYTOReCna/kYiwH0v7MJuXNpltllinMYPwysexyONPs6JY+ct/W9e0ktRKY2rJCg/UjU/DqPz8uiq75+JsWMoKDI9b9pYntuercwVWPooYaFqCUP44pA/p1CXgx2vcEeyC42wxKBaSidm4gChXPl616Ftjv/iF23G2Nqi8Cx4jj/LoGqzYGY2jWnA7xwuQ2zm4WF8dkIHjeQ2uWVgCCPyOfZXdwy20vhTLoevAjo9t5re8h+ps31xn8Qz1DyWESNGkK6fTpII4Ite4PtOampPEdWNASTUg+vQ1/E7aFRjNv9tb/oqp8TuSunoduYPIssa01RSRSMKqg8khADSqdJsfdYnjEchWoLYr5fMH0PTcqNNcQjBVc08wfUfLojG9J92dobTGJxO98di85P2Bn8Lumi3eiptNMVRSyucon3H7Us1OEsqk8249rIVtrZzJMGZkUFAvxVPljounlvL6MRwOsYZ2V2f4dIrU5xUenRVj8jt07L3XtTb3W8lRlKbb2Gr23Nu5qRKnbnYsGABmVMPRyftwxagV8KCxA9nC7PFe20k90RFI7gBCaFAfM/P59Bw8xPY3UdpYq0sSIzeIF7ZtOTpHkvyHHpZYzf3RPyhenqsbQbooO+q+Rs1j/jjtSvl2dh96VtAfHHnN0Q0xjjeNX4SGY6WHte1tvHL0J8SRVs3IhN2yiTRqyFUmuSPxDPRS+48u8wTKixtJfaTcLZKxi16eLtT0P4Tx6BPbuJ330V2X2H2z3XtCf47b8qNO3qXI5emNRlqHD5X/ACFafZopxIJayoQiOEK3DWN/au7H74tk5Z2eU38ajxKJhWYZPicAEHEn06LLGUbRKect6jXbXZvDDSZIQ4Hh4JaQ8APXoJukaDGdBd4djdtdpZjO7fwWZoKrbvXmyzXSzdu783dvSIvg89l8XIdYi0Mzzs5souPZjuEsPMewQ7Nt8fivbHXczFaW0EcVNSI3A5H2k9INtV+VeaJ9/wB3kEK3f6drFqrdXEs3wySLxAofsAqOinVFd131z2R2zs/tLaGO7dxWHpazLRYLZuRmw+36LduXJq6CpzOQowH88BkTyxhSCwYE+xWLPcL6x2zetouGsml7Nc3fI0IwQgONJ8jXhToDtf7Rtu47xy3vdqm4rADLohJSJZ27qyMM6hXNBx6CvZNZ3tvebame2ptTa+Nxu1czPTMv2q0mMyuPragTDEZ/MuqiQogKJqJJHs23gckbS1xt9/PNJLdoKEElkcD4o0HCpyeg7sTe429w2u77Za28MNnIaqwAV42PwyOeJAwK9Zu566tfem4ez89uXE7eO2ZYsDtvYkvhyeLoaZIVkmpNs46b9s0hl1OGUC7E+7cuBpNqg5btLR5lnq8swJV61oGlcZ108umObQke73PNt7epbfT0jht2AdCKAlYozjRqrkcT0/Y/pTsffNDj8d1xjl7A7F3xTUGUlg2jTU9TTbdw1cPL9xnqdysdGIkBu4b2mXetr2+6Z94ra2VoWVPFY6pnXFIzxep8ulLcvbvu1ikexAXu4Xuh38FBpijbNZFwI9I8x0td45bcOGil2v1m+D6cy/TdJLtPeu+MHmNG7N5biaj8+RmqaiE3eNgWhSzEBvaTbIEEi3e+I98Nw/Vht3X9KGItRQAeDfiIpw6Md1ugsTWfL0iba23fozXEbfqzTBasWI4g5UGvHoqce4dp7UrMbkajc79qUucgep3DhtziRqzD5ljd/uZLMZSW5Dnn2M59s3fdoHt4rf8AdckTUjkgPbInyGNNPMdR5Bu2z7Hcx3FxdfvhbgEzRXA74ZPmc6gfI+XTmNwbH3HkKWkzGNymJwuQhmTGR4+DS0dcQRBR0kRsPG5st2IPPtANv3zboWmtJY5Z4iNZY4K1yzH1Hy6MTunLm7zJbX0MsFtKCIwi5D5oqDhpJoKmnT/JsWl29sdshns7iJxla1sbR9b18cMm+MaiNZMhEeSKduGVg3tIN4k3DdgdvhdGhGtrtCRbufNSP4hwpTpb+4Ytq2am5XEbrOSiWTgG6jA4Mpz2Hjx6T8WfzmbwmP2tuTd29d4YTbNao29t3K5CprMbt2kkfRKTTTMVcRi5CtwAPZnchIbt9wtoILaS4X9SVQA0rDhniK/LolsZ5ZLQbdd3NxdR27/pxOxKRITQ9pw1Pn0PkdBF1rs/e+0jndrbp2puXHYbcdPUUSu8dBUzN5IqrGViJqgyFERqlii4va59gOSZt53ix3PwJYLyEvEaniBjS6k0aOTgC3l1JdvCmxbDuG1ePDPYzBJjQHic6o2AqssXFlXHQoYfunI72qMVQY7dW6+zqzaW3qX+G7bqNn0FPuDPpSU4LtLkEPlqKWBVP7jerj6eyrmLlq1W28XcYYdu8V2UyrKRHEzHA0jAdv8AL0b8rc1XAvhBtU8+6aEV/BaIGSVVXjqPcUX9vT919V9xdv1u5e9egDh6HsnoKL+P1XXddWfw3edVSwm8+Q27E+l5hGFOuNT/ALD2Utsu0cpQRctc1tI237kQBfR90MZ8hJ5D7ejhOYt45ymuOZ+UVjXc9sBP7tcUmmXgxjHE8OA6UPcfYO5e+9jYb5S5ZqzJZhp5MJvfr/OsYX23u7GH/gTDNL+8YKoK0joVsb+2trsbTlzmM8jgqAwEkV3FlZ4G8iB261qM8en90vrvmnlYc8lGqjGOazmw1tcJ/CT3eG1Djh0p+ud2Um/KbZWL7spcNtXq/u/b+Tw+LrIKKLHbb25ncJTmSkpRW0oLfvPZZWZQfZbuOzjatxv5+WtUt7tciOSzFpJEkNC2k4OnyFejTa97G97TYW3Nhjist2R0XSgSOOSMVCsy5GrgegnwG5M31LsnuDP7f2tidwdQv2FheuMjjq2tqXx21xDHZstBPpOmnrFTyLKQLEj2JL7bLPmXctvsL6V03FLd7lZFUa5m8lp/GnCnQT27er3lTa9y3DboUk21rlLRkZiY4BTLg/wPSteje9P5/Ndsdh73x8e4Knqynm6TmpOgtw1CoaJKiiomlyGBoqoEjIRaTdWlswv9Pce77Y7ftW02l9cQi/MV5q3CLg+gmiyMv+hn7OPUk7DfbnvO53m329ydvMlnTbZhlAwFWjVv9EX7eHRftj9xd3bU7Q2gOxcvU1WTwwp8LjqSlompaTNrFKsUs9RSxC1RDKRd2IOkn2b7rsPLG6bDcNyuojRiZCWaumuQtfwsPIefRFtHMnNu177apzUTI6qsZAWmumC9PNT5+nVxmwt6S5XN9s7YOHp4496bCyOey21VCTVGLzOFxpyFHLDVKSzQVDAKUe31t7hieyWOytZ531FHEYkJpqDNQgj1XjUdTbb3ry393DAmkPG0vhrxVlFQa+h9Ohi+D/bTbc2RsHemy9nQbh21PuYpunZm1pGL4bJ0dV4c1WVcK2MWmQ6nUCxt71u0V3tPMywbo5fw6Mpb8SH4c+Yp1fbJbffeVJLja1ELyhg2n8MowceRJ6LL/PJ6sxu2/kp1n3vtlC+2+9NlwUtVMkIigpM5QKKmekZU9IZUAU/m49zHy+6XmzXCQsGijYSqQKVLChUD0HUIblHPBPHDeJomjrE9TUkAkq9fmKdU7JIjKoH9AP8Abce6OpJ6ZBHDqQkjL+k3vx9fbTLQZ6sGPUtKhgPWAbcj/D/X900LWvTqykCnUpKhGtza/tpoh1dZz59SlmAHLek8/wCtb+vtpoQenRMvn1JiqrDhja/1/wCI9sPb16fSUcR1PSqvYHnkfS3+29pWgalT08sor1PRyAGQ8H/kXtK6AdKVcMM9OMbHgg3vyR/iPx7YI4jpQjefp08QMClvqw5Bv+m/49opFo1elqMDRvXqdEbFT/rX/wBt9T7TSjHSmP4upoI1XH0P/I/aduHT/WZTbj8e9dWU0PXMA/X+v5/PPIHvfTta567H4Nxb/ffn3rpl2JGOos0oYAAkAkg2P1H09uKtOPTDNqNeoTm5vfgf7z7sB+EdMO3kOsEjCwP+xH+P+HtQBQUHSRjU16hSE6rluSv+2v8A4e3FFem3agx1wsfbnTBNMnrmDpsb3tfi/wDxHv1Gb4emyS3UYylr2Gn8fT/eR7dEa07utU6xidgeQCB/ZsPx72Y18umPEI456zpMri1yhIPH+P8Are22jZc9PDIqOsyNqspB1AfW/wDT/W9062DQ16zW0gWPqIvcfgjkAe2iKHp1W1dSopLW/rezD6cE/W3tp11LTqx4U6moQCbfQ839pz6dKYmA4+fUyF7Eqbnj6Dm3+PujqDjpUDQ9OcDEG/4B5/1vaGQZ6eUkGvUyNrswHIbkD68/1HtiQVFfTp2NhkHz6zjj688XH54/I59s9OdZdJKXUgfn/Yfn37r3WIqUPN7cEm3Nv9f37r3DqHKBqI/BPAP+PPtSjHRjpM6itOt/P+Q1st9pfy2epsjLA1PPv3dvaW85VcAM6HfVZtSjnIH4kp8VC63/ALJB+nvP32Hsjae21pIwoZ5J5P8AqqyA/mEHWA3vrdi69x7uJTUQRwR/9Ulcj8i56uO9zH1D/XvfuvdaGv8AwpC3k26P5gmM24J1eHrnoXrzbf26EfsVeXzGY3tO0gH9t4spT3v/AGQnvC/36vmn56W2BxBbRJT5szyH+Tj+XWY3sVZ+ByS05GZ7iVq+oVUj/wAKH+fWvrLT6/p6WHNx+fx7iDXpOk8OpfeP9vUB0uLMPUvH+Pt5WK5XpIykHHUJqe/6eQPweT7dWXOcdNlQePWzn/wl07LrMJ8pPkP1G1S8OL3/ANHUO92pdT+KpzfWe96PE49gg9OtaXcteQTzpv7n32F3Fk36826vbNAJKerROoH8pW6gr3229H2Kz3ECrRTlK/0ZEJP84163ffeU/WL3VLX8yP8AknfHD54U+X7B2vFQ9GfJKWOoq07P21iIWwe/MgIbQUvbG2aUxLX6yFT+MU5jyEQ0l5KuGJaVo15z9s9m5qDXkFLW9NT4qjtkPpKopq/04o48ywGnqRuT/cjd+VytpPW6sxjw2OUH/Cmzp/0hqh8gpOrrRH+Xfwj+R/wd7Ek64+QmwKvbVXUmabbW7Mcz5fYO+sdCwvlNm7rhRYKtAGRpqZxHV0+pUqqeCQ6PeLPMPLe88r3n0e8RGMn4XGY3HqjcD8xhh+IA9ZPbDzHs/M9p9ZtEgcD4lOHQ+jrxHyOVP4SRnopnjB/H19kQlNKdHZjzXrxh5v8AUf0F/wDe/e/Ef16qyVNeuwoW1l+n5tf3RmJNWPWxBXj1zCk8j6/W3/Ee66l6usCjPWYIV4Y8k3HPP+Puuv5dOBB1nji1G5DAXF/rc2+ntp5Bx8+rgFjpXj06RxX/ABpAsB/xPtEz04dPpEFoW49T44wALAX/ANa35+vthm8+lIHTlBDci/6vqCfz/r+00kgAx08kZbHr59O8MViDxcfUc/X2geQGvS1EHAD/AGenWCAkh2Hpv9P8fxx7TM4oelSR149O8NOAAZAF+pUf4fgH2hZy2E/b6dKVWmB59TUQfSMAAfn/AGPtOzgCnE+vShIa/Fw6mpDYfk/61/8AiPaVpamo6UoqL1KWMECy6f8AHnn20SfPpzQeuXiIv9T9Bxf8/wBfda9WCAceu/A30At/T68e9k9e8NOJHXZpynBF7Dm1/rbn3qpbNemzCjZAp1gaIE2tb/E+3Fcrjj1Qw06wNSnnSR9Ln+hP+Hu/i+vTLxnyFeokkf8AZZQDf6/1P+v7UI4PTLRkdQ2h+tgALfS3Nx7fDkCnTWkdYGhB4YX/AKXH09urIPLHTbIDx6wvT3FlNuLWPt8S/wAXTTR/w9YTTsSo4Fv9sefdvFXqmhhjr//WpAjsbC/Fvr76EyDNepPPWdD6SOPrf/ePbX2de6kJ+kf778+99e65n8f63/E+9H0691x91Ip17rE4I1N/QXH+v7117qHL+lLG4ubj/H/D37qw0+fTdUC/pHI+q/j/AG/vfToIPDpmmJUhefqW+v0I/B/w9snLHq3TbO5t+Pr6l/ofxz7r17pqZwbk/wC3/HJ+tv8AH3ZSAc9e6wPKF9QNybfX9NvpcAe0zmrU9OqnrA9QSPrcjjn8f4D3Tp5QSBrwPLqLJKQbi9z9bngf4+9Vp07qFNHUd6kEEMwt+bfX6/T2yTU1631i+6X6AX/pY/j+p91691waq4ubA/Uqb2sPpb37r3XkrrXtp5Frcmw/qPdHGa9eoCc9dfff4r7r071777/Ff9b37r3WZa36cqLn/efoPr7o/DrY6y/eXFmYE/4XH+8+2uvdclqUBU/p5+l/z/j70etgHj1MFWP8LH62ufaYkk16UANU+nXJaheTyB/X/iD711vrkKoDi4bni5N7fge6saDr3WVJWf6KOfp9ebce2erUxXp2o6V5GFwQQVIA+hv78etrx6WNBjmYi8d+TY8cX/I90YefVulvj8V/VWvdfoLg/wC291630usbiuI7K3554/r9Le/de6X+KwruykISvpH4H5/p7TnBp1voWMLtgsFuhC2BAtc/Xn37qwz0KeN22iqvo+n+t7YcUNfXq/SypcTEipqWwAuQCOTf6ce69e6cNCqPSLW/p/tj9fdWFR175dcgb/n6/kf4f4j2wR04ppjrG8wUk6hewtcn+tr+6nIp09031GRMVwWvbkWvckfj2waVx1vpmqs2FDWkt/T6/S3596691DwFPn997qwmxNl46TM7v3NUilxdBErFKaNuJcjXOLiOCIXLu1h7o3VlPQ+9l9gbT+KWy8r1dtPKyVHZ+9aWp27u3tjEWq6Klz8cRnn28ayK4poYwdIOoXI91869X6qTz/ZOc3rHKMJk5qeuHj232DiJJRHJnlpn8cG5o5DyDGDdWJ/PvTZB691ZL0pi26d2JLnNw02S2btbdWHFGMrOKCor9+U7R3lw9Pi5ELOsw9L1Wk2B/Vf2n63069RfKDJdW5ysxmZ2XR5vofN1iCp6uppGaXatFr5yWJnmJ/eX9cig8n6D3puB6uig8ej+dodD9ffIHYjdj/HTekO5NpV1HFVPBQpEMxs3MwRAtQ5rFEGSygeMuVAPtN5dOCrYPVQm5+lt5bJzu6a/I7dos1tqvoYot74GBfCWmjJWHK0NJUX1k/qlSJdX9PeuGercTXol24MNHS5TN7XqpDufZjr5J6anp6zGdgdO5mWIz4ir27WsVNbRONHmgGplBI4t7TaXVw+qq+Y8wf8AN01olWbWGrGf2r0ybN2Hj96bV3bNmMPvXDb9xFGKfdVXtfJx1VDvrY9MSaitx+3YrzCr8VjJZdRPtqgVmqpHz9fs60AFZ3KkE04efzA6AfsrZOU3hkcBkdn47D7M21sejipK3dmGV1qMlg1Imgg3VjSTUpWIAolFx6ri3tqUa4/EpkcCP8vXpTUCSlNPA+ZHoemmGKDL5bI4Wr7MwOL3PmsLLUUstPQU9OMvt2OK38QrIahbmbSDpRebjn234iK6xyv3Gukfxf8AFde1Rh1WVxqp214t/wAV0j9udcZTEZCTa1DX0+cg3Dip63DYzBa6OfItSyiWbcMk5NvNDpLrC3DEWC+0zREsYhhqE4x+dfUdNNEWZozg04jH5g+o9OhVzm4MDurD4GgwXyByPafZuCU02SxO9Nqf3d3Pg9pRDxZCDFZTJQpTeelQMIiV5sD7Y11i8OSTx5AMVFGp8vLHTEbqIhHNP9VL5axRtP8AgqOghzu5n2BuGqz+yd8jpneWXxy0WDzO5oodz7k3/qtTQl6mhDRUKFGKF9Kg39p3ZYKeC/gvJTLZqR/g63MxtwBBN9O8tASw1FqcAacOk3/dLvjd+46bYku66XP4iqigzW59p02WpG21AXbzy5nJVExZKed7lrErb24sEmo/UOK0ynkf6XyJ6VQ2sokY3coPbTRUFW/pfInoecBjtuVecxW2t2b17v7G3RjaiKl6g6k2vNFmGq62FfHX5HFbox6NHHRUZuCjuRYc+0ySOjaZtTLwVRn+Y9OmYZZYZhFOXYMexBkD7GGAPkelNkuuN27EyNTkp+y62es3ZlocXS7TfKUlZu3buHncDMfx3JUx8UGhC6AMAQRc+3FDFfNR6VqR9vRlAtf1GJCeaV7/AM/l0uttVtHhpMntrasmzuqNv0lcsOP3nloafdHZfYMiXWrp6TJjyRFHb0p4x6QTf22FuWrpIjX55LD59ehS9djHERBGDUHizgcQT5DowXWnX266bE5rF47a8ua2XuOqXJVuxI6qLGxVuZJ9NQtcmli8n63XXpFyLe7aaVqa9L40KOT8IbNPIf8AF9Ho6v8Ai5vDcGDjwlLtyqpuw9w1NLNLs2CFcjLQbZp2vFTVOSjDLDCq29Uh5HN/eq0NPIdPqSx7ujE9iVvWnx3ajwNbUjfPYktFTU+49tbeqIZMbtwIqpLBUViXVpETgKD+r37q9O2nRbe3ts4zsTbWb7n2FRY/e2Ax1HTYOPoKrhNRuTMVbRmOrymSphcGKI+oMqXP9fejwPV6+XWvnvrOb46Sbdu09pbXxm1Np71yVVl8pn08dVmoKwozT4Clen5pUT/MeGXk2v7T9UC0OOrHvh98g9s9P9W9WbL7Cy9BvPpDunM5dd04hVkTc/XOflYIlQ7VBICO5BiIA9tSDz6Ux/D0ZruLZWb6L3fSbby0smQ2zuei/vD1xutUY0O5NuVh8tLDHUfpaeFWVHQG9wTb211foDM7vCYwyIkunUDbm/I+oJ91f4etjj0Xrcuamqnl/cJ5Ivcn2x1cGp6CLIu7s7MTYg3/AKcnm1/dWHn1vpEZA/UD6Aj/AH1/det9Mmhv6fn+o9tvWnXuvFTYXuP9Y+2unRw64Ffpfn8/74e2nOadbHWEizNY8Ejj8Cw/Htvr3Uqki1tZRf13I/2HtiTDdPRjFelhjqU3S11H5v8A7x7p050IuLoVIj4tckg8A/T8e2+vdCHjMQH0WViLC/8AT6fn3o1pjqwUnoQaHb6uqHx6fp/T62/p7T9X+zpTR7aFgdAsLEG31/J91bget9ZW26ApIT6H/Dnj6e2OtgZxx6bJcAq6rx3BPP0/PPtuQYr0qBqPn0lshg1Ov0W5vxp+p9s9a6C7cWGqofDWUDPFk8TW0uWxc0Z0yRV9FMJoJI2H0YWNj7akrWvW/LGer/8AunO7V+aXxJ6s+Rmz56ym7T2htE9aZmnEDV1LM9HjftK+bICIHwVD2cp5LXvx7oTUZ6cjGlaDHp1qH969ULiqik2rvraWQwtTFWySbezcmOmoa/NY4VBkqaTwyqGWpFz9vIRpY/S/ugIB+fRJzFtsG7WIjlTXpOqv4hTzT+l6dJH5C9h5vcuzuvuhKepwm5YqR4K3Edg7owJ25v7DwRxeMbY3BV1SR+SniFlSS1mAuD71GV8TWeHy4/l0E+YDc3Gz2uy2zLJPOKfUzUVkVfwSVpxA446ArbHS++9qUef7EyM2PpHwUT0O0YIZojFuCrKlamqxQJ/cjpwQ5dbg/wBfbskkZQRn18+gzy9ytzXFeTb8fDH0sbJFpYFDQZoBxx59FnE+SyuRyUlVGKqtydTI1bLUAyN9zqtLJq+oN72H9Pb7mNIxU0p1He3DcNz3GePw1d7pqNqFdLA0LA8R0cfoXCQbezOKzbYml3X9lSy0pxmfhM2Khkr08JaOBeXZL3jA/PsluZPHk1HAHl/n6yQ5X5Yh2GxjSRzJIq4ByFrxA+XV93Qef3r8A+oN45U7dpsR3Z8g9v1lD1pFnKGKWr2btLMLau3bQ01QpkpmCOUpiQLq1x7Zc0z0KPDjuVCaqhDXHr6HomcVAKaIpJLLUTSSS1NZWTkvPV1lVM1RVVE7fUlpGY+2OlxNRTh1xmiJU8f1tb/Ae2mFD1Q8emuoZ9IuPp6bW49662oB49NJezWubarc8/n2wePT/XLyJqC35P8Avvz705oCV695dOMEoSw/oB+D+PaXzJ9evDLAHp9o38gDX4BN7fQf7D+vtuTh0qHp0q8fIgYclebH+vH059t9b6XFHUqyhNX04B/Nh/re2nFD1U46cBp1G5vc8cfknn3rp4cB10VQv9PV/QXA+ntpqV6t1zEauQtv9t9bj/H3Q8Kde6mwwICQSbW/23tP04DXpeYKjiZ478/7b+v+Puj/AA9W6HLA42ALGURblRq1c/Q/Ue2et9LlaeNF06QB/Tj/AG/tO4o3SgEEY68aWNrjT+P8Pof9f3Q8Ot9IzO4pNDkKf03NrX+nN/dOtjGegF3HQaGYqCCCSASALD3VlLDp0Go6C7KNoVjcn0/U/Uc8+2BSuevdBdmMq1PqYPYgcC5/3n2w3xHrfSBn3q0EnjMjDki9z+eCR7r0rUUUDqNJvRmB/cJ5F/V9ePaU8T1rplqt0ySq1pDpP05PPup4de6S0+SlqpDax5sTa3BNuL+9dPjh1lp+WF/pz+P8L+2peA68enOIH0i3P+P+v+PbPVenCHWCBYfkgk/i3tt+PTyNXB6dIP1Bvp6h9Ppx7bb4T1c8D0+w/oH9efabqnz6d4V+h/Fx/sfdHGK9PRMa6fLpyiK3Ivzbn8W/P19s9KDTy6e6YiwXj8H/AJF7abj1U8enNWP9LkDn+g59+Hp1dCfh6zwvzz/rix+p/p7ZYBTTpzpxjkAIJsCBYfk/7b224LLQdePTpSV01NKstNM8brY+gkA/n2nOMdPxN20PQsbY7NrKKSOKukcWsPJqP5+lz7ZY16c6MrtjsuOZIdE6uPSfS3IuOfdevdDrht9JKI2aoXmwABt/re2iKGg6dGB0KWP3f5dCiQaDb8/0H+H9fesUz17pZUu41lKxhr3HIN7f7x/h7Y+zrfQudWbj2zT74oMdu9TLtPdVDW7ZzTq+l6RslTmnoKyFhaxSVgbnjj29ZvAlypuRVDUMfQHA/n0h3SC6n2yQWTUmWjL86GpB+0dVW/JH4R4beu8t04HcWC3Zh9xYo5rCbZ3rSRrWYret5L7XXzUa+JdCXWUtyb+6pLcbZcUjFVDYP8Q8s9eMdpvVgkc/mlWXgVbz4+nl0QLB/B6pyOW3ltHcHS0+29z7Jw8M8NDHDUT4aqp5pPt63cMWWg9DVDRlpFgDX1fj2YXHMm6hzLFM1XoCaYFOC0+R8+iu35S2FSuuBaKap66vUnjQ9XodSbQ3vsXZXU3YEOIrOourum+vcrszaGJzDQRbn7vzGVpxBM+SwcQWSOlVr6Zp0PHN/ZQ0TrAdyujpMhNFPxOfs8l6MjdQz3Y2u2UOY6F2A7I1HoeBb1HQK0249yYbIVeQw2VyW36vIyVzVoxlXNAJafJljWYuZFYK0Wl2jIIsR7LEZ4zVGKk+YPl5j7Oj2SKGVQkqLIoyAQDkcD9vn0LW0u4MCNv4brvs3HS1HXeInmqBXYHVBmaWhkOsbbgjSw+0nJtUaRqYfn2rivjHAtreVaBTUeq/0R8j59FdxtZluX3DbaRXDY/ot/TfzLDy8uhOzeW3BtTK9NZLrbbGC7V3B2fuqmpNqbbxkjw7c2Nt7HzCY1G5aSAiUGCmQs8khtqX26HZJo5YKSsxqqjhT0b5AefSN/BeKZL/AFQxopEjtkkkcV8snh0q+5e9cQ2/+whuXb43rtLMU1Nitq74WtoHwFHvSCMJn8Lg2A8gWnb0h2cjj3S+ug0spZNevgeIVvPT8h17aNtpbW6Qt4RiFSuQXT8Jbyz0CW7evMNmtsfx3pfeEfYDUePEu8ttVX+QZHBV7Q+R4qCpqPRUIhuv7d7n6eyOaNYwDGSxIz8j0fwzySSSJcJ4YU9p/iFOPy6TVduObrL4/wBLjM3i66uqJFr94w4gCWlmiy8w/wAippytmY6145t7YjDORCMK1T9hHSqVo4v1V+IDjTy9P83VUnzO7gxGU2dmMFRytT9f09XtCrz23sHSTU+a29vbORxNVVsuTgsTEFdzLEWu39PYw5V2+d91iZAviOrFWbgyqDUUPnXgeo6533K1OzTwuWMSsgZEBqjsR3Fh5UyR0mN97CzGyNrb8xW3oKCHCYbqfHbz6hrJnSTMbtzFHSff5D+HUafuRpIDoeBgWb+nPtuyms9y3i2W5LKZbkpdDgsak0FTw/Py6c3GC82jYLx7NUdYLMSWVcvK6jU1AM/avE9FJ3O9dgesa7tCgkiHavePXmBTL5aJZcfufbeWp8nS0q4rZFTSlDDIlyZqceskG49yFtyPLvg5elCmx2+ZyoPdG6aWIZ/U+jcOoo3SXRyyeaLdXTdNzt4w5+GWOTUgKRei5NU49WDZDtbMdsZrMdT025cNF8nvjl1vh9x7G2t3DSNlNld60+IxMWSraqiecakzVGnrTysQWA49gva9nTbrUb7es42zcJXjeaA0mt6sRpanCNuHljodb5zHJuW4rytZxIdz22JJVhnH6FxpRW1oDxlr6cD1Tv3F29u2khh+QG/48BuzuXtibJYjLZyrl1V3U8ONqPtvt8Zt2MhqapQAJT1BiC6fp7lPlvYba6ablbb2eLbrUBlipQXRbNWk/Eh4la16h/nPmi5tY7bnXdEjn3S6rGZq1ayCGmlYvwuOAelOg86533urZXZcW9Ml1lhd75bsLa02Gotrb8pp6WjztNXRGnp91YiubRHJVox8kbNqsQPa2/2va32Btma4aGKyk1iaI6jC3nGyirafLol2zdd4TmiPmBbdZ5r+PQYJhoE6+UiPhS/nnoxO5+y9o7x+Lp6N3Nlsl0hndo7xly+W2lhaE1WS3bWlmekq6zJUa6vSP0gNp/w9hWzttx2rmxN726GPdYJIgqTSYCV+Kgbh8/Poc39/tm98lycvbpcTbJdRzM8sEXcXoezK5NR5jHRP+uMn1pllz+P31s2q3waaiWl27WZiv+yyOHoTMYWy7ioYebx8uUALW9jre03vbzDPtdz9GJWLSCJdSu9K6MA6a8KnHUZcuT8ubqtxb75ZG+8BQsRmbS6JWniZI1U40GehL/je86HKHHdHbh3P0/h8ngZMRujMATYT+/W36RRHUzUFXXWYpo9K+Fh7DsTWlhC13zZDHucyvqhQUkNvI/AMF4EnJqOhVeR3+7TJZcmyy7Pb+Hpnc1iFzEmCyM1K0HCh6DIVNDtwblnpNnj+7ea8OLkO7JaufMmCkb7nIbwxs5b90ysHGtr8fn2flpdxSLx7nXdJ3qYqBFZsLA48qYx0FP0trluBaWmizkIRlnr4jqtC9xGTxrnPT3hsbtXZu36vdZGFrcVuasp3xsW5cVLLWT4o3vXbcySARF4v7cbXY+0EtzuW9Tfu8u6XFopV1hcAB/ISqc0PqKDozSz2jl60G6GON7a+YNG06Et4frC47ajzBqelL1xjMJ2FRbg6kztZtnZWZ7KrpNy9Z9m7piaLDxpj4ikWEpqxSq08kjqACzABjc+9X/1m23FvzDZJJdJt6+FeW0Z7+7i5B+IAH9nVtrO37pa3HK1+8dm+5Ey2V1IP0+3CxhhTSSR64PXtg9ddYbQ7Cptv/LbO7q2xmoJAMDmtvVcWfTI1FK2mOqqqyj1I9E/BUKfp+fbW77xvm67VLc+3McM1sQRKjr4eivkqtnWPM9ObJy9y9s28wWfuhLPDeMawujCXUF82dceGRwHp1w7kwmyNo76yOM2DuKnyO1cnTCrxmRhmjqslUzVS+P7XJmEkQo2q412t+faTlmTddx2dLjeYSJ4zQqwKoqrnUtfiOPLj0s5uttn2re5bbl+cPbyLVWBDOzNjS1PhXPE8OmrFYrtCmxW1K7HVNPU7TwWRqaHI/twVcONop/8Ai6+ZgpEihf0Nz7teXnK011d211GVu7hAyUJUuy/2dM4NePSaysOc4bOyurSQPZ28jLIDpYRqf7SuO4U4dLbaf+kSs3jjNx9DYWOfe2DyorNvVAq6TGifDo3iyMOXSqspppBq9PAsfZZPDskVi9hzlP8A4nNHplUqXpIRVDGR+NcZ9R0dWsvMM1+u6ch24N9byBoWDBAYwaOsgPFGz+3ofMJ1Dm+xO8KXO7I7dwPWPfxwG5t25Xb0VSabb2PbB0Iq67DQ1dKywVcdSQVVPULk8ewl+/Itn5Qm2vd9vfcdg8SOES5MrB2orsp7lZfXHQ0fl+beeeIN42Lc49t5iEckxhBAiQotWRWHawbhTPQW0u48f2bsbe2KyOZah+SsG6Zq/ObIedMdtHP7ZxiGOqye31GmP7t7FtJBJHs6uNpj5Y3CyvbZGk2AxBIrimuWKR8hJeJ0DhXh0Q2+6yc27bf2V5KIuZllMk1sWCQzRIKM0QwNZoTnJ6XPxdy+Iyu8MV1f2VmvtMJX0WU3v1NR58KMNPvPEw+f+6kxlsFSrkURHSRf2Vc/Wd0dtfmDY0Je2Kw3hjPcIHNBOKcSoz0a+3G4WSbonLe/OFS8VprFZPhM6CpgJOAHIpUdC3sXsLaNbi22Bvmlm2/uztzfuZpOxehabEzDbeUGNMseNnpJpFvCfEuqJyw1WFj7D28bRu8LPu/Lsvj2+328bQbgXAkTWAWqPxUPEZp0KNm3rZXjj2bmWL6a43G5kS425YyYZCtQtD+GoFQSc+XTdR4bK7Tpuu49j5mtHXdb2p/AMBVVeqTM9WVbVQhzmNnxzXnSieH0eR/QR9PbMpfdZLqbegpvRaa5AvbHegCqPq+HWrZoM16cSm0Ja2+wFvoGvdCM2XsGJAkQr8WgjFeFOjDbr7BxPYVZufPbj2q2zd1fDjsvAybk3bgftZIc11hk4WZsnDjipeUVBKO62J5uPZRs2wTbLaWsW1Si7h5ktpAiSV0w3MZpor5MMgHh0d7xzHFv13ejdYGtZeWbmMtJGBqnt3FQ4HmpwSOPQybLqKLpDMb07q3Vnsng+vvklSybd2Vm65JshVwvlaYJjcnh1juVjqJHEZjH6Pz7Cu5Q3nNSRbDY26vc7P8AqSAEKGVT3hvVlpWvn5dCvbZrblFpeYdznZbbe6QxMQWKO47HX0UkgEeXn0MPxAzdXsXOb2692FnYjurc8CrjJKUGNTUwTCGumqkkugmmu0hUC7fX2Rb3HJfwpu0moBSBU50RnyHnQdHOxzJt08myqoZ3BNF/G68CfIEj9vRpP52exNwYv4e/G3cFVVY/L47rfdxpcrmaCRJhV1uaoUhe7qTbTIxVlv8AUe5D5AhvBIdoWjxGNiJAa6jQny+R6jnnO4srl5bwBo7h3BMZFAqii4r8x1rgCYA2B4/J/H+FvYj8M+XQODgcD1lScnhT9PySAP8Ab+2TD6jp1Z2r8upqVfFmHFrf763tOYM46eE60z1zjnS4sbWvzzYf7D3VoiBjqwmQ46mJUkfSzA2vf6D20Yj5dOhwR1IjqDcEcLzcr9L/AE+h9tlKYPWwT05QS2P1HqtY/wBfaeQUXA9elUchrQ9P9LIrKF/tXN7f4eyqRM06MYmqKdOcDNqIPAFufz7SSUB6VKaip6dIX5NraW/r/h7TyxhhU9LIn4J07xm63JuL/UfS3tBIDSnS2JqNQ9SI3DEoObXt/jz7YKmmelAYE06lK4+jW/17c/7f3QinVuuY5IA+h/3x9662fl13LOiAhTe/Fj/xPvYUnj02zgYHTc5BH1ub3sP+Ne3emGqBjrC5IUkiy25/qObe31AGB0lev5dRnYEXv6APz+r/AGHu4BPDprqPclr8/Tj+pHtwCnSaRyc9cZJNFlsNRHN/6fj24iBqk9MgdQWkXVqJuf6D/H8+3wKCg6qXUY6xGZj9OB/vvr7sBjpoyEinXS3P9o/6wsD73pHTfWdX+oNufz+fdenBIwFOsiPchSfpwGHN/bMifiHVg4pnj04IV0G5Pp4/qb/4+2GFR04DQ16yoxVrnnV+foPp7a6U+Q6nxG4UE83sf8Lf4+07juPV1J/Z1LQkNc8AW+n5A/rb210sU6lBPTrH6hc8WFwPwT/j7SOOIHTy8Op0Q0mMrxqvf/D/AFvaZj2np4KAQR1IHJC88N6SP9fn2n6e6ltqtYC/Fj/X37q6gABj10fxe2u30/FvfuqtQmo6iyRK/qPFjqsP9v7urlceXTbIGz19Jr+Wzs2TYfwH+I+3ZohBOeithbgqIRa8VTvLDpvGpR7f2w9e2v8A2q/vpf7a2ZsOQNotyKH6WJyPnIokP8365r+5N4L7n7d7hTUfVSoD8o2MY/kvR3PY36BHXvfuvdfOO/nObt/v3/Mv+VGV8plhxG7tu7Mp19OmFdi7BxO0amJAv4FRRzMfzcm/vn97t3/1fuNuj1qFkSMfLw4kQ/zU9Z7e1Fj9L7ebbERl0eT/AJySO4/kw6qykh0/QG97m/PH49gOOYefQ6eMr869QHgve4sT+OOb/Xn2rSTpM8a8R1EkhKf2bD+v1/H9fboPp0maIA9bEX/CZratbk/nj2LuWJSMdtb41bzNZNpbT95m9+7Zx9BSahwC6CokAJ+kRt7nH2FgeTm+eYfDHavX7WkiAH+E/l1CXvnKsXKcMJ4yXKU+xY5ST/gH59b23vLzrE7r3v3Xugi7y6K6c+RvW+c6q732DtvsfrvNosuSwG5qYvTwVFOjCny+NyEDRVOPracM7U+Qop4aiEkmOVCSfZduu1bbvNk9husKzQtxVh6eYOCrDyZSCPI9GG17puOz3i3+1ytDMvBl/wABGQwPmpBB8x185P8Amg/En4nfFnuyXbPxS+UOA7325kazLNltj0Rlz2f6gnppECYDNdiYaM4LMqWaSKL7adK2AxNFW06uqzz4Yc97Jy7y/ungbBfLdoxOpB3NCR+FpF/TfzAodQpRl8zmLyPvfMO/bYJ99sGtXAFHPastfxLG36ieRyNJrVT5Csg0bcBSbi39L/7x7A4mTzx0NzGw6yeB/pYcAWt/T/H3rxI/I9Uoa06yrCy8N+m31H1uefbZmHl1bQ/p1lSkVfpyx4u31HPttpqig6cEOO49TEhCgX5PHtOzE9OJGFFOpscRP1B1f2fp/vI9tM1FqelGggV6cIaY8cHUfrf/AF/r/sPaaSQ06djRmwcDp2ii0cKNV/z+Qf8AA+0Lvq+zpWiUFOniCnKhW/tH6KefqfaV3x0sijByeniKBU0liWf6hf6f6/tFJKXBXy6UKvkOp0cJb1m4Bvf/AF/aN5KCg6Wxw1A6coaexACk8fj/AIke0zMTk9KQlcdT4qUW9RK/T/Xsfrf2y0tMLx6UIgAz1LSBbnSt/wChP1v7ZMjeeOnFjFesnjkP9i3+sB7aMi+vVyoHAV656D/aUD/ACx/2PvWpfXqpSvEddFFPBH+w97DAmoPVTGvp1GkpFKnTckn6X9veK3TTIa9vTe8TA/psRcf7EfX2o1A9NFFrU9YGQvwVBt+R+P8AX93BKnHTDIDx6gSwFbWX/EX59vI4P29JCAx7uo8iFhYrzwbgge1GqnHqrIKVXrE0Iv6SPpwD9SR/j7cViMjpor69YTEdQBB4NhYj6n6X93EmM9V05+XX/9ejuMm9r8f7z/sPfQuShFR1J/l1KTi4/wBsDwf9t7Z691nRrED6jjj/ABPv3Xus7Dm4tb/D6f63v3XuuB4uf6e6Hj17rByQSSP8R/X/AGHvXXuoEpINr3C34H9fz7904oXz6b52Iu3JFh/t7+9/LreoVp0zSm5b/C9ufr/gPbVRqPV+meZ7E3B4uCf6kng+6db6apZAAbEcX+h+vv3Xum1piFNrm/HP49p3XS2OqnqJJUBD9SeObci4/wAfdeno11mrHh1AlqGI5JAJ+v8AUHm3v3Txya9QpKg/U/jkAn/be2npwA691gart+Te1yL/AFv7b691has/P9OR6v8Abg+/de68ldc/hfpYj/kfuj+XWj1x+9B+p02P0H5/17+69Ogg8Ou/v/xZbf1/4n6+/db6zrWj8k3vxyP9h7o/DrY6krVf1NybcXHtrr3XJKkGxJIP1tf+n59+PDrdc9S1qCLevhrfkf7D2l6UVNcdZlqHbgM3J+gNxf6+9db6daameQqSSbgG3P1v+fempQ1690q6HHF/qhJvxxe3+Jv7Y6sOHS5xmHdtNo+dS2Nv+Ke/Hra9CNi9uytpuhAJH0U/k8+6N1boRsZtdyFFrXK8abHj3XrfQj4vaYtGBGePrxyeffuvdC3hNqACM+MAccFOfr9Tf/e/bDcet9Cji8GkS+pQota4UW91PVlPSkWkjhWygA2/IH4FuPbb06uOsEllv/xHHNr39t9e6bpqhEBueLfUHi1/z70SAM9e6apq9VJ5IU8Cx/qOPac9XXiOmmpywAYBhqtxY/gf190PDp/pLV+aUXvJyObKT9bfn2x1vpEVmayFfkMbg8HR1GY3Jna2DFbfwtGrzVOSyVVIIaeIRpchNRGtvoB7917q2/qjpeg+M2yM7i6yqXOd+b024z9g7jxbLNJ1MtVEJqDA0UptpVlBWpdTwfdW68OquN9x77pd0bmpaLEUO4MH3LO9FunadDSNl3wlfSDx0+48PUFS8VRKVDyWA+p5906cHDPQrbT2Vsn4ubaJ7p27sffG8c5QU9fsfbOPMDbkrodOuA7uWME08Uf9sMefyPdWrTHW+g13Pv3c3ZWZXcW7aqOWohjWnwuFpgIcLtXGqLQ43C0ieiNVFgzgXP19s9b6blpwVDgkk+rj6C3P+8+9H4T1sNpNenLZe+t/dPbij3X1buiv2pkxIJcjj6aVv4Fn0VtZpsrjb+OQPaxYi/PtL0o4fn1YptT5n/Gf5ALRbf8AkxtM9M78WNaBN37dBn2vnqiQeOGollAAp3vy4Atz70eHXulTub4VYzc+Ul3jt3HYjd2EpqARba3btoUtTMRPHaOtrkgYtPeM6TrHBPtmtMdbFQ1V/n1Vz238L+zdo7xgye148jHW42oqcgmb2jk6ihyuEpmOp6PKUSaVkRvo6Mfp719gz1dE4nzHA16IJ3PsLO7F3FXbhy01NsWh3FVUdBuSqFTLU4TK5aqYR0tZXi2lDIxHmAvYk+25QxBANCR6Y+zrUinR2Hvp+XRb++6nqvqHF0W0N79PVK99VeRhy9NuKgztVPhMnsmqUSU+bwdWBdImQktBYD8eyuTTREeMCWvbXOPMg+XRVKYgixyxgXFarU8R5kHyHr0WnCd6YijptyS4rD7pgz5qIYsdUUbVM9PRUerxBoqyO7Uoa4JMY5/PtuTcIgCj1JQ5AH+XrUm626drgsUpUAY/b0YvH5fsCtxeCx3YOz9v0mz6RxunG52rjgG9N4IyCWqxxyUGqVqXSLM72P149tqJwWcoAoAIP4ifMfZTq9uJGkYOg0KAyMfjLHio/o06GvaW0sFLsHcm66LC4P8Ag+f+61PvbDpk87Q0kxJjxGzTUKZPCpIAqAAVsLe3kQgF5aOXFRUcD0YwQ0UvKAxb1FSp6TeyuhctJTUGIx1PPBTZ1KjPZnEwtPSVu46aMF6WDIZmwlEQt6ojxp49tfTIGGPi4/b8z/g6t9JC0isRQHj8z0OG3Ohuydw4WHI7QydXsvetBPJhdvU+zg2ErNv4mpk/yo4+pi0lonUHzTg3J5PurRsiGNDpB9PLp0RN4LQRtoBPEcR9h6Hei+Nu78GmI2HLsmmOCz1O1du3dUv+5fcm66p1/wAvg/jBvJGHOos978+9BBSowTx+fz6fggij/svzJOSfX7OjIbb+Lu6GyfX2Qx/Q+Dy1JhJWw22sZQxvX1+Oo6h9EWYkiZf1Rry7va591aMafs6UkBQAvl+fVjk3x36T6g21isr35vUbXo4aqKshweGnjG4qyXX9y0cdHTsSlyTH7ZBz16hrk9BZ2z8zcxuRMhtT4/7dbqLY0lLHhZ92+Qy9gbnx1OnhP3Fa37kCOPoFP091PHqyceiRtRRxtPNI009XVOZqqsqJXnrKyVjqeepqHOp2J+pPv3TvXHE5TN7RztNuramQfDbgoHSSnrI+Y6jRyYa6H9MiMOCD703Dr3UXvj4ydf8AzL2vmuw+sxj9k/IfFYx67fnXThKPb++Z6BDLJntvUA9CTFFLSBBzz7Y6t1RRldm9m4jdeAp89tPP18dfnExGFxWFoRTRZyvopjDJT45VIBkib9TGx9tycOnU4dX19Jbhp8/tv/ZD/lFu1X3BmMSm8+mt4Eplcn0ruCSMCg21nsndnjgnusckZOlSSfx7Y6c6J1vram59k7mz2xt404otzbYqpKLJpGxNLWxK+mmy+Nm+kkE62ZHX6+6v8PXuggyaKnkDFTb6cAfiwPtk9XXj0HeT/SxH+Nv9f/D3U8OrdI6aHWTq+txcEe6db6wCkBHCj/bH3RzinXuvGlVRyF/2x9s9Ojh03TQMDf8Aw/1J/rx7afjXrY6gNGQxB/1/obc+2+vdPOMhJI9N+TyRaxt7Zl+KvT0fDoR8PRH9sMLsf6g8G3tvpzoVcLjVkZRp+p4Fvzb/AB9tnr3QxYXCXjRdB/FxYf7D34dOI1MdCZjsKqogK8kWPAuOP6e2H+LHVsDh0/8A2MSgKR+njkD223w9e6wT0kQQ8AC172/PtnrYOltQ49J6qhiS/AIJNv8AivtuTC06Urgah59JTIxpY+kfT/iPbHXug2zFPG5cgWfkC34txf21IaGnW1wajoVfi98qN0fEzdWbjehn3V0b2EVpe2eu1OuXx6rf3l24D/mquEc2S2oD3SnmcdOFScniOHVgnffxR2P8odibe+WHVuVr++ujVglwS4/bVBTzdlbBywS0cWXwMLeU/aOeJSPoL+6+GxUuBj16TreW5uvouEunXSlAR8jwx5+nVDHdvxK3fv3KxUe/a3Z29zs6iyVFs2HG5FsHu/e1FNM09EMmVVHeqoDpppoXNvSefbK6kIYcR69IN42Lbt+tlttzXUisG7TpJ9BUeXr0YT48/FLDy9U5PE9lY2DvapxWHpsnvvAbUmNDJ05iTcYrb2IyNHcnISEFapAeeAT7oWL0LDuHHpRtG1DbIZIg+tHY0WlAieSKPOg4nz6Kv2P8B+kt27ay3bXw+3vNlMftXJBO0emexkbDdkbRnacRmPDUEgMlfEzGysLk+22Lmg409T1Sz2DZtumabb4VUuxZyRnPp+fRlOnPjVt/4+YfDd39+4iLELiKijyXW/TORRU3Lv3cUGmajbJ0Ru8NBE2mSQsBqU8j2wc9HRoc9MfYfYm8u3t8ZrsrsPITZLcuelCx0jSmSh2xiIhpoNuYSE+mKmp47RhUsDa/tt/h6tCqo1EAA+XSImUEAnngiw9NgBe5I+v19tdKumqYkA2+n4H5sR9PbTcetHpmqn9Nr3v9bf1+lvdetdM0gAtxySf1G3tk8c9KBw6iFubm/wCLkfT3o8OvdToJvwebcA/nn2kzXry4YV6UNDJosT+m/P8Ah/Tj3V+A6VKant6UUNUBpI+hIIsR/X839tdb6UFHkCOGNuT+ef6+2349Vbp6jyQAPq4sP9t7r06vDrmMmpP6+P8AefbbL516t1mTIg/pYnnnn6D+vutBpr59b6eaauGkWa9v8RYj2mf4jTq68OhE2/koQ8ZLfUi4B4HPtt/h6v0PWDyMTRoBpHp5twRz7Z630s4pgw1Bv6C5P1v/AIe2JD3dOxjFepsJJuSQeP8ADjn8+2zw6c6ZsuAysFXkjk24P9efdOt9Avn8fLIZtMWrUDYW/NvdHrpx04vw9BJl9r5N4yUpXsyn/dbG1zcD2wTTrfQDbs2zkYtRlR0IvYaWF/8Ab+23px8+vDovG4cTWwvI5WQD8elgAL3v7b6VI+oU9OkbHNILq7uug2a9/oDyT7SkUJr1vpxjkutiSQfz/wAVHup4de8+pMLAHg3H4/BHP1966eUkjPTvA9hqH1BJsPr/AE9tyA062enmJgWRrcED6n8n8+2Oq9OCGwP9fwfza/49skGtT06gBz07U6g/0H6T/r/6/vRFRTpzp4iF2AFrW/H0/r7S0pg9UNQadO8P0BJ4DAW/3gX90fh09GgPcep0YOtjY2NgP9e1/bXSjp5py3H1CkgXt9P6f7b229OqnqeCQAQxuLg/0I90HVk49ZY5RqAW4/rfjTf+ntt/iz071PjlAP8AX/G9/wA+2ZBUYx149TFkB+lxf6EcD/bD2x07GKCvXPyHi9yBxyf9sfbLg1r0907Y3O1uLkEkEsmkW9Gs2+vJ91690N21uziVjjmkZZBY2LH/AHgX9tsanpyoPRhcBv8A8yQ2mBBNrh/px+PdSKjrfQv4XeSELpl1uLXJa6/7f2yRThkdb6ErGbkidbs97jjnlT9Qy/0IPIPtmUUjofPy9eritA4OfT16Hjanbu5INuz7WnqIMpjGcSwCvijmqqCX8TU9U/qDe9CeWNPDU6h8+mpLWGabxXGkjzXz+3pff6XM1/C8fiKfCbepaDHkMlQ9HBU11XUHnzZGocapwCbhG4B9+lu5WooAHp0ym3wK7TMzEtilTw9B6dBjuzP5fd9cchuLJT5msij+3ppKjiCipxwKaipR6Y0H0AHtJI8kxrKdRpSp9Pl6dGFtDFADDAoVDU0HEn1J8/n0Cm4doRTeSSBSsjAsLC1z9bD+lz7YUdPjVSuK9A3ksfUUMrJIrq6E8/kn+n+w90YgAg5BOOt1J+Lj057C7F3N1hueh3ZtSr+3y2OZl8EzXpKyilFqzHsrcRrMhZHYfgn36GR7aXxYT3+R8qeYPWri3hvLU2tyA6N5eY9D+XEdLHsjF7b7Pi3F2p09SLSianxOOyXxvrsg0dDhd018xTP74247fqgc/uHSPbk7RODcW3YfNScavMj5dI7ZLm2VbK9cOfwShaVQcFb+kBjoPvkP2Fu3p3urG4jCUrYTY+wuksXvjfUFHh/tqvdO5ZDFSUeCxMcQvLCWcNLOlzxz7U28NrLbESyBbouABwUR0y3216SXc9zBIZok8SBQa5qxetAPs6eezuyqhI+p92b9eQ7f3rs2lymWp1ivTYrKVKE02J8n1BPpALAG/srgt2munht8GpAPqB59GU9ylpZR3d2KilWHlU8Fr69Vh7lfdld2XitmUG2Nv5zGbaz69g9kNj2XJjLbdkya/wAJqMjA4vI9JTMEMbCwt7GMMVjFsz7lcu6SGsUJ+HSaZII9T1HE9zucvMcez2McckQpPcgd2pa9oYH+FfL5dMXcuJ3ZTdh/K6Ha26cPmd4ZPbmxt6fHnav8SWWswuEoqkTV+TijYhKWnCqRNSq1iosR7W7VPtT2G0XO4xMluryw3kgGHJGFrxZ/MN69F+922+W1/v1htUqSXkixXFghOUUGpYDgifxKPLoqsm0pOz8N2P8AIfae50qtodJ/3Qq9zbfyNQKegpe33olnzGa2TED+/TLPr88KDTq/1vYkubttmms+WrqLRNfCTwZFy7WlaKkw8npSjHNOgla2X9ZLW95ttLkvbbWYvGjbCLfUBd4W/EmqtVGK9JKjG6+9N+D5Hdy9mDaHUOw50qaHt/aOMp0yuN3gtOiUmzqikhYSVP3DKkUyMCNJ549mlv4XLu1Dlfl+zM19dE+LbyklWiPGUE4WnEdEd94vNG+nnDmy9W22+zAMF3EArLNSghYDLV868ek/8+9q4PPZDrzeW1sOwxW5sBT1ud3fS45MZ/eHKyKJaOh+yi9PlnUFmH4PtZ7e3s22Nd2VwxLxP+nGx1BF4M+o+S9FPuptNvu0VnulsqgSKPFkQaTK3FQEHEsOPSG7jfD5ToPoXP4bcNVlMj/GabCZGmqHYZLrqagkD11BS1I/TGIhrUE/U+1PLimHmjc4LhDo8MuWpRZywOk0889JObStzydtE9s4L+IqKobvtwp7hX8OM06l5DcHVOAzdVu/r+iz+9NvbXoaWA7t3Hrmr9673yNMTPt6kop/S8MEl0E4PFvZK1lu9/Cmx7y6Ws10xYxRYFvbIcSsRwZhnT59Hp3HYdulfmPYY5L2G0URiWXLXN04zCoPFVNRq8uk/sfsrpDa+3Y8h2N1zlcr3FujdTUceOjjb7Hauzq+Xivpol9E8pLFNDkAfX2ZXXL/ADHeXjw7Nfqu020VSxPdNKo+GvFeFajops+auUdvsI5d721zvN3NTRTtghY/FTg3HgeHQd9ubuym/N/T4Df0u6sxNt+D7Lr7bmAxxxdNitnQLfHTVQpiFJaOzTsCeRz7O+X9uXbdnW+5dWGKOXNxLM2t3l/EBqzg4XoN817ud1319t5pe4llgAW1hgUpHHBTtY6cdwy3WKfYm56GfrLfO8Mq+6uvjWUk+NegqxUR1FHQ1gf+6lZEpuiSMvim1D6E+2od8sVS+2va7cW17Q6ldadxH9sPU0ytPl09Ny3uTS7dvW73JvNtqpDo2qiA4gI9KijV+fVmZ6t6b786a7Nnm3fR7M7UoKuk3BB11lcPT0G0+uts6QMRRbVkH+d+5U/vTotwfr7h8bruWw75Y7qluz27FonuInJa4kr3GceVPwg9T2+x7NzLsN9sc1wi3ChZoraVAi28ZHatufOv4iOq8tw9eHrfN0vRXyLH8B2UtNHltvZrEmPNVm3ajIqJKOX7lGJWnqA6uxv6Q3049ylFuU+8RvzjyK/jX4OiWN+yOdV40XhqWlPmR1CN5s9nsE6ci+4iGHbG74JU/Ult3bhUjIRq1PoOkvu05nZ+DXrrNQwZjan30tbtDshaj+JZOenrOaOkgq2u606AAaPp7f2o2m8Xv9YrEmG7VQtxZkeGlV+JivAsfXpFvIvuX7H+rl8onsWYta3obxHo3wqG4hR6cOhd+HPdnWnUXZ0E3YPQ0XecNbhsjtiu2rjI5KnJ7sarjc0s0MESsYJIXKyGYfgcn2k575b3fe9uEu27kbCHWJD4h0pCAKGj+YP8PSvkHmvbNnuXs7zbfrbnR4avGviSS5rlOAx+LyHSGy2P8G+93V+ZbeXXGz5szWZDJdcSiSlqMLg6yXXi8bTU+rTMpB0vMDz+ffmmMe121vZRQXl1oCw3NdQdx8bM3FaeQ6ubdJN3urq8nuLCzLlp7T4SiH4FVa0avm3ShztXvHZG79v1GzNq5mnxVfh1lxKwGUvncJUDTJHUVv0W4PNjwfZJZ2+z7ttFxHvF2niq9JCcCOUZqq+fR5f3u+bDvdtNsli5ieOsQGTLEcd58jTpA7hgen3BiqpZanaUtDXnKUNdNk5Y6zHSzHVXYasrEJYwS/p0ngj2f7ZKDYzRRgXQkTw3VUFHAwsqrw1DjXoNbrC0e5wTzVsyknio7OdSMTVomYZ0Nwp59Lavo6Df2Z23mtz4JcXRvuGhx1Pujbz/AGmWKraSeZfHbXGUDG7H1D/X9kNo93y3Y3FnttwZj4TO0E3dHXgBngwNMeXR/eLac131tfbzbeB+sqrcQHRJQcTilVI/b0cLbfR2d+VHfNftbq6t2pJgtjbDrZtr7vzk8G24sHk8fQh6NqmBDoWqqJQUWS9yRf3H6b/HybykLvefFS4up1M8QBcSRljqCniVUcBTqTX5efnTnD6fZRHJb2duy20xojRyhe0lRgFjxb8+slNS7z7e6sn3rgqJcF8gPh7lqjLdn5mpoRMK+bbtaIccakgFquiqYVP79iPV7VQ29typzM0MtLvY+YUAtkDU0JIvfQcFkRiKrjh0mlurnnLlQPEpst95akJunYV8R427NR4sjqD3Z49GD3rH052d1VU/J/YG53p+1d9UG09x95dc46RoINl5WgqwlO+Jw/CrR18kel5oQTYm49hi3h3nY97j5P3BBLt9oZUtJnHxawaqz8SyA4VuHQpnk2jfNgk5y2tzDuV2sLXUCEkDQcMEPAORlh0nsx2huffWZ21vndmy9rbMr89t6bbVflII0xezd+YamtS4yi3bFGvjNVHFZIZXuzG3tP8Au62jhl2jZpZJIreQSiMEtJE3F2h89JOWAx0pO63TfTbzv0UcT3CtCZD2xyLWiJKOFQMKT0Kfa2zYtxV3x16eze9M3hNgx4am3NtzKVFHFXYTrXdUdSaiDB52WRvQkzWFOCLEEeyvYtzaG13PfbOOOa41GJkLaJZoyKMyADJXi3RrzBtiPfbVsW4yywW4QSo4XXFDJWoVyeGrAUdD/wDHjtXEbp3dvrYW8ti0Gyt0bAz1BlK7cuGvQ5jNpiD4KDcWMkQAmKqjJeWFDpN/YQ5m2STZ7W33SxuWuLS5GEJroJ+ONvsPA+nQy5X3xd3urjbby1W3vLc5kpTxAvwOvpUcQOrTf5nmy33J/Ki3HlRU0VfSR7h27vbaNJTRKlRHhnqkp5qyrceoksrFgfz7H3IiS7c1kJWA1sxVV46GFKk+Y+Xl1G3Odza7hul5LGjfpxqjyGunxFaukDy+3rUMpa0ywwzA61ljVxY8cj2MpICrsnoegFFMSoJ8+piVRIIPAve/09s+HQ+vTplIPGnUla1baeeAAfqf9sfdGh1cOnEnHA9Z1qlJFnHPH9L/AOHtsxClKdXEynqbHKTYE2v9Bf8Ap/X2neMDjjp4OVyOnKCQG4JsT+PoP9t7SSr5g9K43DCvTtBJZSLfTi35P+PtK6g46Uq1D09U0jKFN/8AWsebfnj2gmQdL43rkdPkcgLAi/Nv9v8AXn2WSIRWvS9WBoR06o11AH4+pH+PtN9vShGz04wylbL9Q3BN/p7SSITnpcvw1B4dTP8AgvBFuf6/4X9pWFD8ulIPn1MRwxCkgNb/AHx9tU6frjPWUkqAqn/Y/U2P59+oOJ6oWphesLWALEB9PP8Aib8Ae7dN9R/6n6f0/wBc8292QVNT1R2xQdYJHuoT6ktzzzb6+3h0mc+Q6iOSCRfgf48e3lFM9JnY8OsXlH6j9R+lR/hz7cVC3Hh0w+cdRJZCDe3qJvz/AEPPt8AeXTTOF4Z6jMRewH+N/wAf61/bmOk3nXriRb+h/wBb37r3XNPr/sPfqjr3WU24t/Tn/X90PHr3XX0+nv3W+p0MnI1fQjmw+p/x9p3TT0+p1LXqYPTa9yB/hxf8ce07AA9KFYEfPqfERyB+bNf/AHv2nkoDXq4ND1MHC8/X/bn2z0rhIOOnOF9SgHi39Ofr/X2mdaVPr0oStenCBvUqm/A9IPH+x9o3+E9Pp8XU+MeofQgc6v6H8C/tP0/1IA5Jv9fdHamB1sCvXioJuf8AW/4n3TxG4dW8tPWWmoZ66qp6OkjM1TV1ENLTwr+qWeokEUMa/wCLMQP9j7vEWkcRgVLEAfaeqSFY0MjGgAJP2Dr6mXXW1Yti9fbF2RAsaQbO2btjasKQ2ESxbewkGIjWID+yBCAv+Hvq/ttoLDbrexXhDGkf+8KF/wAnXKrcrs3+4z3zcZpHkP8At2Lf5ell7W9Iuve/de6+XT8uN2v2P8pfkfv9pWqV3j3t2zuSCRiCTSZffdfW0SLbjSkLoigcAAD3zL5o3EbjzRuN8TXxbmdx9jSsR/LrpLyzt7bfyzt9kBTwraBD9qxqD/OvRbZYLMTax4Fjf/b+ygPXh0cafXqHLAHIB4seCB9fbyykDHTEkOrh1DendQfow/p/hf2pWevSYx04463Wf+E0Hxpr9ifH3t35Mbgx0lJV957soNo7HkqIrNPsTq6SrpclmaCX/jjW5ysrqKUHnXjAeBa+Xf3f9iktdjueYZxQ3jhI6/77h1AsPk0jMp+cfWJ3v3vkd1vdtsEDVFmheSn+/JqEKfmsaqw+UnWzJJJHFG8srpFFEjSSSSMqRxxoup3d2sAAASSTYD3kASAKnh1AgBJoOqVfmt/PX+G3xQGV2rsjM/7Mn27RCenXZ/V+VopdoYfIxakEO7+ztNRj6fTIrRzQYyPIVUTjTNTxX1CKOa/eHlTlzVbWj/X3IxoiYaFP9OXKj0IUOwPFR1KXK/tHzRzCFubtPobY0OuUHWw/oRYY+oLaFIyGPWol81P5u/zT+bTZXb28N/HrbqSuaaJeneq5K7bO1aygkZglNu7IrK+SzpZNHljyNU9KXXyQ0kBOkY2c0+5/NXNWqG5m8C2b/QYqqhHo5+KT56jprkKOsiuWPbblrlfTNbQ+PcD/AEaWjOD6oKaU+RUaqYLHqrJqe35/PHJ55/p7AetvPod0pmnXEQFCG5Nzf8+/eI3XqE5p1k8K/UH/AHj8n6ge66mPHqukDrKsSmw5v/W3H+9+9dbpXHWRISxuFFv9b3VjTz6voPHqZFS6uSCBY/4n6/UX9stLTA6usLMK9OMdOotfn/EfW1vaVpielSRANqOenGGBmsFU/wCuRYkX9pZH8q9KVjPkKdO0NMFYWAJ/pb82+vtI0nSmNABnp1ii0i5te1jf+zf8D2jZy2Tw6UIlTQDpwghB/cYk/wBAfqf9v7RyyHgOl0cQ6doIywPpFlP++PtKxoK16fWM1x04Qxi9x/t/+Ke0sj/l0sSKgqep6Q8gkghvpx/t/aVpCR6dOhPOnUxackXUWH0+ntky+R6c0DzPXIwta9iLfgfm/wDUn3TX8+t6AOPn1x8BIuV/w59+1/Pr2leuLQ8G4+g+tvqfdxICeqlB5dYDHzxccf6/t5XIGD02ykYp1HdA1za/FuRbk/n24j5z00Yw2T02SQEaitxb6j6cfn2rVyTQ4PSYrRsjqKV1DkXHt37Ok7IDUU6jSQhiQFP+2uPp7cVyBnPScoy9RWjkTgrx/Ujjn8X9vBgeB6oyg/b1jMf0P5v7vqxTpvSa06//0KOFb6EHm3P++PvoQfhP29SfXqUGudXBta//ACL3Tr3UhdLDjUT/AIe/de67FwPrb/A/X/be/de64k3Nz7bPHr3XBiLaQDqPN/x9fp7917qBMRfj/D/bgWPv3XumuZjpa39eR/h9Pe/n0/8APpoqDYgfUcn2ywoerdMczi9vov1H9bn3Xr3TNUSk8Hi5a4/w/r7917pplkFyPxx/rnj2zLxHWj02yy3UnVwPbfW4xVjjpsnqTewYW/p/T8/n3rpTpVfh6gSTkc3Fh9Tbj6+6Pw62OobVS6rE3/N/wP8AD2117rC1Xcfi/wCARYc+/db6xisFyCyqf6Wv7o/l1U9dmt1Xa4/2Av8A7x7r04ooM9drVg/Vrf7C3+9+/dW6zCsAsxIK83H0Njx7o/DrY6lCpUgWJHA5A/4n2117rIsx1GzXN7AW/wAPfuvdPVLTTz6fQSPTzzwfaZ/iPSgYUdLTG4KolZCQQDyL/wBD/r+69W6EfE7VZyt1JvoJtf6/1NvemBYUHXuhPxO0m9H7Y4034+vtjrfQm4faZulo+Lr/AGfz+ffutjj0KeL2kV8foHJF/Tx9fzf3RuHV+hGxu1P0Wj/tKeAPx/re69b6EHFbZs63T0/W5A/Tf629+690IlFiRAECJqNrX4AH9QR7Zb4j1vp7WkKi9v8ADj6H/YD3Xrfl1FqFCxkt/jb/AFvwfbbjtr1cdJiunEdwxsOSDYG9x7a630ia7KCMMCwtY/X/AF/p7qwqOt9JGrzo9VnAseDzYce056cjpU+vSVrdwqpb9y11vxc3/wBf3UkDJ6d6QOa3SKRA37tRPUTJS0VJAjSVNbVztop6WlhT1M7MQAAPbJB4+vW+rbfih0TR/HbaFH3b2lg5sh8hN4Rmn21tzIRrJh+s9pZCL/JctIsgsayQMPWv6Pza3vXXujKz7U2nvqm3RU713TkOv8RTYaSu3T2FX1sOOoKimjTylxk6krHVj8eKNi5+g91brY49Vg9t/wAwbqjrSnr9n/EbAYPdvYM9PLgN2d6ZvGSDFUlLGTEtXtGhrAT9yyjmWxX3TpzqvPFbkymYyNVnM3lq3cGeyU71Nfm8nM1RWVE8x1SaCxIjS/ARAB/h7917oY8FkGkRQWuxFrfXm34v7Yb4j1voQaSfUg+gsov71SvTkemuePl1hrW9Lf48rx/h9T7SkUNOnc1IPQZ52jiqVlSeGKeIhlKSR6wdXBK6gdJH9R7117qZ1x3d3b0RnKLOdSdk7h26cZMJIMDVVs9ftyp/LQ1VFUM90P0so9st8XW+j77K/muYvMfxHA/KTo3H5XFZtTHlewOtmNBlKZpF0yVD08xBa/1IUe9dXUn4R065uT4K/LDBSdYbK3pNRyVFV/Fds4HeFIKXK1eWpYjU0dNDVVACs3kVbgk3/Huj8OnGA61zfkfiMxs/ePdL97UVQu+qugqNl7HlyNHO8+Ew9BeHHS4ZSLRwzrYeQjT/AE9ppo1kRg2CRpB9K+nSa4hWVWH4nUoD6V8x6Hqt7qbcO99oboq6XBZiejzlNg6hcGqxUNfR5V5f2645KKZHDCKAyMoAvcC3sIRfU2tw9uuXRDorQiQ+Zb5gdAiP6+xupIB3PFGRGDQiY+Zf5qOHVzfw4+LdRvbEDsfZUfYW69p1NHS0O2P71SCuj3rvClnM+floKRwxpcRASbAgagCBf2e7ZaxxRiVGZ9YqSxrQ+YHQq2W0W3gWZGZ2cVJbIBPHT6AdXD9Z/CLetUmc7HraWvySVeMhpKmgXb077f2nPCyxPQYHHiM3DN6i1j9PayTyI6Oio8uja5P+X12xPs1M1jzg5M5Xigip6rxwYbJfw2ZgIqaMVSosare8gIHHtnrRKgZ6XG8fhls/Z+N21Xdq97bA2FWY6jp40NJmcc0cTrATVxZIUbh3F/1AfU+25fLqtVZegiwvyR+C3x9oq/CYjcm5O493Q1stTLNiKGo/gVfU3stJRz5ENohLf6k839t9L1A09vQNbt/mJdu7kq8qesNsbZ6cxuXp2x89Vj6cVG4pMaylF0TMGijcr+UA9tyHFOvHoqLZCvzuQfK7kzOS3LlJS5kyObq5aydy7GRh4pSyLzcgqo9phx690oIpFVAFIN1W5PACgcaR/re/Hj1ZOPWOpmVVurf00lgbi/v3TvSfqqhRwSA1+R/iPp70fhPXumijz+V25nMbufb1a+P3BhKlamiq0Lqs6KbyUNYF5aGUXjdT/ZJ9sdW6U2/OtcR8pNuZHN7Kp6PYG7sTmKTNb4paOUpLtU6tdTuDYlCh8zib9UscYLe25Ph6cjJ4dEnyO3Nz7dy/Y1d17N/Et09e061bdv5etWh3DuTBRQa8hRZSjy51LcB1iAUMGtb2x070avaVRhvm38fKjfeyMqsndvS2BpGG0ai38Y3ZtJQUyEdXP/u+WnUFoBcsb+6ScOvDoitXKKqMyhGiILJNBIpSWlqYzpmpZ0bkMjXVh/h7aPV149IXIR3JuP8AVFrfj+g90bh1bpLSQkFiVP8Aifdet9YLMv0sR/vrX90f4evdcD6v1D/fDj2z04OHUaRAeCb/AF+n4Htt+HVh1DeFS2m9ueP9j7a690o8VS3ZTyf8B/W3tqXgOlCAaRToVsLRcxkjm4N/yLjjj211boatt4pXeM6f8foP6e6t17occPitCKxBJ4/3r+vuvXulRpEUY+gINgP8D7TdO9NVXWqotdbAnnkn6fge6P8AD1vpgmybfTVdTz+eLe2et9M9TWg3Or8Mfp/h7pIFIqelKgBR0l62pZlJUgg8XA5Htjr3SGyMpNy36QW5P14+vtqWlOtjpB5CQEyFSOb8kXFrfke26kkdOpUjp46b747r+L++oOxugN95DZ2YSTXlNvSSyVGzdyRN/noc1gnLQEsONSRhv8fei7K2sH8v9jqk0EM66JF1ClD5Gh40PGnVkOK+cHwM+UNDS0PzO6Im6N7djrTVDs7quKddtbjqmOqRqyipD5IFna7S6Qv1PvVQRWnScR3EIrCwdQRRTxA9Afl0bHrGl/l69PdX9kydM/JrZOMye/4nyz7ayCVf29PkEGumppPuXM7s5/XrJ5Jt7ZcUFSfy6VRzM7EaCKY+XRBu7/kr8M8L3dtnvvpXr5+w+5tp7VocO2JekbDdVvvqihWJd25vHoI2roomBZVYPc2PPtrj0+ytpzhT+3qv/f8A2HvjuDfu4u0u0M2+4d77ryE2Ur3W8eIw7zAL9ht6gay09PGoVFVFBsPbD/F1WNFQaU4DpNebUbLawA4sfVx+q/8Axv20/wAPT8Xx9cZDqHA/H5/x+vtrpT011PF/6j/eLD22/Hqp6T84bnUfobj6fk+6da6bHDamJ+hPH+w9tvx6fXh1EJ5sv1+vP9P9h7p1vqSlhp0/gDVe/wBfxb2mPGvVfPpzhl0AC4H9Sfx/j7bcEjHSxe0Y6cIqlSbhrFf7X4PtrrfTmleFW9wObXH549tvx60euEmXZSQHIsOPr7qOrpw6wjNOGvrtxb6k29tycerjqdFmTf8Azn5W/wBefbfW+niDOEHSz6f9Tybe0549XXpW4jcywuBr/Kj6kfn/AB90f4er9Dltzd8emO8gLEDgt/Q+2etqKmnr0MGJ3JDOFvMtzb0lri/059tSAU1dPhacD0s6bLQFReROfxf6fm/tnq3WR5hWSKkRDF+LDk/7D3Q8evdCNszr/H5OqikyyqsOpWZWABK/W3Pujmi9Or8PSo7dwewNobeSvhjp/Sl2Fk4I/wBUfbHW+qpez+19p1WVFFQpEX1aSqBbW/2HtuTy62OkRFuDr3IBKTKeCOomsoF1BufbfT0Q4nqQ/wAd6bdyvWbWZZFZC4jjK+oMLgW9sSfH04ei37665zuwK6SkyVM8SA3V2U2PP4v7abh1rpCRPzq1X1aeLf7f3oVPTymo6ead+PwTz/vuPdJQadbPTzTyHgGw4AN+Pr/T2n6104pLZ+SbgG1h9R/X22/Hp2Ph08QNfQb3PBI44F7H3Tpzp5hkvYkEGxuP9j/j7Tv8R60enmF1IKi/Is30/P1+vtp/h6cjcjt67NfS0riOWZfKfpCl5ZmUn6iFfVf/AGHtrpR08QV5CB5KLIxRE8zTUNRFEn+JdxYf7H20/Hqp49O8FVHKC0TpIDwSHVrgf1C+9DrajPXMuCwPNv6kj8/W1vbT/F091ISRRpOrn6Af717bYAjPXupqv+bkkDk/0/w9perxHOnrl5/qD9PqDb6n8e6OcU6fHXYmX8nn/W9t9b6zJMI/WjMh49QNvbPn15fi6VeF3lW4x0EkrOgbgAngf1978qevTvQ77Z7IicKonCkgcX/P9Ofacihp1vodMBviJ1RnqFvxYB/8Prf23JVh1YGnQt4bdpmKeOZk5XkNw3+vb2z1YGvQrUe7GqIo4GlFlULfn6j8n23Jx6sOn6HKrJptIL8H/Bj/AL76+2+nY/i6n/cRzAchzf1D88Di1/bTCh6dPHpL53C01fEwaNdYDNdQNX+HPujCo690CGb25LTOzIjsoY2sOQP8SPbI6cTj0iwtVRVK1NFU1GOrotSR1lI5inRf7QLLbV/rN7al4g/b05XTnj9vQuZPurN7pzfXW5ewsbjNx7o64o49tbczTUkDRZjAVdUp/he6qdltUJrtYkEj36WaaYIswzH8LDBp6HpHb2lvbNKYiaTnvByK+o9MdKz5pbfwVFHsyinagxW499xYnM4rDU9O/wDdd8nTWqYMDSM9wj3I0otjz9Pb6GSGc3gGo6Tqp+GuKnpJKLe5tRYsSqhho1fjKmtB1VrJm6qXsTGZ/qLDRYzs7trEbi2Fu+oypZMecTgZ3TLGipH/AMw6NE0SSSAAki3sRpbiLbdO4zaoLRlmSPjqLDFacRmtOglNcNPuxbZ7fRc7gjQPN8OhUOaV4E0pU+vRD5KCl3tszsrIUJy1NNTdi4/a+f3cktRDuzYVLHkvBXYatnJDPjan1KDGdOk8exu8jbfNaqYo2WWAyRI1PDmYiquBwDr6HPUZC3TdIb2RJpUeC4WKeRaiW3QNRoyfONxiox007V6G3L8ae++vsZvHdtN2d8XKeorewt30Gw52q8YmGrYnAiy1LGWZ5opJIw/muLAn2sud+27mzYJ71bY2m+AJAjSfFjiU8gCAeA6SWvLV9yLzLa7aLsX3Ljl7mWOPK0atPE86qSK16Qcm0U6iy0na246Gf/RpnvkHDU9Z9YS1X3uy9xbP3DXpTZLcFbSxkwsYqU3gdgQkgN7W9m8W7/vy4Tlza2/VjsCLm5PbPHJGCVjUnNS2G9R0HLjYpOW7GTm/f1rby7kGsrQHXBLDKwDytTtoqZWvBq9Kr59U229qdiZ+j233bQ7t6tymOwuU62xNCEkp+v4K6FWz1CYofrVQOxEb/Sw49oOQ57jdrSC3SwZZ7dnW5Z8GdwewVP4DTPRj7k29nsl1czzbkhguwjWqJ3C1iIAc4/0TOOgP7UyHX83WHWXQXReL3juTZVPk6Psntns6qwtVLm85ltyIuLyK4dUQuKClQFhJ+m4JJ9i3Z/3g1/c8wb88SXYVobe2VgI4RHUgOf4jQYPQG39Nrt9vtOV+WI53sCVuLm8dSZZ2lop8KnBB6jh0vsz1jg8/vLG/H/aOSrcl1zsTYs288BlKKejh7DE9ZTrWZWukWMCOeKJ9XjQIZNNgPYah3sC1bmloa3d3OIZg4P09FNAgJyK486dCy45fJvF5QMwWys7YzW/hkfUioBZyOBPpUFuiu4HO7Kx+4801dFns11jgvuaDI53OJHHns7UISjYimnYAxSFwVC3BH19inc9s3KSKJLVo47+Uho4Y6+HGvHxGHmAM14dAbZd62iCWaW7SWXboaq88tPGkcE/pqTwqcU4ivQm7v7zyO4tr09ZVbBh2tjq2gg2V1turFfbpPtzDsRTGj3NPMDJNUFbAsGPsssuWoU3EIl548luTNcQmtJpBnVGBgL+XR7ufN9xNtjSS2QtoroLBazLpJt04FZSe4seHHoLd2bM7M6hqK7HDC1VHi4MfQ12Xxmar/vIhJXRrNT5Kjp42KoZi4kQKB9efZlaX+x8yNGb2UfUMzCNo10mi1qpJ4haUNa8OiPcds5k5SEq7XHqtEjUypI2oamoQyqOBNaig8+nvYHcGV29ufaud3zU5nLUeEhqqXIBqKQ19Nt/KC1XRV6wqBNCot4TICVH0I9ot45WivtuvLPYfDha5p+L9NpU+Flz2sfxU49Lti5zmsL+wv+ZfFuEtNVe0iWOGT41JA7kH4a1p0l+wsphq9Kql2TkclmaCtys+QrN3bsqmrqueOpkMtLg0inLPFDGpVBewAHtfsMF5F4b79EsE0cYQQQDSvaKGWowWOT9vRVzPebbKJIeWZpLm3lkMj3NwdTVY1WGhqQorT7Ohj2PWdaZDaUdFmduZ1t7VOMrsRkdutX064iiVkC4nN7alqiVAk5LqDcfj2D+YI96t9zF1ZXCG0V1dZdB8QkfFHMFzj16HPLMnL97sht7+1db1kaJ4tYEYBHZNCWxU8TTrDtre1N8XKObfGzKv+F9qZ7bmSweH/ieN8uQxeKrXakyFVJ92rRibxs5jmUcCxB9mT2m4893I26+0vt0UqvIEbtZgAVApnSTSoPROL/ZvbmzbcrAPHuc0TxxF1OtUJIdjXFQCaMP29YqvDbu7V2nsxu29wZDBvX4yso9k5Ouo5abI7q2zBeb7yWpKr9yBqbxuC3+v7Yud3tOWN3uZOXLYXAiZTcRg1WCVsUA/CD58Ollrs15zbstnHzRdNatOjC2kI77iFc1J/FTyOehA6MpN7dxdc9k9P4vs9odw9VU8+Z2nWblalxuPpti4yQNkqQZaoCkylx6Y9eoj6e0nNse07NuthzTc7cGhvqLNHF3MZ3Ha2geWcmnSvkqXeOYNn3Dk6DdCJ9uq0Ek1FRbdD3L4hpnGBWtOi/5XYWXzuVcbeTJ5563E1GXQUUFRlKauliUrUzU4iDnQhUsL/T2e2PMNtY2o+v0QGOQRHUQjID8INaZIPQb3HlS+3DcCu167jxIml7ayI5A7ipFcClelZ1FNTdmbF3N1LuivzGK3/hMguf2fXYnG1dZVZaChXRVYfJpRqTBHGASWYD6cn21zREvLW5Rc17YqS2Uq+HNG7AKjNwkQse4n06UcmtPzdtM/Jm9M8N/bt4sMqqxLonGNwvwgAcfl0I3T2Ky2MqO4cHjd7yyUu6Nlx0GGySVVRjqaLP0wYT46SpiZG817BSG+vsJ82X1pPHs95dWYWS3uC8qABiYjQh6Z7fOlOhjyVZ39rNvVrY3xkjuLYJC5qqiYVqleOry6MP8AFHvPfOy8VPk5MVkartXJYLJdeyg0AqsDvzaNIpjy+M3fqVkm0xo5jma73A9XsM+4Oy2Et2ybfcqlhrWcivfE75VoBxXJFQMfLoUe3G/bhHaCXcrVmvyjW5YiqSonxic8GwDpJz007f3ptbP9obMoMhSjZe0qaDcm4eq8htqMRy7kkoYTUf6M91Q201VGKkSCLWGK6uCPdn229j2G9aCQTXBMaXyT58LURS5hI+BytK8B15N5sW5hsVnjMEBEklg8ODIEBJtZgfiTUDTic9Gv3DFiu49kbt6v7FwuY6h2sdl1m/8Ab+58hGtPh6TsLGp9/j9jxvZXaKs0ao/G3HAPsAbZMeXdzh3/AGWZLq4imFu0Q7neB+1p/Mdtc16kjcU/rFtk+x75bta200DXMcj0VI7hBqWAVoaNTBHXW4MZVdp/HfoXu6nrjjMjXdfZ7aW6tlmd4hubJYiOWixG4TNKdKSRGNJIjcG9vfr6K35a5n3HllFDN9RHNHc8fDjYh5I6DNGBIPTNjPPzTyjtvNUpKVt5IJLU/wCiSLqVJKnA0kAr0KPwQ7GyHYG89g1/Y+CwVX2vsOlGxuyMFmnWiq8r15LIDg93u10E81LTLp1c3J59ovcnbLLavEl2iSu1XjLLA4yomH9rF/RBPr0v9tN13HeDHHusQ/e1irQzo2GMJ/spafiKgCpHV638wbO7Iqv5eXyGrNi5ely+yKPbuIfEZKaugjg25UGpENRh4oGYabG5Atbnj2g5Jl/3c2kG3HxE1qASalK8UA4mvlTp/ndJm2+abdEEU5Vi6KtFk0kaXrSgoKVr1pa4HJ01Vh8YaaqgqCaKHmGVHJJH9nSfc27hayRXkokQrRjxFOoMhu1aFcg1Hl0+rOwNyGUX9JI44H+Psv8ACBFE6fWccP8AD1JWpB+hF/6kWA/x9tmKhqOPTyyK3WZL39PJPIP+v7YYHj08kgbB6d6ebVpUn1LYW/3u3tNIuDXpVGxGCenWFzww5sfxb2hlApQ9KkYrkdPEb30uOCPqPaIqQaHperHz6eqZg9rG4I5H5B/2PtFOuK9K4mFKHp6pn4FyPqLW/wB59l0y1FejCF8aenmmlA9J/Nz/AK/tCw8+la0pTqev4PPBFrfTn8+2nAIr0sjYt2qcdOaNwpLG5+l/6j/W9l5AOOlKlge3qVGeQrWUN+pvqV/xHtkinSlWVh8us93U2uGS3pb+o/Hvw68ePWBydJ5Gr+g+n1/N/fh8+q9Yj9Bf6259uJ59NPg16iSMSS4P5sP9t7eUVNOkrHJI6ita3N+eeP8Ajft7pMxznqPIdIJB/wBa/tSgxnph2pU9QySxJPJ9uU6Sddi176Tp+n+x/qfegSevdYnYC+k/m3Pu3WuHXFWa5BNx/Uf71f3vqtT1kEj/AJIJ/wAPdWFeHXgadZwQbH+vunDq/UmJhYj8kix/p7alBIB6fjoE6cipAuf6A/7H8+0r8R09EtGNepUDWAv9OF/2PtiRa5HTw6cVJJ5+g/1vbB4dKLagPTjEoBUWJHpvb2nlOeli8OnSAW5vpsDa45PPtC5wen0Xz6mxXtxb9QuP6/48+0xNB08BU06mRpqNv6e05OenBgdZlFrgD/ffT8+9eVerhWPRhfiRspuxPlT8bdi+FZ03Z3r1RgqiOQBo/sshvmhp695R+UWEyM3+APsR8m2R3Pm3a9vpXxru3Q/Y0qg1/KvQb5xuztnKW57gceDa3Dj7RE5H86dfTa99UOuXXXvfuvdIfs7dabD627C3xIQsezNj7s3XIxtZU27gajLsTq44EP59od0uxt+2XF+eEEUkn+8IW/ydLtstDf7lb2I4zSxx/wC9sF/y9fK5qmmqJ56iqkkmqKiaSeeaVizyzSuZJJXc8ksxJJPvlgJdTFiak5PrXrqEYwF0gUHDqBJEhuPqePofbqy04dMNAfw56hSUxP8AsD9L2/3n2+sg6TspB6OF8FfhJ2P85u+9vdS7LhqMTtinlps12p2FLTGXDdcbAp6gfxjPVsj6Y3q5EDwYqiaRTU1LIjNHCs88I05H5Q3HnbfI9ps6rGKNNLTtiiB7mPkWPBF/E1BgamAN515s27kzY5N0vDrkNVhir3SykdqjzABy7U7Vqcminbz7+/nBfA3+Xj1vtz499ApH3nuTqza2N2LtbYHWWVpJNm7dh25QjGUsO9u1GSejNQXhb79sfHkK01Bd6qJHkZ/eVu++7XI/IW3x7DsX+OyWyCNIoWHhpoGkeJNla47tIkfVUsATXrFrY/annbnq/k33e/8AEo7lzI8synW2o1Phw4ame3UY0000kgU61Zvmn/Nk+ZHzYOTwW89+P1/1PWvLHH071g9btraNTQszKkG660Svkc4xQr5UyVVJTeRfJDSwXsMb+a/dXmzm8tDdzeBbH/QIaqhHo5rrkxx1krXIVesiOV/a7lflMLLZw/UXI/0eWjOD6oKaY88NADUwWbqr4wH+yTf/AGoewCJQePQ4KIfi6xGnNzcD/E/4+3hLWlD02YAfhJ64fbAG5QA82/Nz7t4h9eqNAeJPXTU4Nhpt/Ww4H9Pe/Eb16bMTg0Xh1yFNHz6Ta5v/AIf4e6+Ia0rnp0wYr12IUFtIPuplP29aEJJz1nSD6ALYW/H1tb20ZT69WEBr3dSkpn9Nh9bD6/7f2002OlIiNK06cYaIAhnv+Rb8f09pXm6fWPOM9OUcPNlH0t/tvx7ZeQU49KFj9enCOIiwS3J5J/p+be0bvXjjpRHEXPcMdOMMSahcFr2/1r39pJHb7D0tWPSKL06RQ67G3pXgW9pWah6eRDwHTnBHc2AuALED/ifaSV2z0sVAor05xQAtYAf0sfxze/tI8hpUmvTqrq+zpxipxzqIuPoPxb+ntMzknHTwBPavUxUVOPof9gfbfT4RfTrvn6G1h+n36o6t14i9v9f/AIj36o69QdcHh1AGwtb/AHv88e/A0PTJip8PTdLEUYsL2/p9fz7fD+nTTrU9RzGDY6iB+ePx+T7dV/29Mlc9Q5ILW4NySVb8Ffb6ueDcem3QNnpulgudSkjjlf7N/wDW9qVYKKHPSVgFOOHUdomUAjnmxt/j9eD7cEgOAem2VWFOsegHj9IH+xJ/1x7vnpoxAYpXrAYk1fpFrjkfW39T7vrPCvVWjGCOv//RotSRifqOOOAOR/j76GMqhT1J44dT43FiLXDfT+oP0v7T5691nViCLGw4vz/t/e+vdSCykfXn8C5Nx7917rGzpawvqt9fxe3upHn17rAzW9XP+3uf6fn3Xr3UGVrXuL2/N/rf37rY49Ncpsb/AIvz+b35976cxqA6Z6hr2AJBJPJ/APttyDgdX6ZKkaSxve5FiPoOLXHtvrfTDUNY+okmx/PH+Pv3XumSoY3NjcEjn21LTHr1o9NNTIFH19PI4/J9s9WiqG49NU0mk3uLkX0mxt/sPe+nxU5PTTNU35ufoeLj6+234dWHUIzFr86fyD9Sf8PbXXusbTi1r3JBtzz/ALD37rfWBZ/V+kmx5/N/dX4dVPWVXPNhYk3H+P8AgPdOnRkV6zIHY3Nhwbr/AK3A9+631Mjp2PLcC/6eef8AH3RwSMdb6eKSieQKqgsT/UGwH9PbXXulrituvKwYrck+pSv04+g9+690K2G2tfQBFf6Ei35A+vtM1NRp08p1jPl0LGF2jqCnx2Nv0lf8Li3uvTnQrYXaPpQmOx9P0Xki/vfXuhSxG0rW/bv9CfSOB/Tn2nPHrfQmYjah1JaNbAoBdQLD+vvXWxx6EvHbXA0/t/QnnTYHm591bh1fpY0+CjjsNIButvTxf6e6db6UVFhyJP0/g3H4tf8AB9+PDHXulDHiyBqC2F/6Dm39fbBqDnrfXCooyiiygc/QAj3rr3STybBEYtwBe4/oP9b229adO9BJuDMRQLIAx/JJv9SR9PbXXugYy+5ragrcD8ajcc+/eVOvdBvktzsSbMfrz6j9PyPadxQkdXTj0h8vu5aWCWoqJdFPANTspLMb/pjVRyWb6Ko+p9tkA8en+rCvib07ketM5sH5EdxbNbPSZCRa3avX9bCJpNt7clNl3nmse3qEsinyUgZf9b20xqaenXqVz0fr5CfJjqH4y4ys3/vnc47Y2Xvuh+56y6mhqge09v5ecl5afcNGn7i4xidKM5AVbce2yc0631ry/JL5bdz/AChr4o99ZV9s9c4uoZtq9T7aqDS4HF0at/k65ZoLfdvptq1j6+9nh1scegAxzrGIYolWKKP0xRRgLGifXSqjgAe2+r9C5tyRxoAYgHRxe3Nr+9eXXvPowG25TpjFz9Bzx/T8n2wa1z1boW8fHdFY8gjn36tOrKATnrjWIdRsxA+gH1H1+ntM/wAR6UHpE5RT6xfgK31vb/Ye69a6DfIqdbgAC/HF7C/5H9PbLHNOt9JCqhT1A/m55HAI5J966uoPHoTPjVtCPeHyQ6lxKUUddU02dbLRxBvC5+wpmqY2WdbaRrQX/r9PdHGK9ONnPQNfzC9w7ZzXaPaWb3rnqqfee6nbas+Mq6ZXGGgpW+3w8eGiHpSEMP3JVP059tsuoU9cdapj0rjqoLqTZlaex5cRBBHh8vQRDGyZlx/Ecbj6Osbxz5JZm9LTPEWCxD+vsgtYYzdMZY9LxntzUEeteg7Y28Ut67SxlJIyQtTqBHrX/J1tA9JVm6unsT1Rt3Z25XwnXWIwEFDBJS0CVFVVB7ymrqUazQpNIzD6fT2bqAq6VFB6dCSJQiCNMAeX+HoNd2/Nj5dU+8t04bbfdeSwe1qLLyRY3E0WPjpwkcTFC0mk+rV9Rf3qSmnp2gAoOHQWbg71+QG+m1bq7y7IrgSfTRbgrMdGCRyFihNgPxb2n+fp1UY6RDUlXlLtns1n9yF/Uw3FlarJjUTyQJj+fz70wBGetjGKdKWgiipo1ihijhjSwSNFAVR+NIPtjpTHTTjpQUtW8cgOrg3v6rCxP490dQRU+XVz0rqDLhWVixsDb63/AMOT7S8Gp1rpX02WVl5Y3KgDk2B+nA9+PHrwNMjrqXIa7+ok2Fhq449+6eU1FT0zVNUbMSSCQ1uR9SPr703A9b6TFRVkE3c/j6m9+Ppb2xQjj1bptx+5czt7N4/cu2chLi9xYOpjrMfVoxEU0kTavtq+McSRMOCre25OHTsZxToa95/HaH507azO6uha7HY/viopwOyOiq7IjEVW5TRJ5Zc9gMgLNLFLpP7Ci1zb2xQnA6vqAPdw6Ij1Rg+0ejeyshvzYVNl9oxdTOuO7Wxb0hUUGaoH8bYWakvplhvdZHbixv7q+V6tUYpTPRj/AJBbJ2vvjYuH+YHTlJDT7D3lXLjO4dlU0wqK3rve8pB/j0sC8x0FZcuSPSGa3tk9WXjXokWWhsCeCCuoEDghhdWBH4t7qerdJSVOLEg/gkf4jj3TrfTWw5+v0J/2P+v7o/w9e6xuvp44N73+v+v7Z8+r1ovUJ2sDzz9fbb8OrjrBGymQC4P9ST/U3+vts9e6WmFQM6/4G/8Ar29sy+XTsfQz7fpi5iIUE3H1Fvr9OfbXTvRg9uUSqFGkcAX45+nuhNevdDDQ0/jpwwA4H+2Fvx711sZPUStc6DpHJHAH4t7TthiOnekhXSiNGZzc2J+trG39PdGFV690gq7KqjEK55vbki1v6e2B144yOPTIMsdZBa6n63P9fdXUFany6VDUVqeuMs2sGzWU2A5HH+PtMCevdJrJAmM3F76v6/7z7o+Vz1voNsjqjeQgkA/QXPI/PunT6nAPSQnl16wQLgkDnnnj6e2mw3WiKHpjn0xrp0gqxIa6ghvxY3966rQDh0nnweCklMz4qhabVqMrReok/m9/bLAaunUJ4dP1NIEVEiVURRpVFsLKD+Lf091p075UPT0pYgNcnj6/0vx7TtxPVaUPWQylQPrxxe/+8+22rTHVkOlqjrk01wAv5H1/x/BHtnpSDUVpTqJNdlLfX+v+PH+Htt+vHpmkjFmP14vzfgE/Qe6da6aZyARYcE2/2Puj8enxwHUMixIF/wDb8/7f231vrmjMtr8j/iP9f2lIyadbQAtQ9SBMCfpb/C/196FaZ6ejJIPy6kRy6RcD6/1P+P8AT2x051k8zW4Yjn8nj/be2349VPUSSqF7G5NiL/1v/X3XpxOHUR6u54sB/r/X22/Hq467SsdOL/X63P8Atre6db6mxZD6EvqsSLc88e0x6uM9OcWVCWsW1cf2uDYfn3R/h6v0qcXuiWBltKwItcXPp/P19s9eIr0KGF328ZUee/0ub/kH+nth0I7vLpQoooPr0ItBvxnC/ufqAUesG/P9PdOrdGy6Rw1XueoNdOGNLEpdnI9NlF/z7bPHr3ULujuiHr6eppMbIvkgUqSjC90FuLe6sAy0Jp06Pg6r/wB8fJXM9h42qw5mnQ+pADIfqOByfbHy68KnogO4p89i8vU5B/NUaWdlHqNr8349tS0oPI8Oroup9NaY6BGHee5M5vGGP/LIR9wqgDWBYMAOB7MZbKGHb/qNYZzwA8vy6DtpvO4XO+nb0gKQLWrkcaeder2viRRZ2KixlRV+SWF1g1LIpN1sODf2RyYfPp0LCM48+hF+ce0sIdsU2Whgp4qsxoWKqFIbRc3A/wAfbZ4da6pq0ssj+r0hj/rcH/ePdQaDpxPPp0pmvb6gD/Hi9/epPhr1c8OnqF+R9T+SPzx+P+Ke0vVep71MUKmSZ1jUC5kchQo/It+fbb8enY+ljt7bG99yxCp21sfdObpbA/d0WKqnppF/DJLYXH+I90pXHDpzqdX4zcOAa24tt53Ac6fJlKCeng1XsVMjC3tPIyVr5ny/y9UqBxPQ9fF/45drfMDtzCdOdMYmevytfPTtndw+B5MRtvFu379XXT20ghblbn3pIZ7iVLaBSzucAZ/M+g6auLy0220k3PcXEcEKlmYn9gHqx8h59bh3xs/ktfGb484TH0+6cLTdqdktGkue3TnlFRjo60AeWHH0cl1CKbgW9iqPlTwh4dw+uT5fCPlXzPUXze573jG526LwbcfCGFXf+kR+H7OjO7y+CPSGdweSxc3VW0lx1RTtFrpsVTQSEWtqVo1uP8D7T3fLEiBjGOHA9KLH3FSWVI7lsscigH7OqHvmp/J9x+0NvZXe/QEVXT5KjhmyWQ2/IXmhkp4l8kkdMp+hsDYD2Gbqymsn0Tj8/L7OpH2zebHclLQnS1aBScn7OtfUtPTVNVQ11PLR5DHVEtHXUkylXp6qFjHKrI305HHsveleOejgZrTrKtQAf6/7bj/Hj204qvW+pIqbc6j+Da9/949p+rRjur15qo8EEn6cC3+9e2n49KR1z+8H9B/tx7p17rMlWHQDgWaxtz+ePbTfF1tfi695wbgfW/H04/wt71051lp66anfyQSlGH+PH+29stXVnrfQi7f35NSvGlTIQCRclrDjj3UgkGnV0rkDoxe19/RuYrTrzpF9d+fabrYr59Dph94BlUGVSWCg+v6/ge2n49WHQl4zcYIB8nDBbeo/Uix906sp0mvS7oMyjBfXckckG/J9tMc9KK16f/vIyl9RJKm/4+v490PDr3TVVRRzKfQuk2uGF78W59sjq6EA56QGY2xFPreBAr8mwH1/xHtqQUow6dr0EO46SrxtOXCFTFW0BPptZPvYw5U/iwub+08jaUqTio62ia3C/b1aF/MF6noKvov4xbpwy0VUtJjKTP0eRlfnE5KGjSSfLyva8hT6gHjj2J95sl2+2tpIcpOg1U/F6g9ALlrc5t3vtwguV0yWcrBa8FBAoR1r+7vyed2Zu7treu7cTPgMblMVTbD2YkFKjZbK5jNFc7U7gwEQP7a1QRruh5LW92tVjlt4YLOhkQ+KxbgqDt0t69e3CVra6mu9wqsTqIEVRlnbv1D0rTj69AFunb9B2FA21cHuai2VvjurDVOUw+wKpEwddhMPteD7yqz3YEy8lagKxiaX8+z+KS6t5Uv3g+ot7Aqryglk1SGlIR6jzA6C93Z2d3DLt0V0La53LU8cZASTTEK6pvUHyr0F/V3Ym8MDtvszrLb2wK3HCm2ZlM5tXc2cxzmbsPI7eU47O4jCLPdaqhmHkkiZG9QAIHs/3TY7Fr+z3eS/SRjIqyohxEr5Qt/C4wD0Ftm5i3CPZ73Z4dseKPwnaGRx3zvH2uq1+KNskevl0BuS6E733XsLaud2/uygyXWGc2HPuHH0GTYzxbAxAqZTX4daKQf5PXRyiQxxkAnix9nJ5g2HbN1lhvLYteQygF4z/auQKFmHFCKauiNuVuZt22KGfbrpUsbiAsIZRXwYwTXSh+F61oPPovW9+gd/JPgMjQ7Ira/B4bE0c2Rhqq41E9XSTxiaLKbgdWY0qzKNcaHi3sT7bzJZW1tMLu5WOW5YlWVcIf4IxjVTgT0B955Q3K/vbVrG1MkVoih0dvjH8cvHRqGQOj47XzeM6jxWzu4ene6dvwdjZXqrLbGrOs9z7ao8vtrY+OjpZGy9Jl4qn0tFLEWWkqWF/IeOfcflbi+Z9pvrUyWbXAle4RysszkgLSnAjBI9OpOJsNviTcdvvQNwFsYo7Z1BhgRQS1a4IPBSfPokW14cpV9MZXuKg3TS7U3ttzelRPh859y0Gd3kslSTNt/G29aUC3KrEo0lePp7HV7PDbc3Ly1JF41pLAA0YFUhNMSt5Fz6nIPUZbZZy3vI0nNiTi3v7e4JSVzSW4AbMSeYjH8IwR0IOw+uu1OwKDsbcuOqer8tsubZc/YW8KPKvQ0ngqlhZGmxdM3+ZrA6nleWb8c+yPctz2Wyns7Nxcw3iTi3iddVNNa0c/iQjy4DoSbXtHMO529/uFbOaya3+pmRgoo1OKD8MgI4jJ6Jlt1KnNYrJiXKy1NBTwpmMbtrI1LRw1VQpJ89BE36nT+0R7kncXjsrmLREI5CTG8yLUqD5MfIHy6h7bIpdxtZjJKXjUCWOBjQMR+JfUjz6FbB1FbuLA5Tdu795yUs+38pSwS4ndWUeqrNxUiwqivEZQS0FMvMafQaQPYZ3U/SXcW27daib6mM0eJKeCanHyZzxPz6F+zN9faTbtu139ObaVQyTuf1xQCvzVBkfMdDPsXfnT+I3nSbd7s2jvdeqszhazKZfcuOxclPufdVS6W2xBgIhytCW4Z1NmXn2Qty5u72Iv8Aa7mIX8ThVt9dYoR/ojSH/fny8j0KLPmvZE3I7Vu1rK23yIztcmPTLOf9CWMf76+Y4joE95U+C2XuSmhi2tl6aLK09dWyYLNUk1O0+Mqahlw7JrFiwpijM639Xs925Nz3ayl1XKAQuoSVWBoQAWr/ALauD5dBbev3PsG4xCO1c+OhaWJ1IDaidFPsUg1Hn0HFDhosstTVVVfnv4bippWp46V5vu6WQnXR46mqeBe4IAvcf09iGe7ks2SGCOJpZgASQNB8mdh/PoI2thBfeJPczSiKBiVVSdQrlY1PQm5bfyduYTHY7dRpJa/EQNj8ZHJTrDmaVIU+3SmydXw0qsguSfz7C1ty/LyhuEt3terRO2uQg1jauaovBSD6eXQ1u+aYudttgs93CmS2UxxLppMgA06ZH4sCONfPrlTdjb2zW4+qtldtbiWPaOxJIcRt2oipzOcHsyRtM9FDVxg+NlT9JPtXe7PtjbXuW88tQlru7SsgJprnXgxU/EK8ekW3b/vI3ja9g5qnCWdk4WMgatFuT3KHHwmnRgt67axWF/vJHtaKCp667OqI32buj7j7SfH4ygh0ZGor4I+amneRSHZ7AE+442q7vJVtptyLpuG2ik8dKrK7ntCH8LAHAHp1J+7WNhC97BtIR9s3Zh9PITR4kQd7SD8akg1J9ekXsTdG8+qXm3p1rnanbVXtjHVEu2Yq3GxZjFZ2SVdNT4IJjY0EoFrWt/h7Pd1sdt3meLb+Y7ZLkXTAStq0NGPKtP8ARR68eg/sm4bnsMEu5cs3L2/0Skwrp1pI3nSv+gt6cKV6MHiMng/lBuYd7/GreG1OgvlBhNhzS7/6jy0kOM252NmaP/I69tqCW0ZlrUMkhpgByRyPZHNZ3nItnLybzxaSbvy1JLW3vVJeW3RsqJPPsNAG6P13Kw9xbuDnv2+vY9m5rjj03Ng1EhuWXDNHXHeK1X59ATvPbnbePxctBujZR23VUdKu6MxjMVHHDJQVVVI3iyKmE2kJkDM0YJsCPa/a5eWWvRJY3n1AJ8FHkNdSD8OeGMA9F2923N0e3ul9Z/T6B40iRAApIfxinxZyR0Jvxum3zjdidhdoUjbl3LsnbdE0eR3JiaBquHY2QnGuqxudxpssBrF1BZBc2b2S8/2u3XO7WGzJGltdM40oxoJ14K0cn4gmKr6jo89tbnc7bZNy32WWS7s0Q63VatbtxZJI/wAJfyb0PQ59VYfozc+UzHZmCytXgYj1dlMvsfrXe0TY/M7a7NlgcHKbagm9VRj6qQAxNwGYkeyHmL9+bPaRbDuIFw5uUS5uoDVJraoPhykcJEBz5gDoQ8sjYt9v5OZLH/FovpXe2tLjtkguaH9SEHLRueHAVPWSg7I7VzfwQ7nwvc1S2Z7W2BuzDZqq23lcfFS5rbmyMnGCcnqHqJeJtdPb6Lx7vc7LyzH7p7S3KcfhbbeoyidWJjkmjr2fkwo3WoN85rn9o94h5zm8bdNvdW8ErpkjgfOv1yuV+XQg9K5ilo02Ft3EwZbd+wKPrany20MPk4G8OQxdShlzuZqOSElxmqSol/JRRf2Eeb7aK6vb27v2EdyLkxzGM9yOMRqB6SYX7ehdyZdT21hZW9ipmtDaiWFZRh0P9o5P8UWWPy6L9vifb+1u8Z831x3DQbqqMqcZWbc3lgJ/JBWvGQsu05IoreRo5SsP2hFm9i+02++uOVk2/dNsZIog3iwSDK1yJM8KjJfoH3m62VrzdLue0bqjyzBfCnjNQ1BRo8eYOAnV12xPn9X9Z7DzvQf8w3p/Yu8sLvXa2PylF11tLHU2BrXxtw2PG8UoNXgrKldBAY3F9XsE28Fgbpd59v7YNHBIFZ3YqPEX4jHXiFp8XQxuf3gLf90c8XzLNcxkxlEElEf4Q48iTTt8umrrvo7+VP8AJ3bu4Vw/x57N6B3DVENtaspt8Vk1B5k5loTTTFUSFBc+YH8e1t77kblZXhtL5/EuJCSrJWSMegYcKnqlh7WwGwju4Zle3jFJA9I3/wBMvy4UHQf1X8rL4Ydn1mW298TPl3u/Pb9wFM0+6sPmNvjJbe2l9uP8rbMZupdY0UMGRSCdR/Hszu/ciS1soL3dtvZ0lOAqaCwHFsZ09Ftr7abhc3MsUc8UUSfAwk1hj5D/AE1OI6CjN/ycO+Y8bWZHrDvDq/tavoIhI+25qqkwVdWyOC0NPjWjLCVmtYC/191j9z/b6/AWFHt2rRiSSQfsPHql17Yc8bb3SxK6HIZTVSo8yRw6IV2H8e/kd001VH2r0d2DtWHHMy1+ZXCVNVgacKeXNdHe6kc3A+nPsQ2j7Vu8Rn2i6jkWtNLHS5PoF4fz6Ct3bX+3yiO+hZNQqCBVSPXV6dBbQVtNXRLVUVTHUwk28kJNgRwysrWYEfm49p5rea3cxXKlGHkf9VOnEdWXWpr0oKeTn6kXF+eL+0E0ZNBjPSxH1KVYZHTxTSE3QtY/i4+tufr7LJV8+l8TV/Lp7ppLEfUD6n/W+ntJIupaHpYhoa9PUBNwR9L8n8H2WSqM/LowhOajp5hk+jf48/7f8e0LgcB0uHHp4jcW1Dgf0+t/6e07DHSmJqMB04g6lVlvzfgfQW/oPaBgQc9Lfs6kIVtc8ni/9P8AWPuhFerBqHqQjAqLcfWyn8e2yCOPTwp5dcDx9fqP8Prz9b+9dePDqO97fW1zxcf7wL+3lFOk0jGlD1Fcr+gcf1ufr/S3tQgAFT0mOeHUR2vf8AcArzz9De/t9BVvT7ekzccnqPIbmwN7XBA5HAvx7eWoyR0mkIIoOPUe/wBfxe4/417v0z1wdyDpXhfr7917rAffh1VuHXak8i4H9Dx731XrJY8fS/F/8f6+/de6zx30jV9QePbbcerLXqShvf8AoLEAf8V91IBweno8mnToCXCkGyhfofr/AE5PtE/SlD3VPn1ni4Ci/wDbJv8AX6f0HtpvhP2dPD5dOoHCkHj/AFhzz7Sfh6et/iPTnD+kHlb2+vH0+ntPJ8VOliGhp07RqDGvHNjdhyfr7QvivSxRQdTIgOD+BYn8X/23tI5oKdOrx6cF4AsLEnni5AP9f979s0B49PqoIr1ljjZgxAsBfk/2j+fdCQOnQCeHVmX8nPZr73/mQfGegMKvT4Pce6N5VTSC6RLs3YWV3FSSWt9fuaeBU/oxB9yr7J2Jv/c7ao6YjeSU/wDNuGRx/wAaAp8+or96r0WHtluklcyJHEP+bk0aH/jJP5dfQn99IeucfXvfuvdEc/mX7wbYvwD+W2eSZ6eWbpHee2IZ430SRVG+KD+5NO0b/hteQWxHN/pz7AXujfHbvbzeLkGh+llQfbKPCH836HfthZDcPcHZ7cioFzG5HyiPin+SdfN4khW3IB/F7f7375mrIRnrpK8IyRx6hNSID/h/Ww9qBKSOPTBjcDrAYBqUshdAw1hLIzJf1BWIIBt9DY/63t5JvI9J5Igft6Mjuf5VdnVnVNN0J1/U0/T3RyvJV57YHX0tTi37HzdQpSs3H29uoN/E9zVTroiip8lUNQUkccaUNFTAHUK5+bt0baxsNgRZ2PFooqr4zHi88nxzMeADnw1AARF8wnByhYLuZ3y+H1d7wWWWh8JRwSBPghHmSg1sSS7t0V80wIJJFrf763sOeNToQNCRk9RmpfpY3PNxb28Jk8+mSlOozU4W91v/AF4N/rb24JK9VMY9OsTUq8n/AHgC/wDtvdw7AdNtECesP2jWIHP+LC3Hu/inz6b8Cg66FI4+gB/xv9fevE+fVfCf067FGSORyT9ByD/r+9+IaVB6usOO4Z6yfa6SP27j+h/wHuokPn14RgcR1nSkAtc2H4sB/sfr7oz9bCD8I6lJTgEAcgfk8X/23ttnJwOnAjEUPUyOH6m5Nv8AC9vad3oenljANepaxGwtY/1t+q3+PthpcU6VJCRlup8MBP1BA/1rN/re0jyenShVFMcOnSGEAD02H9bf48e05bPHp9I/Xh04RIT6QOT+bcfT+ntM7A1qafLpUqgcMdOkUaoLX5IW7W4v/re0LyV6fCE5PTpFHawAGojk2HPP4PtKx8j0+qk9oFOpqQsApay3P1+pt/Q+2menw9PLEqmo6lpAv55Fr3I/2Fr+2GmJx0pWNiOuzGBccG1vqPz+NP8Are2w58+qlSvEdcClzcWv/rD3bxB1UivXEoRwBfj8fT3dWB4dVI9OsMiBrAgC3JuLA/4X9vK/kemnTUK+fTZNCwOoH/ADSLe1CkEdJmQDDdRGXULH+v8Atv8AW9uh6YPTbLpNOocsVjwOOebfX/X9vrJQevTLKOozRci31ve/9P8AX9uq4OOmjEPLrGaW/Nxqt9QLf4/j24JCDnpsxvXHWH7VvoSPrxx+b/1938QV4daMZ1cOv//SojR2S1rMD9f6gfk++hUlOpPqDw6nwve35Bvc/Q8jm3tgV8+vdTVIPBNh/ZNjzbj3br3XM2/F7f1/x9+691170eHXuscn6R/gf+Kn3Tr3UOb6KTawbn/W/Hv3WwCTjpqmBLEj9It7307ior0zVK3IHJCk/wBPr/T204APVumWpFwoAta/H4/2HunW+mCdv84D9Rx/t+QB7917pimBH+sOLf4+2JCCcdVJFadMs5N+T9Lm3+9e2/PrcZpJU9M8zEsxtz/xP9PfulXTO6u1zbgE/wBP9690fh1sdYTGWIuCTbgD+g+l/bXXuuhAWNwpv9AD9AffuvdSIaU6ubhiPUbiwt7q/Drx6nJRn6hbt/Y/wH9b+6Dq6kEY6nRUUhNtGom3IP8At/p791bpU47AzSsutCefpa/1+nvTkgV690JeG2q/ouhuOSAoP49sdb6FzBbR/ReM8kE3A/p9B791uuOhkwezbBG8RvYcW49p3FG6dUnzHQt4baB9H7LC4Fja/wBB7p050LOI2cVCN4ixUKACB+ffuvdCTi9pAFfQebajYce2Ot9Lyh26kWnVHewBU2Avx9D711scc9KmnxBOmyWuCeLfS3091bh1fp7psITYlLkFeLD+n+PunW+lZjduSyWtEx1fX0i45/x9+6909S7eWBTrNiB9D9Cfzce2nFDXr3STy1AERihB/PpFuLfi/unWwK9AvuQvGsq6fqSP9t9ef9b229adOdFw3W8jPIqk/wBbfQf64/1vr7a630A+aaoBbg/4mx5H+uffuvdBlXztH5Zp5fHDENUsrNpjRfoSWb2y47j1ZeOejNfHvo2gzoxXavYqmKnj3BS0PWPXNVEzVO969JQzbiqYLc0cIs4BBvb21Xz6UdGf+SXyVo+kszlzt3ccHZfyI3Fj6THxZOiJfaPXmAo4PAuGyGPN4/LGOI0VeLcj2nJz1vqnvcuR3HvPcuS3rvPLVe5N35lmavzFY19Cn/lFooR6Iol+iBAPp7917pJz46XUw03H0N/qR/Un/D3o8Otjj05YvDyXDaHA+q/439t9X+3oX9u4tx4zpYiw5/1uPfuvVz0OO3qFxoNibAc3t/vHtl6Vx1voXsdGyxqGFvSo/wBufx7r1sCuOs1ZGAoIJ5t/vH9faZ/iNelJBx0hcrFcyfW+k/Q/4f4+69e6DXJxFGLWvfk8/wBOPbLfEet9JGqjD3ZATYWI/wATxz/h7104reR6NP8AAXB4vNfLLa1Jm6mqx+ObaufZK6iYJWQ1f2coRYZD6VJ4Fz7o58urn06IR8mcViuze8d07HxIweJpcDV5rFSZfdMrCnqp8TM8uTpxkHOqStqEIWnCMfV9B7b1CndgcPt6pqUCjYr/AKh0F/wx2ZtHsPJ7O2BT05xk2wO8DW7uyWQBEmdxkFPLVUdBWVMvIjDIqhZDYj2mjRI0MUf4TkHiK/P/AAdJ7fwlBiiOUOR5iv8An6vK+KeKfure+781VU0eU3Htztas2tQbRo0JpqPFyBaKjlFNENHhiADg6bXJPvfDj59LFOk9Vx9pYyo2/wB1ds7bqSPvcNvjMUVSAQVR1rHCxKy8WX6AD6e/NQr3Y6doBjrBQxDjULW/pfSCBx7T48utdPkZCgfQ2/B/pf6+6OKr17rOs4ABUji4+l/9h7Z6VI7MuRTroVwRje3Dcn6ab/4e6twoOPViMdS4sst9Ie1z9QTb+ntLSjZ610/0Wc0kBpLjgDkj6G3HvR49e6elyWoag4IJ+guSPfunl4dcpq3VFpubkEHjkX5+vvRrQ0630nqmoGk6voCPx9Pzz7ZJJ49b6YpJQ7Na3q55+pI+hFv6f09tSDtz09E1DTqdtbee7us967f7L6+rTjt8bTq4q/GVAllp4sgsTBpcXXvTlWaKVQVseLn2zXp0UNQfPo4HyCoNrd09NVfbHxITLv2V8gMjHhfkn1BVKJclh980lhVPg6g3SKiyT8JLKQf8fbS6krq6S2/1Sh4roAUPaw81+fzHn0VnqbfmO6u3FtXriv6wzm1uqoUl687O683gsprdwZWsjIrnrJ/81UCnlJnp5Y7kKoF/bXStSOINR69AX3v1VV9M79rtpmY121cvE24OuM4WLR5ja1cfNT0yuf1SU4JD2JsB711fovFSwUkcEWv/AI/Sw+vunW+mZplAP1uP6j3VgSMde6jvVDTb/b8fj2z59WJFKdN9TPe7fi39P6e2n4dOdRaebVNwQQSL8fQX49tnr3QlYIjyLrIBNiBz/t+PbMgOD5dORkDj0Pe2otXjvyAAeDb21090Y7bNMt1vzwp+v4t7oRTr3Qltp8NkB/Tb3rj1ZeI6T9cwCN/gAT/rX59suCGqenD0FW4MgY1dVaxuw+h/23Hts8OvdBPX5D1teQg34+vH9R7T0IwePXjw6ZFrHLg6i1jcc/7wffsAVPSsfCOlJQ1Zk0h7A/Qfksfz7S9e6y1qBkNrWAY/n6fj23J5deHQdZiMqTxyT9P8D/X22OGenlIpToP6lNMrn/G5/wCIt7bfj148emas+hb8XFv9YfX3XrXTPzIw5IIP+Avbn20/xdXSlc9OEZIN/wA2/wAPdenunWOTSoFx/sQePaZssadVPUxI3lW4HHN/9h7o9QMdXRtJrStcdcBGVJH9fp/sPbPSlanyp15wdLAf0H+9XPuj9abpqqEKrcXuPr9Pz7b610wzXDWI4ubfTn3R6nPT6mo6wMt7kDnj8/8AFfdKHrfXYjJHH9Aef959pSe4jrXXDSwZeLH6/wCw90atKL0ohwhr59ZgSPp7Z6c66Mrcrcf48c+239eqnqJIrve3H4A/qD7r06vDqI8Uw5t6f6/X22/Hqw66Cn/W/wBcH3TrfUiOM3uoAPNuf9v7TEEHPV16yDyBiGHAP6v6/wCt7qeB6t1JSawsbjj6j/X9sdW6dqKuKsBcqB/a+n0/B9syLQ1rx6UL8I6E7aHkyGSo6a7MZJUUqD+Gfi9/bfW+rhsM2O636XavhsmRqKMkHgMNUX5Pts8evdVC9y7lhrKPJ7hyuQBZppT42k/F/wAAn3o6ad3Dp1aFaefVcW4O46CgeWTFWWVGN2Ujk6vd4rK4uWoilQfPoqv9723b4mknlBZeKjj0z7f7qp8jO65uNWR2sWcDkE/4+73e13dvnTrHy6RbZzZsm51Ct4TD+Lgehf29nut2r6auipIXqi4I0qt9R5HsoZCpKmor69CmNllSkbhgeJFP2Y6uo+IU8u5KSMpSmHHU8KMsgWygKLi/tM9Q1Dnp2lKCvDoHfnFvtKnIHbtJP5EpwUZQ3At6bWv7r17qsR4XJsQTyT+P6/n3UcOnE8+pMalTa1h/xJ96cEr1fqY1QlLE000gWOJdbHkD+mk/1NzYe0vVerjPhL8F9l5HZuN+QPyewuQymPzriTrDqtXMKZalVrpnsxex8RP0H590f16dj4dW54DOPh1goNs7bwO19vQU4osdQUeIo1ipqaNdCKXaO7G39on23mlR1fy6zbg2L192liZtudh7XxGdpa+QQy1NPRQRVUTSDSjo8ajm9vp7SuQhLkY8+vKpdgnzp+3z6ug/l6fB7rT4X9PZfc3XW3oYd1dnyiaXJSxJJX02MfmGBJWBZQAbAA+5M5T2ZrDbn3phqmue1K50J8vmesc/czmeDf8AmROUUbRZ7edctP8ARZfQ+oXyHR7KTZ+Wqo4ZKuTxtJ6muT6T9Szfm59iJNsuZEGqi14+v29AqfmKxhLJAK6cY/wdOibVq4m0+czofT4n/QwItb/Ye3P3fIDp1V6QNv0Mi00aD/F59I/fHXEGYxFWslOio8EkM0Ma38itGVYH/D2U71sCXVoccB+fQi5Y5xksL+OjVFRQn7etAj+aF1HQdK/LXcOKw1NHQ4zc0D5dYEXSrVEkpeR9I/r/AK3uEpU8ORoSMoaV6y5tp1uraO7ThIoY/n1X8tSQSL8j9XA4/p7a6f6kLVMCNQ/H14NuPaZiCSR1aIipHXZqlBuT+frb8+2nB49KB1770f6of7Ye2+vdZlq/SDcH8j8f717ab4utr8XWYVV+Qb8cWtb/AF7e9dOedOvGpP8AUD/Ye2WNT1vrKJybarki/I4P+39ts5QY8+tglcjp9xm463GSK0cx0Lb03a9h+PbHHPVwa9D3tbstZkjjeYJILXDHkkfW3uj0pQ9WHQ+YHeqyKjGZSPTYX/2PtrrdRqoehkwe6UkQM0ii9udR5/2Htt+PSk9CHSZ5JlFpOAF51Hm/19tngevdP9JkUnJLPwP9iD/ifbHW+PTkpSZTY824P0vcX9+YVXp6gAoOk3uLAU2Vx9TFIguYtQIH5i/cBv8A7D2kcAqQetoSGBHVi3Zs1V2d8U+qKiirIZtwbY27TbPyW3qiCRqOfbOUBo581GqjloUu7MvPs/3K4a82W3nlfS0FAqfxL5H7fXoHbRZR7fzHfWsMWqK7q5euVk8wR6enWuX27sml3h2FtPprZXZdD2Rkum6jK7wrqDIVDQV+4KelqGnpsJjap2CtJTsFgiRjq08e3tvupLKCXcZ4/DW4pEr/AIYw3EsPOuT1TeLKHc7y32iKQSvaVnaOvdLp4BTwrXFOiZ7h2Rvau7nyPau6MEafI7+2lXYzeGCytUlFltnbbx0bRZLb2IkBULNUwLoVk45v7HFhuVpBs8exxyskdvLqhkRapK5yHkH8Kn16jTddr3CbmKTmJ4VkkuotMsLtR4EGDHFkdzDGPPoye0d/bi6t7r+EHxm7r2DWbo29uajz259inclRjMXuPY2MrpWl2gKjLxeOOTFrSENUidiXI/N/ae72K03DYd35q2yUQPbOgl01MVzjvovEOW4U4dWtOa76x5n2HkrdYTOl6khhLFRNaEH9Mah2lAvEGtT0iIt3bq6P+XPZO0NzybY7P6g+RGP3r13srFYWWGLac3YE1C6YSjx06ERw/ZTuj6oyAzX+t/apLWx3Hl6DcrC3aG529o5J61P6LEVavmSPXh0lnu902zme52a/vElt9zWSK1oKEzoCQlOCivpSp6Bz+VR1zkaf5K9m4jv/AHhtzbfS3X+D3rJ8ksD2BmpJps7gNv8AkjFFt8ySavJFII44RH+Pp7PPc2Tat1srKHbYWkuJWjNo8IosYYd1fIsTnPQU9rYeZdjfcrzcJ0SFBIt3FcEl5mRsU/hRBUeXRKNl929GUHyw3n2jvTYUuV+Lz7l3Nisd1zjDJHRZbAM8tJtpKiokPkMZbRKbNf2Mb/lrcbXle32Ha5PE3RVVzK5GsMMtSmNQHQE2rnHar3nS55k3iIxbTI7RiFAfDYEaVqT3adWcHpdb16O7Q2vgt1d64fb+2NydI7er1ymKGHroq7H7Q25uxvusbilx0LMwmoID45pZF9LfU+w/Duezblcw7MhmgvbkaXqKPJJHxLMfwueFMdCa72TmDaLabmG4EE9jaEvGQ1UjjlyAqj8SA0JYcegV3NmusNszbYx+F2luWm6tz8UuV3NnaXOMub3jFUUvljoxDBII0hhqCzCNlsQPp7P7OHdNz8e4knVb+AiOKJkGmEg0LE0yWUcePQY3C62jZjb2kNq77ZdVlmlWQ65wwqFArgKx4HFOgCxdPV5LcEjYrGV9dRGsqExtPBF9xWY/btTJ/k8tUlKDoVV/zrmwHsVXhiis/CklVGoCxOFeUcQK8TXgOgRYw3VxuPi28TvGpbSFyyQMcaqcBTiTw6W2N27uXcPYGT2JtLamO3jn8fjXjp9vGf7mlqqfw/c1FRRNGSzvGhLN9bEG/sjubiw2/Y4943W7e1ikerTAUYGtADXgCcDo+s7bdN15im2DZbKO8lijosLGoK01MVIrUgcfTp7392lvncK4yn3GIa2PamHpdnBa2lj+52tTYtfEKOiNIoBERsBq9XtJtHL+2RPJNAzBrhjKCDQTasgtX1HGnS/fead6nSKOdF8O1QQMCtTBowdOkZofXqZvHfXem5sX1Vu7f+5MBuJ8bM+G2Njq+noUraHEU8NoajONSqp8AUDSJrtf23Y7Tyba3G57NtcE0IdA9w6lirOTlYq/irx09ObjvvPt9Z7Tv++XMFwUcx2sbBQyoBh5qD4acNWelH1x2FkdwbfzfR+R2tT7ti3NusboxbbYhhjydFu2GXXFM9XbW2PLfWNG+n49pN92pduki5kt7k2qW8PhOJsq0NOAHlIB5npby1vh3aOflO8s1vJrmfxozAAGWYGtSfOInyHUPdfTO/Kjsik2HksTNsPfebylJitsYjNQDGVVUktOJ5J6iSYIppma7CQ82/Pve3cybVabId1gb6yxjQvM6nUFzQUAr3AeXTO58pb3ecwfuiaP6G/mkEcCMNDMKVJJIHZXz6ELDdfdj7HpN6bDSs2NlM9vKqqdnbpd3p62t2vjcCoOVy2NlqdWiJkYXkWxP4Psivd92W/ntd7MdxHbWi+PCRULO8nwRuFp3A+R/PoU7dy5zBtcF1y+09rLdXjG3nrQvbpF8cilq9pB4j8ugvpc7BDS7i65yu45qOkmqKPaux8pUa2oKHEqVTISUDfpWKWUF2/Jv7OZbO6uZLTf7WAOYw09zFjUXNSuv5qMDy6DdvuFpBDf8uX05jErpBazUOkRCgbQeGlmFT59CL2Bjuu+leupqrFdj5HsTsJI48bR7X+3lXbmCxQA81fHO4tYAkhSfZRs0278874kd1YrY2VSzS1/UkfyWn2+fR3v8Ox+33Lbz2V899f0CLCQfCjTzev2GoB6YOw+tdobpn6y3T0TmWqqjcm3qKsngxzS0eb29uoItNkaWteEq48kpZ4iDbTz7f2PmbdNj/ee1c6R0W3lKqz0aOSHJUrXBoMHzr0k5i5W2jmE7VvXIEg8W5hViqVWSKfAcPTOWqy+VOsnYdb2diZts9W5bdFV/fDaVDJkq6papmykUC1Uf7824q2JnLpGtisbNYH8e2thg5evPq+Z4rUfR3bhFWgQnScCJTShJ4kdOcx3HMtmLPlGW7b66xQuxqXXuGWmYVqFHkTjo1PXPcGVzXWu3emMXUYnq7YO9amor6yo2syTbk7v3xhIWkC7ipmJVcefGVVNIaxHsE7xsgttzu9zUPf3NsACJqiKwt5DQeE3Eyita1p1Iuw8x/U7RZ7ZJ4dhbXZOlreni7jcRgk+KvARYIoRXPQZYbPZ/J4mf5RdmS0dGKTfu2Om9pbPjpRBDisHh8oEq5KhYQojESks3ksSb+zm62yxhuovbXY5DIyQSX9xOxq0julVArxrwFOHQbtt33KS0n90uYIhGjXEW321uo7Yo0ejEgcKDJrx6NvUYXZVZvfufflXvLK9qbb3S21tqU+NoE11W58VW0YjqsFQ0MA8k60cpWNX0nSo5PuM7i83A7dtOyW8SbbPbtLMTwWJwarIxOFLipIxU9Sxa2Vh+8t45ikmk3S3nSGADGqVWXujUD4ghwDmg6asnX7g+OS99dbbWeSp3XhOtsXurZVzFPJ1/hdyuabKbPqC17Ry07eORV55I9rbawtOaH2vmHdAEhnu2gnYf8SXjoVnH9INnovu7+85Tj3flvZ6yXMNos0Ctn6VZcPAf6JXGOi8bb+NsnUOE6t7XG9Ns4Tee7tt57sbH4XcFLVDa+BylK+qlhxjOAhrGDFoYz9SBYcex3u3PT7/AHd7sEdrNcWtrLHbvLEV8V4z/H56Mdx9Oo92X2/i5csbHmOa6htrq6iluEjkB8JJBw0V/HnA8z0i9l9iZvJ5Sjzm8N5Tbxye7M1l8vls9uMvVZCurKSE+bG1Mk9zTweNQkAJCqLEW975i2eFjKtlaC3W3jjjWOPChGIo60wzVy3E9J+WN8uBHB9ZeGdriWWQySZYuoNUNfgUgUXgB0LWW3bvDD1O0cnnKKpyPXO/YcgNq7exGbkTJ0UFFKFyMEdTj5Bp1H9LubW/PsHQbNtMq3a7dJ9PuFiVMkrqNDFvgNCPLzHQ+k3vf7R7W7vYzcbbeagkSmrIV+IFlxnyJx0YzH/Jrccux8jsTq3ZFV1V1FTSUku7l21JAm4c1OZBAp3TlV/yqbzSXVQshW559kb7EIV8Pcr76rcLiukkHQQBWiD4VCjJFOA6EkfNc0xW5sbE2+32w+EnuRiaVb1LcAfLoRMF8gshtkbZ2Jsv/SXt/fOOyKbikxm56taTHJTzt56CojyBKu0dhqAL2t7Au58mtJA27Xstu1sO3XCKvrX+iPMH1HQ22znpVuU2q0iuUuH7vDmP6RVvUt5H5dWE9PfPrdu48tka/wCVXaSRdY4+D7Gkq6fb8VdiqrLongjxE330TipR7BZXS/Fzf2HbvYNya5gTZDMs4zTUNTUFQxA+HHkehBa7zscVncC8hhZXajdtEUk0KoTxz5jFepPavwF+Ovzd2rL2j8S8vtfpjuwVFR99tN3lw+zt/ol3jqaSirypRqjj1xgID9bD2MNj9wt8injsOZUW5hB0MKgSKeAkB9R5g9AXmXkLZ7dZLnaS8YKiRHALLmpKOAPsC6fXPVFG99g7/wCot85nq/tjadbsrf2BmkStwtaRLBWwxvoTI4Wvj/aqYJLBgYmNgeefco3MEItxe2Mwnt2wHXNDSuluNCOHz6i9DcW8vgXQMbj8JFNQ9c56b4W9SsD9eCf979ksqcejCI1ag6fIebf4cn/WI49oWHr0vU+fSgpWYL+bH9P0/wBh7LZ1oc+fS+IsAD07UzBrgi55P+x+vsukWmejBCSM9PEI9P8AW9rf7b2nY1OelHnXpwpnIun+vp+n19o5kNdQ4dLotRSp6lx2swtz9R/xPtjq/WQXAuPoeP8Aibe9Ur16pHXi5vci9/r/ALaw9+C5qOrFy3bTj1gmJso/x4A5+v8Are7qCeHTD+vp03yzhqmmxdLDU5HL10yU9DiMbTS5DL1VRIwEUVPj6QNK2omwIX2Z2dndXWLZKjzbyp9vr8hnpNJpWp4HzqcdHW62/lrfObtXFRbho+mJutNtTsootwdqZKj2xS5KWRdcMVJSZIwylpPoot9SPYgk2CLbbeO73WTRFIMM1IgMYFXIJr8h0QHfdtmke2sJPrJo/ijgBlYAca6K0p59FH3/ALD3r1RvvcfWfY+CqNt762nVmnzGJqfUkifVMjjp19MtPICCkiEg3+vsnlhCIs8Z1RPgH5/w+lfPpdrDLUYJofy/yU4EHpIAqSSfoeefr/sbe2eqHj1GY3JI9+691xPv3Wjnryi5HHH/ABr3vqnWY/Q/6x9+691IjFkUX/HP14PttuPVxwx1IiFw3PPAA91JAyenYxmvTmpOhV4BHpt/sL/X2jelM9KE+LqTCqgar39R/wBt7YckLjp8cR05RHUAObfj6cD8+0zcOlEIGs09OnOIahYm/wBAoH59pZfi/LpUvxdPCAhRz9FB/wAPZfIc06Wjh1OhU8X4uv8Ah/r+00hBx08gxT59OMS6iB/aP4/qB7ZchVqelCgk6fLpwb6WS305t+PaQkk1PT9Cq9vHq93/AITybLbP/OXce5XjQ0+wuid7ZhJWW5TIZncOG2tTxxm3DNBW1Rvf9KsPz7yJ+7PZm65/luSMW1pK35s8UY/kzfs6x8+8rei25AitfxXF3Ev5Kksh/mq9btvvPbrA3r3v3Xuqcv57+7n21/Ln7HxEczQyb+3z1ds9Sj6GkWHd8G9JoeOSGjw7hh+Re/F/cI/eFvvo/bK5irT6iW3i/wCqglP8oz1Nf3frD633LtpaV+nink/6pmKv7ZB1obPT/wBQRf63/J/IHvnqGFcHrP5lpg9RWg59P5P0PFvbgbqmkdYmidb3A/3g/wCv7sG9OqFAePUd4ADfSLn8f77j26JPXploSBjrA1OjAabp/W4sD/gPbgl08M16a8Js46xNSgXtyfdxITx6ZMSH7esRptX4sB7dEgHnTpowJxr1gal9VwCOP6i/u4uCMV6p9OesZpWP+J/A+n59uC5zjpowsBw6xmnIB4/3v3f6ivl02FY+XXX29ufrcD+vH+29+8bPHq3hnrksIB+gP+391aWvz69pI6zCFgf0AW/xPF/dPFPVljZuC9Z1pyxH9P6j/efbTS0qenVtzxOOpS0zDjkX/I5+n1HtgzBjUnp5IlDVU1PU2GFRYafra5/Jv/T2ndqn5dOhCT04JEeB/he5/P8AtvbTMvHpQqMW4dOEULMPUPTYW5/I9pHk4gHpSqgcenSOM/piUHjkn+v55P8Ah7Ss+atx6eRK/PpxjhHBaxIAv/T/AFh7Ss2cdKVjofXpxhiOoNYgDn/eOD7TyOlKV6U6anSvU9IC3+Af8/8AGvaVpKZrjp4RYq2OpSwEHSEJA/N/r/re2mkAGM9O165PEPqTcn6f4W/4r7p4renXq9YHgI/H1/I/r7uJFOeqFFbPDqOylbX/ACLg/j24DTPTLqU+LrE6FwdIuf6E2FvbykHh02R69QnUMvFgRcG/9Txf2+jZoemJEDZ8x02yRlWPBN7Ee1NQek5K8G6wNExF7H6c/wDFD7sr0x02y0PXSQFj6V/17/Q/1t72X8x17Q3GnUuOgZh9P9b68+2mnKnj04sDE0PWb+GOV/QeLm//ABPtv6pCeOenPpjw6//ToUinJNub8Ai/1HvoY6givp1KGKY6cYpAACDax/2PJ549sda6copFb6m9uRz+b8ce/de6kowt6/oeb/QD8fj37r3XM8XtYg/7Ej3o8OvdR3PNvxa/unXuo0vII0g3/P8Are/de4GvTc45sBe4H+PvfTgqaE9MtQrEn0ngnn/D20/HpwdM00bG9uCSDa17e6db6Y6inkueLDksR9eDx7917pmlpixsCbX4FuR+bn23Igy3n1o9NctJrDXS1rkcHn2x1tFq3TZJSesgACw/Knk/7H37pT1BeiIv6Rfm3ptf/H3RzinWx1jFFZg3F9NiNP8AvPtrr3WZKMkHUbm/4S3+39+691IjoCSPQGv9PT/j/j70eHXj0+0uGmmZQFspP008/T6e2h1ZPh6XOI2kXK3jY/8AIH+H+HvfV+hcwezb6bxNYkfVbcW96f4evdDDgtlhQhWH0mwtb82t7Y630MWE2QAUPh+pBNl/wv7917oY8Jsz0peLiy3uvPtO/wAXT9O0fb0LOH2fpWPRCwUWN9Jta3PunV+hLxu10RQTHyFU/T+n1+vvR4Hr3Spp8NGoAWOxsTcqbfW1vbHW+nmmw4Z7BL3IH6PfuvdLDH7YeVVIhIUixutuP6+6t1deHSvpNu0dMoMqjXcHmw5HunVupc08NIhijCDT9GBAIv7917pH1+SB1BnHF7gn/H8+2nNTTrfSEyVVGS12HN+A1/xewHuh62vHoLdxS0RgllnZI441JZ2PpAHBP+uf6fn22/w9XHTh1/8AE7dfbUVVufc2bouqOtKSgkyA3VuKJVrMxCjaRT4fHy2LtISAlvre/tkmnW+mbd3xD6EjnOBx/dm49l7xkiE8FNvHAaqDI0kraYcksjsRDE/6h/QH3vr3QQ7v+HU3SOX2tlexK6n7hxmWqIavAYzY0K1W3si8jaqKHP5Kn4RXJDGMj2wTU5630luyOxN27eztRFiYqbH75ooWxsNOKdWout6J4v26DDQfpEvjI9Q5H19t9KOiey7RmNRW1tQ09VX5KolrslX1DNJVZCumbXNPPI9ydRube2Dk46t1Gk2e7KSIiL2JIUWB/IHvXXuoj7Nb/jiOb39PvR4de6eMbtBgQFiNxxYrcHj23050JOD2uVZdUdrBeNNvVbg+/db6FfEYLxBR4z+OSo44t7T+fW+l9Fi7RqQnCgfRbC4Hv3XumytpSAwKrYci45N/x7TyU1Y6U48ug+y8IBb6rcMLW+n+t7p17oMsxDpDn6/Ucjn6e2G+LrfSMdQVb8cXP4Jt+Peutjj0dX4A7cGb3j3nuK0SPs/qjJyU1XLP9qmNqpWNqsVv+620mwI/rb3V+nGOadUq/Mnd0+69/Yh6LFmgym3J41gWGlaDEZKpoatpI9x10kXEtRIf1Snk+2yoIoQD/n6qyh1oQDTNOrEvgJgdpzt2z8iaPC46XY+Z6pyWE7J2RWMs1diuwKKE09BvXBVDWJDn1EL9L+6MgUlwACePz68qKrlwMtlvt8iehR/lt9j0O3e8MxtrcW58rtk9kYnI1W2cpiSzZLIboxU71VNiWkHKtUqUiD/Ue2jjPr1f58fn0lPlz1xk+tfkHuCbIQvHT9gwR7jo3eX7p4q2NbZaCtqD/u/yn1A/U+/N8B6dDVHQNUsoAH0/p9eVNv8Aevafr3n1IkqAq8P/AFN7/wBPx7q3wnrfTLU5dadWAY/g8k8C9r+2OlKEsucdMz571H9y4P8AtX+8+/fPqwFBx65RZoM6gOeb3uxHH59pPxda6f6TKm4CuSLCx18/X3U8et9KjHZQu1iST9AdR/2J9+6fHT+Kw6RditxYG9+be/de6iSt5DwwN/rz9be2Xpqx1vpqIAcj6Efn/ez7acVXpyPj12ylyRe5AuCB/Tni3tP090t+qe1s70ZvZN6YilqsphK5I6De+16SqNG+fwkh0yTUNUAfDWQLdoJVGoH3V/h63x49DR8qus6nuTfvXu5djb7rcr1LmdrTZza2YpozVZHG18yeKr21lKuMXkycEjGPyvZioJ9sdbGkCg6jYHLbb+U3V2F+EXZezanbPye6ahzWW+P3bNLUeSPcGCji8g2puin4DSVKAojO3BPHvxpTrYDaq1xT/V/l6qczlLlcVkczgNwY+fD7o21k6rCbixFVG0VVQZOilaGbXE3IR2UtGfoRyPbfV+kTPM/1uRcnjV/jxz7917qA1S9yCxtfjm/049pzx631hlqOLF/oL/X22/w9O9cqGYGbVfj/ABI/PF/bPXuhOwM4Ei/Tj/avxx9PbcnAdOIKnow+05gRFZvqoP1vbn/H2z090ZbbEi6ULWW6/Unj6A290br3QiLIrRg3H0+n9OOL+9db+zpJ5WbQj83LXA5+nP4HtuU5A6ePDoFdyO7GQBiLsfp+Ofp7Z610G1RTln/JP1vY2PH5Ptlvi6313BjJNIb8XH1X3RvhPT8ZqtPTp1p6ZoZY7nUb/QD+vtL1bp5qIbxnj8f48f6/tp6162Og/wA4qjUTyRzYj68f190Wvn04nHoNK0rrPFuTxf6H+vur8erHj0m61jyt+ARa3+PunWuodMoKgmxHIt+f6D22/wAXVl49OUcOrkC/+HNz+Pden+nKOnuPoW+g/wABf2mb4j1RuB6UMNPpiAAP0BsBb21Jw6svEZp1GlgspIPI/J+v+t7a6V5BwK9NjKQzBvzwOOAfwfdWFR1456h1MfpuOSBf/efpb211XpMVAPka/wDX6+9N8PTsfDrBYkfRh/sCD7aBpnq/UiOPUvN+P63Fv9Ye0zijHrR6yrCbnUtx/Z4v7r0oT4R1zamZv9pH1tY8f7H2n6c68lGpJuLm31Auf9j7o/DrR64Ck9Tfn+lh+n/W906dHAdZTSqRYr/yafbb8etjrgaNTayjj/aTz7p1vrAaVlY2/NrixsOPx7Tv8R6svHrqRAAQQt7X+nuh4dX6b2iLSXUsP6AXt9OfbHVuptNG4dfqRcXHtqXy6cj1fl0PvSFJFV72w9PUD9t6qJSWH0HkAvz7Z6d6tV+SqU+3uscfHA6iKShj4DWBvGL2t/vHuh49e6oG7hqqDKUlbQVOS+2V2ksjSW5/4371niOnIwCSCK9Vx7nxMOOqZIKRxUh2NnX1Hk+xLtly0y6p8Beol5v2mCyufDtmLmXJFakHrPhtpVVdT+VlaM2BUWIJvz7Yvd6SCTw4+4evV9k5LnntPFujoLZHR4fir8esvv7dFBTy0lRJT/cxjUUdlKlrfX/Y+w3eXJupNdKDqTNk2tNqtfADF28yetlU7G278bemfumENPkZseulbqkhZovZZJ8XRweqWczhtwd0b9q2pY5qsVNU2hgGfSpl9tnh17ofqv4dQY3DwTZKpihrZYr+NgFa7C9rH+nvQ4dOJ59Fn3t0NmtuSuaWF6iEEkPGhIsP9b35iAter9ITrzr0bz7c652Hlo5Y6HObqxsGRUqT5KOKoBnhYH+vHtJ1XrbA3DjKekrcNQ8pi9s4HHYXbWHiGiKloqSnSLSYl4GpluePdWIAz1dDQ069SY2dleXJ1TKahlSmx8C+qFT+m1vwfz7aJoKnp6gOD0J2x8IrblwcM8Qhp1yFKTC366h/Kum9/r7SOBnT5kf4etxDuLHgAf8AB1tDbAxy/wBwNueeMIIMVS+KEqAEAiGmy+8jdlhX9zQK4+FB1gNzZeU5svBCa6pWqfz6c2ID2YBVJ4Y834/SPbzipr5Dh0hXUwqpr1xZVLLpF/zx/r+60HEjq4ZlBr1OpseK2UwtYRNG+vUPRYRlixv/AIe3EgEobUOIP+DpHPeG1jEgPdUUpx4jr52X86vsTE7z+eG7MVhJfNTbHozhqiVGBjFUkpWRFI4494xboQ263Lrw1sB9lfLroTy6ksXLlhHcYk8BCR6Ejqqn7w/i9/zYi5/1/aLo36kfdhiTzyAf1D639pOtx/H1392ov9SePqeLe6v8PSgddfeD+gv/AK/trrfWRKq4/wAPyNQA59tN8XW1NDnrKtUQOLKB+dX1/wAPeunOua1TA3vf/AsP9f2weJ631nWrJYAlgP63HujCqkdePUlKwXNzew4BI9sdOjgOpUNdJEwlik8bggCzccfm/ttx59bHQibd37V0bLDUTEoCP3C17kfT231YUr3cOjEbY7ASVIx5xyAV9Q5F/qR7ab4un+hxwe7xIkY8l9Wm9mP091+3r3QoYnciuAnkABvxq+vP59sGlccOrr8Q6EDHZkPpXVfgC+q4F/z7pJXTjp49KX7lJoni1L645ELg2J1qU/4n2xSop1ocQejtdcbwylZ0ZtDb82Hq5sauT3FtGjz2FpPu6+GU0+kJktHKRRar6j7NYjJebfDavGXiQsAVGa+h6DtykVluVxdwShJpAjNrPaFByV+Z6pM7t+P+1sFu7a9P0tVY7J732Zv+p35lMl939lXb+2/S1DSbj21i8r9Z6xJ7hacf0t7U2t8q7bc2m6gmCZfDUjPhSDCsR5CnE9Jb3bnTdrLcNjKi5hbxWD48aI5ZVPqfIdFr3DT4v5CZDuXNJkJdr02zcpHvSSbd7NjMzBMbQZfrhYJeTPULGY6FB/nHNh9fYgsrq5222tLeUKzMnhAINSyV+GWvotav6DoH39lZ7xfX13EzKEk8YlyVeE/ih0/0qUT1PRZe5/l1hex831pvHu/a0NLnul3x2J6v3JWhsTkN5dbU8iU+U2bl6ZRxU0S/tWZrkA+xZs/LO4fTTbbs1wWWYH6iEDUiSfhcH+FvXy6A+684bHa3MW4b1ZKskBH0dwTpaSOvetPJ0OKefTJ/MR6Z3fPhOlvk/wDF3ATQfGXM7nx2X29kMZnny9Ft3tOsWL7wFBzRRtINKof7Q9m/t3vNjA+48qc1nRdBGUrpoDEoNRXzYDNeg/7r7JuV5JtXN/JJ8aFXWWuqrLM9AGp+FScU6D/+Ybs+p3F2Ng4tmnFPmZ+idtbn3rS7Kl8LZLcQoYm3HHuqWlIBeWYm8Un6yb+2/be7t9utmmuQfCe7McRkyFjzoaIH0HFhw6d927S83SdY7R1E0Vkss6RCheXBlExHkTwU/F0FHyG6K2RgugOku0eudodg4tc/hY6PuDBZbF1D0Wz9x0aeRq6ihPLxyABlNrAG/s45Z327l5hv9u3G6hklikPgOCAJVbATX5Hy/l0H+b+W7D+qu3bhtFlPFDLEDOrKaxMoqz6PPzI/LoWeselO1aH4bZrLf6btgbM6E39QZ2v2luOStgrYdy7rxkl8h1Vv8MS1BVV7gmkRlJIU29+ubu0u+dI72SylN7bApNCMFFb4Z4v41UcT1SCzu7bkCTbkv4DYXja4Z27hI6/FbS/77ZzwB6rg2/T028sjj6CaWoosfQ0bVtdJSRzVNNjqbHyGOc0tFawibQdJJFxz7GG5SPsdvJOgDu76FDEAuzZFX/iz+3qPtqtxzJcJA2pY4Y9cjJUiJENDRP4cdGqz+U6r2vsfbne3xdytVt/L5GKs687f2bu9PvVmpuKd9xbdnqPrDVLd5IkH7R49g5YNyvb9uUeeR4zKPqLV4caG4hJKea8ATx6kCS52aw2tOd/bkmFGJtb1J/8ARE4NJHXybiQPh4dFU2rWT7czdVvDZu+k2lm8HUVb4TPUkxWtqDk0Za2mB+uhg7IPY13INeWabRutibuKYL4kZHauj4W+3Feo22p12/cJd82bcRZTW7N4UqnufxB3L8xmnUraGUbNrNsfPVKUtNuDM1uaqd3uQKhczq8qLXyt9KeVv1k8e2N5tPpXHMFgpaSCNYhb/h8M4OkfxgcOlOw3pvIjyxuL+HHcyvMbr8QlBqAx/wB9sePTpsDZO7N+7gz+wsDhn3DuHOU9c9NRxTmaefHYJWqq2rxmq2lGgjYgr7Z3rdNs2iztd3nl8CGArqYigDyYVX+YY+fTvLuybpvu4XexW8X1E9yG0gHUTHFVmaP0BVTkdCT1bi6LZ+6KXf20twUO2ko8fKuMw8VQMhuOHLYj011HUU8oDReV+Bf2HOZ7643GwGx7nA10WkBeSmmExyfCwIw1B0LeUdtt9o3E8w7NcpZ6Yz4UQbXOJY/iUg5XUelVW7j7B+U/YuOzXatduLbsOzsfksvunsvNVT0uTx+16CB/tKLC/QmVnVURV5N/bVrZbJyDtEtvshiujdMscNqg1K0rEVMg9AONenL7cuYfcvfYbnmATWQskeSe8kbS6wqDRY/ViRQU416AHLZvH4rF5/clVlchXtuHHy4vaGXpKmWDNU+GhkMKVO4k/UZagfrDcni/sUQWdxd30G12kaxrbOHuI2AMbSHOmLyonlTh0DLq9tbXbrjdryVpXu4zHbSoxWVIxjVOOJZ/OvHob+zer93dC9W9V7Q7UqdmZ1+68FT9h7bmw9RBX7g2Pj43WCmTM1cfqh8oIl8Lf6/si2zcrPmTmPcN25b8SL92sbeZGwk7GpOkcCRwr0It02y95Y5V23Y+Zwk43FRcQSLTXAMAFm4gUzT16YNtdl5XEbGr9lHaWD7SpYtx0eZTJw41KnM1OOp5A9dj6iS12p9AsQTb2lv+Xba632LdxcybWxiZCheiByO1h6NXpZt3M95bcuzbMbSPeVWZXEgSrmMHvVvVadOOx8jT7q33Luvp3LY/r7dO18gm5f7u7liWlwle1GhMuJcyXQRhAY0T/W9p98il2na12/nK3bcrS6XwvFhzIgY/GAM1JyT0o5fmh33em3PkW4G1Xtk3jeFONMchUZSpxppgDpX5Xfh7e7fq929M7ZottZxaVMx2btvMSirxmTqsMPJno4Jp7AUlQqnTGvFj7Lotpj5T5ZXb+bpWntmbw7OSPDosn9mSB+NSePHo1n3uTnXmxty5It1tbuNfEvo5Mo7RZlAJx4bgcOGeoeP7gxcuaGS2t1vRUWSxG4YW2tUUCakw25sg3gWGF/pFSkufpxp96l5Pvfphb3m5MVnjPjBj/aQLmp/icU/b16DnXbzcm5strVWglHgaB/Z3D47f4UJPlinR26zZR6a7n6d65rcAOyNw984GTKdn9e1yJWbIod218Anx2b21N+jz07OslUyD9I59xpDeNzTy1ue92svgJs7hLO5Q0uHiBo0c3npNCFr59Stc2n9Uuadq2C8g8Z99jL3tq41QRzMKpLD5agSC9PLpq6sfK9Jd49v4USYnMdvYmnnq+q8XjADtWgiivHkRt6IApLVwuT5QBcEH3bmSOPmjlDa9wijMNkzhbx2zMT+HxPMKR8Pr1rlZrnlLnfddplkWe9VC9lGuIAv4jH5Fwfi9D1F2X1VvrP5rvDenbm+aHa2S7H2XUDcW8sg61NLRY2mZ6injx9NJYGoL3RYRyCPajdeZNpsLDaNr2W0a4ispw0MIFGeRqA6j/DTOr06RbTyxvG5bnvO7b3eray30BWa4OVRFqQEH8XkB69Gm6c60zn8zPBdU9MnHVW0OqOlcfTbbXs2TbbwfxfP0kf2+F3NKG0mVCBeWK5Fzz7J5LyX233273IFXvt2Yu0KSahFGxq0ZA8/IHj0fpZxe42w2e3yKwsNpUIsrx6WlkQUWQVpg0qRw6HDvb+VT8RvgtuDYGO76+ZuCpewd54RMlS4KTApNRmmiqDL95lsbewiqUtFY+xDuO7c78xUtOXoEeBe6UqT4luxHYlSc0PcOg1y9tnt/sive74souATHEG+C5AbuYLwAp21+XQ87O3h/Jj2vDRYWk3zR1W3q+Kip9419ehqsjgcq0Pjr63YFLIP2aORz5HhjNuLewDfbD7jXE+i7s5JItaCeQYdqfjFPj+zod2G+8mW1nKbS5jhuAr/Twk1hNchJK4Q+Vfz6DXP/AB0/lkbqzuV2ztP+YZtfb+2svXwPtDd8GOjx1RDjnmFWMXvDCjh3gcnTK7fUX9iSblrm3ZN6hltIWu7RgKmVO9dQoTStUpWhoeiS35l5e3jl5m3GH6S+BOuNJP020kkUbg+o8Bilen3Ify3Oi+8MnFtnp3+Zr1L2J2bhmiGLi3VX0G38buHDwJaKjjzzsb6RZRFb8+0lvBfbVfXVim2KNRqKahHT8TgkkBvUZr0zuu9bfd7fbbpfzTNGmlQE0vOjDCxuimpQ+vADohvyM+N3fHxgiXYPyD2xmFnlyYTq/JYqv+/6wz2Jlk0vkcPVU2qKeRyfS5sfbMckM1+v7sKxKyFpqgeKzDFVY0qgOMdGckfibW9xqa6ZXCoqkhIKjVpkQfC9PXoYOoO39w9C7YxW6t7/AHeTyOXeTbOL28xkqshtXbSWjTLUCLa7MpuQPp7jbmDZ4N/3GWw2fSrxrr8b4FeQ8UJ/wdSLy/vkvL+2Rbhu5Z0kbQ0NNbInAOo/w9HX7a636++XHUG2MLU0eayO6amAzdYds1CsmT2HuBzrjwO78g1mkx9RwAknClv8PYc5O5w3HkrcZLe6/VtG7biEmoGaF4/mP8HQr5v5R2/nbbEurErHdKuuKQLTUKYR/n/l6o03NtPdnXG9Nx9a9gYx8LvnaNW9FmaB0ZaethVitNmMZK3EtNUCzRyJcfX3kBOttNaxbnt7+Jaz5jceXqrH1HWN4ju7S5ayvUMdxFUOD8v8/XUDj0m1h9LX+n+x9lUgo2OHS1Dgg9KGnb1CxuCg4v8AS/svuVqK+nRih7VHTtT/AFJ+h/H/ABT2WScOl0fDp/hb9siw4tyPr/sfaQ8elC5x1Jh/Uv8AZ5+v0vce2JiCKenRhEaJp9OnGMAK5/INv+I9pOr9ZALqLf1/1/8AePdSadWVdXn1wYMF45JNgP8AX/N/e1IbqpBrToznxL+GXe/zV3ZksL1NjKfBdfbWBqeye6d0MKHY+y8dEpkqx/EJ7JPUhAxWJbm49irbNjlnjN1cCioNWknSqj+KRvwg1wOJ6D2773t+yxIL1yXmOmKKMF5ZX9EQcfmfTPVwu2Ov/id8Hdl47fHRNPtLv+bD1xx/bnyf3BXQyQbIr4G8eQg2rFUiyyQtdo2jvyBz7BPN3Md5t13HtFgsks82lo1gHarGlEWnxEjNfn0LeU9gk3+yl3HmQpYRRV/SkYBnQZ8SQ/hGQCv8+gxxn80ncvyT7329s7FJVdqbQoK1MXspt41LS4042mUyVW8XxVljmWn0XVmI/Hsg5k2jmu4nj5i57umnS3jotvKf0om/Ajr/ABn/ACdCLle95Js7afl/kO0WznncmS5gX9WYHiUfyT5/Poun8xKCr+SmDHyq2th6WT/RPWnr3fOSx8cUK53b8M329LXrEhvaKouumxsoHPtfyPzHf391c8v7uArMA8VMImO0AepGB0i505V2/Y7G23PbJC0Tkh1Pxlq9xPqATx6qPVkZVkjcOjWZWH0ZTyGB9jQhgaNxHHqPDSuOHXCVbNcfQ2/2/v3XusXv3XuuK3/2q3P0+vvZ6b6zquuw5FiOT9ePz70TQdez5dSvxa3trrahuPDqVAAdIA9Rf6+25TwHSmMUFfXpxJsLfQj/AA5/17+0z8OlEYHHqVTjj6XBsf8AWNvx7YkNBT16dAqenGIfp/xP+9e07cOlUI7q9OcF/p/j9f6X+ht7TS+f2dKkHn08C1lA+tgCf969lj/FXpYMY6cYxb8/QW/1/wAe0pNTXp9RnHTnTpZdZP44H0v+fbExFKdKkWuT1LAABIBLNbj/AHk+0/29PdbRv/CarZpl3D8r+wZI1Vcfheqdm0cpUl3bMV2bzeURGtwF+xpCwvzqX+nvLf7qllrut63I8EW3iB9dRldv+OL+3rEr7099pttm20fia4lP+1ESr/x9v2dbXfvMnrDzr3v3Xutc7/hR/u1qL46dAbEWZk/vP3Nkt0yRq5Alj2XsmrxnrQfqVWziHngG35t7xa+9TfmHlfbNuBp4100nHj4UTL/hlHWT/wB1yx8Xmfctxp/Y2qx/85ZVb/rEetPJ002vZri44+nvCFXBHHrNd4gT1gaMEkgC31+lrfj3euKjpkxHrAYLqWsPp9Lcn3dJRWh6a8Mj4usDQEchR9f02+n+v7e1D16ppPp10aZmsTGv11Dj8+/ah69V0U6jtTAvyhH9fdlk9D1UxDzHXH7IWI1/W3+8e7eIeqaR/D/LrE1EeQLG30NvdvG6q0WrIx1HNG39P9j9fdhMPTpsxHh140pX625/qAfdvFr5dV8F+uHgJHINv8F/Hvfi04de+nfriKYf6k/7b34ynrXgMM8eu/t+R+o8j6/8T794vy694LH5dZ44CLsAT9fTb6c/g+22fVjh1sQZ7j1LSKQkal0L9T+fbZYeXVhAAcHqYqotiAL/ANbcn/G3tpnp08q+Q6mRRXYG1lve9ri9vbDyeXn08opgdOUaC9iv+uQPyPp9PaJ2Pl0+kYJz04Qx6SOOP959sFiTQdKUTyHTnFEo4YAluR/gPwPaWSQio6fRakKOp8aXKk8f0FvqALe0pJOT0sVVUU6nKmmxFjcfgfT2nZtX2dWArk9ZBcH9RH+P9PderUU9d2B+tv8AY/4+/U6bK04Z6xsOSoaxB4/K/Tn3qtM9V6iul7gnk8gr+gf7b2qUgivW2AcZ6hsCOPoQfrb6+7o1OPSUhgc9YWjJPpA/xFvqfbutR03pJ8uuJpnc8Kf9YL9P9j7v46pg56oIFby6kxYuRjbQTz+V/wB4Ptl7uNfPp1LYnAXp2psE7/WM/wDJP1P4A9on3FRUaulkdi5oKdKGm23If91WHA+n0Psum3RQaV6Xw7Y3p04jbZUEEDUVta3IuPx7SndDWvSkbbihwev/1KAUlH6vqSRpP+8299DSajsPUncFqOnKCYH/AFif6ck/j2nPXhw6c45LabcHj8f1N/fut9OaEsCOLX4Bvf6cjj37r3UiO5B5/snji3HA+vvR4de68Yrm5P8AvP8Axr3Tr3XRp34P1AvYc8f4e/de6iSUxI/QV/ofp/vPvYz06hx03z0oFrmwsbfm5/p7afj1fptmob8aVJAuP+J90630yz0hGq6WX+vJ5v7917pploiCDYG9zf6G9venJK560eHUCWiNz6Ta3A/FvaXraNpbPn03S0IJPoGr6c/hfe+lNKfPqE1DzyoH5t7o4qOt9YhQ+o+kf69/94Htnr3U2LGM7BY473HNh/X6n37r3Slxe2JJ7MY2/wAOOPr79x690KmF2azFT4eeLG17cf0Ptrq6cKdC9hdkn0EQ8kgHi1+PfurdDHg9khQt4eL30/7Dke/HI690MGD2Yo0fsfSxCgcC4+oPtP1voXcNtEKY7w3/ADYjgG1rn37qwIHl0K2I2sqxrqhUHgk24t/r+2JBQ9PIdQ6XdHiaenVVWO7ccm9gQPxb231bp/p8a8lgiHUeNKj6/wBB79x690qaDatXLpLoVFuRa1wefp7T9b6WlLtykpLGRA5sGYt9QQP6e/de6c5Wp6Zf2gFCjgcf7Ee9Hq44dJTJ5qJL6yq2BI55/wBf231boN8ruVEaS0t7mw9Q/p7917pAZLdUfqJmF+bm/wBfbTrnUOvdIXKbtUBj5lAF9Wo/QAXPPunW+HQ0dAdWQb/xuY7f33BHP13tGpMGFxMsmj+PZ2nOpqupiB1PTQGzkLe/590cgCnr1dTXoqHy++Yxo8/Vf3j7OxX9x8NCqR7c2uhjSI0cRjpQsD+hdFlXSBf8nn2z1bqk/NfLbunKbkq91YHM5ebaizIchUZwxVaR7VE5CxRz1OpgdINlQ8e/de6uA/l8/LGp3V2Ht3pHedTSZDbFDMu79l7rZ3rKOsjyMDSf3Zy9Q+qOF9bL4Vcgi3HtOePVxQHPTh2Lgftezexo8vDKMjNumvqJvuVK1LxSsTE8gb6qFtpI4I90+XT3SJnwtF9BGgABsAPx+D/r+2noMDrfTe+IpEBAiU25H4/1+B7p1vqLLjKXSbxL/rf4W596PDr3WOCkp42VkQBRe/H5t/re2+nBw6UmOij1A6R9eOPpY/j3rh1vpfY+KL0ED6C5/p7ZahOOt9LGGnQxjTazC5H0/wBh7116vl0yZTHi2sCwuPp/xX2lauru49KAABQdBZnaYBn+hYBiL/iw+g96630E2bgJub2JBuPrq459tPx62Og7nusjpxbmwP0+n9fdOrCo7h1YV/Ljp6ap298wHrmjXFxbKSPOiZtHkxcsfjWOAjkv5SpsPx7q3V24jquLsTC4LA9cZ/bGD3lsHP8Ae2K7RbcGx8Jmnp/Jmdr1lZep21kchMfCFWL0xrrvf22a0xx6qx0jHE9GWw0ezMR8Pd7by602zluuMjEDt3s7YOYjkikpNz5SZamsyGFqgAk9DI2owkFgFI9+IHWxw6Ivj8pl8DW4Xce1q6TGbm23WUOZwNfCF8tPXUjioiWMngCQiz/4e2OJz1dRU06t87H2zUfOzqXrbs7rqnpKHsOWCPEx0VVWpBjpd7UGmnzOPzFTOwWmFbIHqFaQqCBx7o50pQ+uetFhFhsn/VTpH4v+Wf3xPjgtf2p05jd5SBo02dUZGaFvMianT+IysIGF/SHDWP4PtnienWIBoOifdp9XdkdIbpbZPbG3J9t5twWx9ahWowWbhHC1GLycV4mVhyF1k+6kqMN17iK8OgRzMxjD25IBFv8AG/tjpTG7OMig6D+evdSSHN788nggfn/H37pzrLTZRw6nXyb3v/X6e0Z49a6WeJyGogM3PH1+vv1MVPXulxRVBVoipIu34/x/r710+OllBKZIxf8As2/Fvr70eGevdZfJY6R/vXH9fbLUrjrfXPQLta3Auf6/Tj3R66c9XT4uucMWo2sSOSebe03T/XVTBZfoAQCRz/Xj34gHB690NXxl+SNP8e90VW2N5pFVdDb7qJIN5xzUiVlXsrI1EJhp9z4DWGaL1MqyBLcXPtOerDrrt3pfcuwe7NkZnrvd1U2e7LM+7usN2zSGno12/T/5ZQVFLlHIW0g9PiZ9X4t7r1fpN/Mvrit7g6v258r8Ht+PH9uYJ6naHyQ2pikVRlUxUv2tDv2GlAuXaNbu1ubk+6cOt9VQS1Ec8KTwSrLDKglikXlXVuCSf8Dxx+R78evdMzynUQOP8Pwf6k39purAVOeorzM30/2PH190f4enOuVPPpk/x4FgP97v7Z690JGAqm1JZja/JtyfbcnDq6V1UHRgtp1tjF9Tp03/ABcX5v7Z6f6MhgcqBGgvyCOP6C3H/FPdW690J1JkI3p7FwWsLDg8W916svEdMeUkLq17FRYi39L+2pfiHTp6CvLqGkf/AFzx+OfbXWuk7HRapbadVweL/Ww/p7ZYUPW+nYQRRhF0i/8AT/H8H3RvhPTsXA9Y/CjyqALNqH9Pp9D7TdOdZK5RHEeCLhrDg+6Pw62OgrzsitrKk8DkW+o9tDpxOHQV10v7zj688X/Huj9WPSfq34a311C/9PdOtddUgZ7/AE5I4/4n3RjQg9WQVPSop6ZmjUgX+vF/6e6Ek9P9PlJRHj03vYEf09pm+I9VIrg9KGOiYoo0/W3PutAePW1Ok16xTUKAMCqlrX9p+lSkkV6Y56XSW9PAJt9OLD3VjQdbJ6YK1Gsy6QVP15PFvbXVek3LBd2+v15/P+9e6t8PTqcOvLS3+o5/4N+PbfV+nGGiJXhSfSv0N/x7TNXUa9a6lnHm4KrpsPoPdPLpQnwjrIlA5uNLD6X4vf2x051yixzk3sy8kfQ/0/x91bh1o8OuZxjnnSf9sR7br1tW8j1kXGsbcEfW9gf969tvx6dHWc4w2uEv/re6db6j/wAMNz6D/tvbD/EerL1Hkwtxwq/S30H5+nunV+oZwzIbaSLf0BP1/wAfbB6t1KgxDhluDY/4G/PtuQDT04jH4ehU69VsJuHG15YqsU0TMwvxZ78+0/TvVoXcOGq+yukYcjiGeqmoKDUyqCx9EX9B7qePXutdftvZGZzVfU0q+anq4JnjK+oHUpI5B9+VtDBqV6rIgkjMZYrqFKjj0ldj/FTdGfkSsqmLIBqAck3H1+ntye/nYeEgCKfTortOX7G3k8actK9cFujbddfDDcefroKOKmLIHQEKpN/UOPZcwwejwYwMDrYA+KvxT2v0ntBt0bqp6enmpabzjzBUYMiXvZv8R7Z+fT0XE9V/fM/v+XsLc77VwVUxxlLUNTKkR9BCtoWwH+HtiQEHp3z6F/4u9dbc2Rsiq3rn6aI1P28k0LzAatWjWLX/AMfbflnr3RD/AJE/KTI/31kp6GtaGigqmSONGsFiRtNrD3QHy6uhoelf1x3hhd10lPRZIw1VROVjOvSb6rD6+/HIIPTnQ11XTUe3NybH7hwcIhTA5uhyNQ6IGCwmUGQEf6x9peq9XiJj33VRYPdeKhSelzOLp6lZ3NwsphAf/YX90k4V62OPTjhqDFwWpKlZZq8TB5q4i6QH6rEl/wAe6A0NT0oFPPoQtkUMeQ33t+nvNJDBkqeoZ4kNv25AQjSHjm3tO9GlGPMH9nXtdEdl4aSKn7D1sh7Uz8K7NwctSy0wkpIKaCFyAwWOMC5H+P4PvITbb1U2qF2oKqBTrA3f9okbmO6SAayGLMR8z0pIzFUx3jdWX+vBtf8Apb2ZDTMoK0Hn0TESW7aXB65R0TXuv0tp1N/Z/owt78IRXj+XVHugR0Fve3aVH1Z17mzQzxT7orsbVx0kUbK0tJE1MxkqWA5Fhe1/Yd5v3+LY9oeK2cG4lGlR5qDxPQ19s+Sp+dOaIZrtSljbMHckYcqahR61p18wz5ZbsO8Pk129nfuGqjNufIJNVyNreaoWpLSFz/h9B7x0NaCprxNfMk8es6i1TRcKuAPkMDoAxU/S9j/Xg8+6GtMde65/dD6Af65H4/r9faYilOtxju66NSP6n/bD22/p0o66+4H9T/ySPbfW+sqVR+gY/T8j6f7b3RhivXqZ6yCoYker/HgH6/7H3Xp0ADA65iqINrm455HP+39pzxPW+s/3n+P/ACb70eHXupSVIuef949punRwHUlagaRZv6/UAD6+6PUDrY6lRVZIAH9f6fj/AA9tdWVNZqPLpT4jO1mPkUpK7KDfQTwAPbbih6UHodNsb+DCNHlIYabgmxBv/h/T3TrXQ+7e3grhSJARYWN/8fp7ZYAHHVhx6GLB7oVgpMqnkcX5ve3491Pwnp/oTsfnlkCHXzf6X4+thx7S8B1WmKdWFfBTea1OX3z1ZV1VMuPzcNNnaOWvYJRY+pUl6uYSt+gSDhiCL+znYp2+oe21UR6H00n16DHNNtG1qm4gEvESKDi6/wANP8HRIe5NvR0/yJptuY3ZNHR4rbmXzWX2b/D5JKT7SsnEr12Ud5yHnjnmPkURk/X2jZ57X6qGOhVzxOQf2+oz0vijtr0WNzcA64x5GhUeh9aH06qz3NHkWpu3Kjs/bMkm9INyY/cewcPVxtT4Lc0u3ck1bJVZWrxoXTJGoDU3naxb6+xRZ2qEWhtJ2SFVZJCtC0esUJAPkfOnAdA3c9wmhlvTeW6tdF1eEPiOYIa0JXzA+HVxPQZYDrnrPfPUO6cj2ZjajeY7b7PoNmbh2bvmnp8XuPpzdW5qGSt27vHq3IU4SOWnZ9EMqu5Vmfm/sT297vthuMUlhIkElpCfCliqUuo1ahW5BrRgOB8ugPd2HLu67XPBuUbzxX1wvjwzgK9lKykh7Rh+EniK5PRT8hsz5mfG3aWU+L0OUzOe2Hnt1VuX3f0fncbVTV2y85jAK3EZp54kMfiqIvC8TUZ0ljz7GF7f8nbsw5h3JVgvYkCLJGwIlRu00HGozXVmnQB27Z+d9nJ5a2Z5LzbJ3Z2WRCrQuh1AFqA6DRaBcV6j9P7G7R7v6T+UNJtDbsz977boaXenYCVFQKaWi2RtKVGWjxE1SQyB41/eQkXbg+2r99o2zmPZJZGMm3aWSEjykkrVnHnQ8OnNuh3/AHPlLmCGNFg3RmWWetSWihpRIyeGoDPz6Hbqn5M/J/tLs7qyq6L6awHaG4MNsGsy25Ont0RwxS7w2dRYr+Fbko5cbWFaeRzFDIYZI1MlzdbmwJDJyryztxuIN9uXgQTGOK4jyglJ1ozHiKVFfLHR8/PHNu429rfcv2kcztCsk1vL/aGEAI6KvA6gDTFanog2H3Jgtudsblp9x4HK4fqvce8ctvzG9A1cs64vA76xta70WIrMJWm8SUTu0BcxhmX82Hsd7r+8ZtojltmBvLVVhe6X8cDDJDDBLAVGcdAPYl2rb94ltr2EixvmaeO0f/Q5xwAXiuhsE0z0cnp3sbqei60+aOUhi2BD8k+4tuQY+m6Bkws02Fw+GoD5TN1pXxxl465YAJp0ZgCCQB7DO7S7pdXW0O8b/uWBwPq2Pe7HgZB5DVUAn06E2zQ7Ja2O9QwzIOYbhCwskH6aIBlUPmdFGK+p4dEQwnUlb2D05uXeme31s7Z1H1RjafIy9dZCRsbube2Nc6spFt6D0hqqC9nSUXJ+g9iz97QbdzJ9JY28s8l62gXA7khYfAXOew8ajoESbDLu/J7X253cUEVgviG2+CSdP9EVFx3r6EZ6Lhmds4aXKYttsLV5PDZhaauw+MqfHHkZFUBpaCoC8KytcE/09jKy3W7W2l/eJEUsNUlcVKA+Tj1FOo6vtlsWvYf3TqnguArwxmgcgUJQ+hB6EnbHVO7e4M6eudtbayqdn5ORHwHXuLK081fj4QGerjq6myswFiVBN/ZHNvdpsES7y86S7eKiS5epo5/CFHl8+hNact3nNE78vrC1vubgNFargmMfjLHzxwHHqduPEd6dQb915LGZHr7sbrSmjw1RlsPNEwwaudP2mbaE28sq+h0/IJFvbVi/KO9bW0Eci3llfMXMUgzIfWOvkDkHyp1a/h545e3dbt43sb/bkEXjREaY1OKS0/E3n6joRt0bf3X27s1OzU6xbr7Y2Fy2KxPZncUkUuIWtz9a/qmw9E+gyGQi58SkX+vsO7c0fKt9JYSX37wupFdrOwBD6Y/wrI2aU8qnoU7nDcc7bbHukO2/uy1gdEvdxYFC8h4tGuK186dBdvPsnM5bdFRR7LqK7c2yNoGg+3oa9PAm5Up4VikbKCKzMrMNSxHk/W3s92Xl+zsttS43xVtb291VZc+CSSQErioGCegxv3Mm4X+6yW3LzPebdt+kKrCnjgAAmSmSCcgdNFXi9s5+srNxVUdTX/xaPW+xsQjJLTZWS3hoFU8JHCw5HB9qorzdNu07culPC/4lSHDR+b18yw6S3G37Tusj7rJqkMozZxDuWTyQjyCnpTb1qartXcGx8dmKOTbWM2/TYzb27KyBq/JybbxYnRXmngcvKXWEGyxjR7L9gjj5Ysry4t3+oa5dpIAdK+M9DwPClfXPRlzHNPzjuG32N0v0iWqJFORqbwUBAyMtXT6Y6PRmdn4HrnsvN7J+P6YzI9ZVfWe1crT79zqKs248k0ZeowsNT+iGera8bxkhhxce4lfdJ9z5aXeubtYvRdyo0CZMC1xJTiypxB4dTbHtNts/NkmwckhDtxsoXjuHFBcOB3RFjhXc4pg9E4wGJ2nn91bhx1Pi9zbRNd5fu9txRxtkEylPXBqimNTKLmCaQaU0G5B49yRuV5uFltUF3NLDdGMDwpanQysuCVH4lGTUcR1FO0We37nvFxZwwzWhkLeNDQa1KtkBj+BjgUNc46U28Nqb221v+opNybWl6zfPYVKigw8Uq0mWOGeILjpqqNSroawiziYC9/ZZZ3+13ewJLbXH7waF+5yCY9de+lcHw+I09Ge4bXutjzI8M8H7vSdDpjU0k8OlF1UyPE89XQ3ZeqpKXr/YXX3XHU8tdv6SOatyWayTLEuXoY5BUV+XlMNmtRIrKsn0uBz7B9oEud5vN533cfCs1GlQlSVciixiuP1CRjob3XiWex2OxctbZ4t8x1FpaDWoy8hIz+mKgHoXm23uXYknXveO1N35Ls7NR4xNw9eV2bd4Dt2GH9rdWJAlsWpYURlSU/qA4PshO4wyi45XurddutnJiuhHkyscxPjg7EgkeVehK21XUZh5vt7p9zvEAltBLgRKMTIPVFAIB8+njYVPvDPZrdHfmMfHeLGyz53E5elpisW0qyuRpcs8tTWDSY5pmsFJ5vx7JuYL2CxgtuWYo3VjSOVCamcDCGi/iVePRpy1t9zuE1xzVNIpA1SRSAafpycuCzfhZsUr0ZLYW36Lv7oXdNd2V12mP3ThsuNzUeOXJmk2/wBiPSzGalavkLqYkBUSPFGQCD9PYX3Pc5eWeaIU5dvjMjJ4bsVq8GoUagpxAwDxx0M9l2q15k5Umn5lsPBdX8RUDUjnKklamvA0qRwz1sffAjb8OydhdY1G6Jtp1OfzeD/vBgsHS4+PEbb2ZQ0qh5IJUjWNqlYkuFkm1aiAQT7Dm2fQQcwybhOxMUZakkpLF2Hma8CeNPLo83uTcbrl5NrjXTJJpqkKgBUI+EUHlwr1q7fzWO26j5SfzCu2cntDF7h7LwmxaOk2Hgmo9q1eQImopBJU/ZRwQuBGH1KhtyB7yD5UH0vKMd/JOIPrZWl1mQKXQVC1AINKk0HHrH7mWG4ueYRslrAZGsowhjRWIVjk9zDHzPr0Qrd3XW7uuYqGq7K6o3BsOmyUYlxc+f21JTfcwv8A7sKNCpiX+uu3s3huVvH8Lbr1Z3pUqJCGH5E1J/Lohn267tV8S7tGjStCxSor6agKfz6YExODmhjkjxeIeKVdcclPR0bJICfqHVbN/jY+2GvL9JSjyyArggs2P59NlE40HqOFOvLgsVqjaOmaikgYPHLjKibGTxN+GinoijC3+B9uJue4QkyLLUkfiAavyo1enQifGBRsHGM9G069+WXeexsZhdubi3HU919Z7fMi4/rPsypmzNDj6aVSJI8HlakyVMT8nQPIADY+wrzDseyc1RpHfqbSZK6Z4Tpap/iAoNI404fLoV8tc2b5ytNLc2BWaOYjxopACsgHz46vn1aa+T6j+YvUk3YPQtHTbM7G6p21Q08PUcmioy+26wR33BncolRd6umcgNB49Vh9fcHb5sO88mblHHvLeNtVw2nxk/0SnDUfwk+Zx1POx7/s/OG2zT7Moh3GIavCenZXjoB+IfLPRdtr97dwbbhkwO4s4lLtXIrDS5HARQrTUqVEcoR8o/gAljkLAlRwAPZRuWxbHf27JtaF21EhwcsOOgV4inHz6MrDet/2y8U7qQi6R2Edo/pNTga5HlTqwbszo7bvz/6px+FqUpOvPmP1Vt2hHReYqoBjMZ3ftF4Cy7Yz9bUBPPLoBWll1Egnk+zn2/5yh2fVy/v7Ut5WVI1pwNfKvwuvEevn0HufuU7i7deZNgXxIirPdNWpUgV1KOJVvMeXVEWQxG4dr7j3DsfeuCrdq772bkHxG7tq5OJ4K3D5WBtMyaXtrhYgtFIvpK259yjuVi9k4euuGSpjcUoy/lWjDFR1F9tMtwoda8PMU/1DpzpgSQysLW5P0I/otj7IrmgqONejOP4QK5HT1TAkEDg3vb/X9lc1K06Moe4Y6fYbFCPwD/vJ9oyM06VAAEDqXH9VP5vb/Yf09ppBQHpdH8NfXp0XkAKLX+v+P9L39pOr9ZQjKQTYfji5vxx7oWBBxXqwDAV4f5ehY6A6T3D8le+OregtuViYaq7H3DT0OWz73MWA27DIr5mvY/hxCW8f+Ps/5e22G+uwJnWNQyqC/DUxwT6heJHn0g3W+Xbdvl3CWNpRCpfQvxPpFdI9K9XwfJb5BdSfCvYu6/jD15iaHa/SXT2CrtvbV29U1s396O6+yq1dOY3zvqmwrfcNj45tbQiQW0H2S7zPuG/7g/LuwNJNY28rRzyP+m1xKTUsGFFKrwjWvClR0YbFZ2m128fPXNMka7reRrLEqKHjsoAtEjVTU62GZHA+KtOtcv5Y/KKm7D6h2HszE1tZtLbWLSuj3XNsumbFdd7rq6zVJSpWY2oVJ5SjtpeZ1N7Hn2Nfb3lO+2zf7isccrAL4MLnVPCoOX1Cq6yMUrgU6BPuNzlY7tsEM3iSprZvFnUaYpaigj0mjeHXJNMnoD9ufKvcWxencV1t8b9p0uFyPgqI+1u6niH8YgoJWBGF2canmKNkuJNNr+xJc+3dnuHNc+/+4F0WVyPotvr2Mwx4k9OJrkdBW29x7/buVrfYOQLYApX62/PxKp/0OGvlTq1X+WftjEfKLC5jbeQ7FqM9U1kGUwG4ursjXGipaqjkpG+x3ClKjLrf7g6nLKT+fcCe5+03PLnNNpaw2wtwzCWGZa0Zhnw2bhQDh1Pnttv1lzBydeX93dG4MY8OSNwCUU/6Io41rx6JJ2r1nuLpTtDe3U266Q0eX2hlZoadAweGfCTuWxssEi/qBT839jzxfrbWHclA/WXuAINHHxcOgDNELaZ4M0U9tcEr5HPSBYFr/wCBvpP0UfTi3tuteqYOR1iItx/T37r3XljZvpb/AG/vfVKHqUiaSSfqQP8AkXujGvVgCBjrOi6iFAvc3uf9T7oeHTwj7aevn04RIpv/ALS3HtMSTk9OAAYHWcgsBpA5P1/JHtpiCfs6fVaDqbAttTc/gG/59p5DwHV1OaDpxhv9bcC9j/jf2wfTpZDUCp6d6ZAXXi4sDqN/x+D7RzNSvSuIVOenNFLOFX63/wBhx7LmOCT0rCk56ckBJHH1H0/4j2mPDHSiMefTpECI1Ui5/A/x/N/aWQ1bpWnw9TkBuLD6r9b/AJPtO5xTpxcHOermv5av81PB/wAvzrnsPY83QtX2lkt/b1pt11O4KfsaDZgo6KhwUOJosO1BLhMoZTHItTMJRMn+d06PTqM3e1XvNb+2O1XW3ttpvHuZRIXE4ioqoFC08KStDqNaj4qUx1CPul7N3HuZu1tfR7iLNLaIx6DAZakuWLV8WOlRpFKHhWvl1ZIP+FKeGP8A3J3lP/R7Un/2I+5T/wCC0g/6MLf9lg/7Zuow/wCBPuDld8U/9QZ/7aesg/4Un4g/T4d5Pn/v+1J/9iPvX/Ba24/5YLf9lg/7Zet/8Cdc/wDR8Wn/ADyH/tp6qg/mY/zH3/mGZDp6am6pqeqMb1RSb3iWgqN8LvQ5mt3pNi2nrPJHi8WsHhTFxIF8chbUfUoFjCfu77tj3QlsGSyNklkJcGbxdRlMdT/Zx0oIwOBrXj1M3tP7Tf62UV8r3ovXvTF3CLwtAi8Sg/tJCamQniKU4dVZtAy3+lrn/H6+4cD56l1ojTOadYTTqb/i/wBRzb24JWHTZXypTrGab6W/2PPB93Enr1UoG49Y2pSbk2H+3/1vx7t4x6baEeXXjDyObE/6/NvfvFr+XW/AQjPXRpgfqb/4e/CcjpswGnWE0gUWsDf83P8Avft36hq8eq+GfXriaUD8f7yffhK3VWjp8+uvtlt9Obe3BOfM9UKA+XWBqcfkA2/HHuwlrwPTZjHXX24IPAH1/wB593EpGK9V8M9cDTAXJUOf8Prf/G/vfiMeqlD69cWp1XnSBb8A/W3vwZjw61oPr1x0gEED/Yfj3urenXtHqesihibf7f8A1iPdSW49W0KepcUYPJU34Iva3149syOQMHPVsDA6moo1AEWJH4/3n2lZvMdORx5zg9OMUYS1vpY8/wCN/bDMT0qVABXpwiiBAdhax45PPtiRvw/t6eAoPn05RKDYgf8AG19o2Yk9K0VQoI6lBQCCDyOAP9f2w7jh07p9epKfgEgfQf6w9tGvp074eodc1BBBtcf7D3qo6ppA4ddWPAI/1v8Aife614deNfLPXWlm4UG4P9P8Pej8+qFXOSOvLSa+Qpv9bcj3vxCo49bWN2wB1JTGSSW/aJP5uCT/AIEW9ttdKo+Lp5bWVuI6cocA5IIS1/x/xW/tI+4qD6gdKE2526eoNvIApcL/ALVb+v0A9opdzYjHS2LbQDUivTxDh6eI30Akm9/6f6/tC95IwyelqWSAZHTrHTwx20xqAD9SOfaFp3bzPSxIlQcOpTNFEtvSD9QeePxxf2zRm+fVyyqOsAljJJ1KT9R/gf6n26Y209NiQE1I6//V19UFgv5P9Pr/ALx76GGoFFx1Ji5BHTvSp/a+vP0/p/re2Dx6sBTp8pk4ubDj8/jnj37rfTvTxFrKR/X+zf8A3n37r3TnHCPSLC1rCw5vf6+9Hh17qWtOW/AHPFxa/F/dOvdZvtyLsbf006eP9ce/de+XUY0uo/X/AGFv+I974dPKCBnqHNRAk3sbE/UfT3RwKVPVum6SkNyALWP1C2B49tdb6ap6Ln6EixOkjg/0uffuvdNUtCePTqA/oPyf8R7047ePWj1CkogTexta1mXj/WB9pTg061UKaevUKahtyFBN/wCnJ/1/e+lKHsArXqC1AGuvj5+lrXJsfwR711bqZS4B5LKYyfyDYf7D2wePW+l3iNoszAmMckAcc8Dn/jXvXXuhXwuzLW/ZP+vbn8f4e/de6GHC7KBEf7IFrE3HNrf737a6uooOhhwm0IlC/s3uFAup+th/h791boWsNtSxRRCCL/XSbnj+nvx4de6FjDbTcFAsNrf1X/C3tP1voSqDbQhCl0P1u1lv/h/T37rYpXPSxosDJJ6IYyQCBytvz9fbUgPHp5KU7elrjtmO5TziwPNrD6fWxPtnq/S1pMBRUYAMS+m3qtzweffuvdSZZIIL+NlGkcDj6e2Dg9b6S1bm44/Ipbmzc3HvXXug8zG6VhveTjkfX+g96OOrrw6CTcO8kAZlkP0P0YX/AN79t9W6BTO770FwJv8AH9XI4/PPv3XugvynYFkb96zWP5/1+Ab+9NSmevdIHIb/AEkjdJJ761ZXGqxCsukt/tvbNMV630Zjo35Wwf3BHxn3LUUO28Zl8y0+1uw2cLNBLkT4qnDVrf2VINkZvz7bYVHVxjquX5d9UUPXPa+4drJt1d1T1tAFw0tWS+KljydOZZ83NKfTLIrG8a/n2zQ9W6qD3Ts/euBpqqly9Vk1w1FKKWiwqM9OtVSPMxNfU04+ircgKfwPdGwCx4daoxI09Wp/ALpbdOXwP918PWVGI29Hv7Zu7dxZKhjeTc+bhjnSWnw2Ipl/cMTLbyOpsovf23pIAPrkdXArWnl1bF84t2bbyHyn3RDtlaZKTBbU27gMt9pIskbZykoIfOaiROGm0W8h+t7j21qDHHTqfD0V1szHYLqW/wDgfrf8+23OadXHUGfLxH+0ATaxDW5906303TZeLSf3FuL83/IH+8+9Hh17qEMvFa5YD+gv9ef8PbfVxw6UOMy8JcLrFzovyf8AY+9dW6EjF5GJioVl5+tz/h7bcAHHXh0vqSqV0QAr+lTcNx/re6db6cWRKiJ1PP4uRfn+t/aeSmrHSgEEVHQY7lodJcKo1Wa/p/AH9fdOt9AnmaUq7+m9ybf7T/re2X+LrfQY5GnKSMwGoc/jj/H3XrYPl5dWF/yqJMTV9+di9c55Vnw2/NgV9TV4+SPzfxMUoYfZQU/9qRwLA/j6+9NSnTxpTqub5U9bbZh+QW6Gi6Ylg65wmerafM02Ejky9djw05TFochAQYK7yXYD68ge2uqEBuPRl6qVYfgJvzBYnM5jP7ebemKqadt1U7LvHbCxxhYsLX5FwGnhAsFUj02t731vqvTIPPQY6Soo41krEpkFFHINMb1ZiAgjYH8MfbGa9XWlRXq6jtfqzr/4v/AnqXZWy905LH9udn42PtHtGmzOWfC/xieqRaqkiwYYXjip4maMMn6jb2wgkdiW4Vx8vWvVIfGdnlkIpWi+oHz6poh+bmVjzOPrM/u6evwWHq6PbeJocnNMTBj4JrLLlKlmBcI+o6z+oW9t6qsQBTPV6AHq4D4w/JDrz5i4vdfxl+SVKtft+roxNtnflLRBa/Zz+Px4PJ7eyJ9X24fxiQKTwT70dIy3VqA9Vi9/9Ub2+O3au6elOxFifPbcc1eHzFM4kodzbSqX14bN0s68NriKK4H9q/tjpXGzFcjoutXN+61ha9+P6e/dX6xpIy2J5N7g3+n+HtGfi610qsTVEuv15APBvbj8j3smnWuhRx0rGNfpxa/PPI+t/den6+XS9xz64yfpYLe/N7fX37rfTkFufxe17n/ivtlhQ9b6krEW+l7/AO9/0A/4j221T08nDpwpobAm1mNxb+o/2r2m6c6w11lXSR9Qfp/Ue/de6DbPokqyxyhJIZQ0ckb2KujLYgg/7x7Tnj04MDoeugu16HfFBQ/FPufcK021c3XB+mux8xU2ymxN3E3xO14Mm/qgoqiS0ai+ke6nA69UAV6WeMzna3xu7YqeqezMNJXSUmSip92YbKxjKPu+HJP9nSH7xjpkpJaRzJGfpex90+3q1MVGeiS/O340yfGLtFMztikrY+jO0Zf4vsuerVtW2c5WoKqv2tVMPSkUZY+C55vYe9HhQdaqK6fPolLOWLKw0m5HJtpt9QP8D7Tnpxeo7rrA5sL/AKvxf+l/dHPbTq/WSKNoyOdVyB9bH6/4+2evdL3DuA6XNv6j/Ye6SDHV0NG6GzbdWYwvN7Wsb2P+vb2n6f6HLD5cKi3YWOnkN/h703Dr3QjYzMhlFn4sBy3+HuvWwKmnTpNWCWMqW5PIu3P1/A9tyDgermuK9IzKH1c/4/7Enj2z1bqFQreT1Cx5/wB649tPWuet9Sqiyf0FjcNxf3QiooenouB6hpKNRct9OFP+NufaOoB09OdM2XyCiMqWBtqGq/14tb3p/h690EOcr9TOAfoCDZrg8cXPtodOIRw6DSqqg0r/AIvx9fzb8/8AEe6uPPq56gySXB9P5H1N/wDbe2+q9OePhZiGAJ+n+N/9b3R/Tq6fF0u8bSE6WYkgj+h5N/dOnulvSY0G2ng8f2fr7TurDLefWj0pYseqxglQePrptb22xAGetdM1ZREFrC6kcmw4H+HtjpUnwjpKVlP9dAKm5+osT/sPejSmerfb0naqH0sQtz9P02tb2z1XpjalGo2P6j9AP6+6tnt6eT4epVNj9a3AINze6/8AEe2+rdKOkxhCj0kXA/sk3/w9syjNetHj07riLjlLn/gvI/2Htny6UJ8I6lxYcMeE+trej/b+04r59OdOEe39fOjjnnTz/T3puHWjw6zPt02F0sfp+ngj/D22OrIAc9cP7vMFJCfQ/lfbbjNenB10+F0LbQAf7R0/q/1vdOt9QJMYFYen/k23+xI9sPx6svUSShCgjSt/x6bE2PP+3906v1DNNYkeP2wePVunKjoUcqSoNiP7PP8Ar+25Ph6dQrSg49LLH4yMaWFr8EBQCdWr8e09a9OdW5fDMUO48NWbUzlmpayBoVWYakGpLD9XHurcevdI7vD+W3DWZus3BhJIPBVyNUIi6Ry51Xt/r+/A06ujaDXoINsfBbsGiql+zcLSK4ViCLAA259pW+POOrVLcerDulOh9s9WQLk95VdIs0CK7rJ4ydarq+h/1vemBpT169XopPzV+S0dRDVbV2VVaKIBoWembSCB6bWQ+09KYPTsZOrt6pmooKqfcsWRyDPI0lasjNIS31kuQb+2pQeI8ulFD1bdLTyZzowpiDoMNC2pYbqxIh54X2z5da611+5sdlJ95VsEqTrIKuSPUysP7drg+6jB62FJ4dC30vs3LUuRxUlN5pZJJozpuxABI/p78ajp7gOr/MDS0+O6RqotxaFEmMACzW1XEd1K6voQfz7SdV6D/wCKHzuxnXOUq+pu2aiefbDVkkG19xMTIMZE7kClmuf0/T225rjqwFT1c7tHLdR7rx1PlcR2DtdaOsVZrT5CnSYaxq02Jv7r9vTx4Y6dMh8h/jP0bWY7J7r39ia6qpJw2M29hZoqmqr6y/7a1c0Z9MZa178e2leOKZZZBq0nh6/b0nu1uJYGt7chC4oWpXT6kDzPQ47D+aGb7A3DFmPvIafGVOiPDYSCUGnio1A8HqU2uR+fa9973I3P1AegHBPID06JIeTOXFsDt/hUYkkzHLsx4k/5ujybd+UWOjiFPUNLRzQqDWSyEvEthfSv9fYitedyiBGXS3meI6jvc/Z4Tu00bK6/hHA9Yty/MScU3h2nQNVVcmqFJpVPiD/RZQv+vz7tfe4FwRp29M0pVv8ACOmdo9jLAy+Lu8vZWpVeJHpXqrP+Yp8vIPjT8aN39hb6zX3Hb/ZiT7e652u9QHrSa2IwyZI0d9SRR6jY2t9PYLuZ7i5RrzcGLzzGgFfhHr8upU26CxtLpNr2GFYrGzXvdR8TngoP4sfF8+tHl62vyNVkMxlqj7nLZmtqMpkp3JLPVVkpmfk/0vb2UugAFMU6FKilfn/L/N1waT/ajzf9J+ntrq3XauoFiCSebk+08jVbraHv64mQf4f7f20w8+lHWJpefz/sDx7a6312sxF7Fhce6Pw691kFSxI5tbn8C/8Ahf3Tp3rJ9w31B+n0sbg/6/ujgUr17rMtWdQ9N/8AAk8+2jw631JWrvwbgfjm3HtNSmOnRgU6lJUX51av8Cef9e3ur005631LiqQACzH68D+n5H+w9s9bDMD29O9LUKfq/P8AS97e239elNagHp5pqt4yCjMG1A6tVuBza3unWuhGwG8qqkYRyykKLWOo2+v9b+2nOeroaHowm196xSCL969ytyG/N/emHbTz6e6HbC7o8gW8htx9G/F/x7ScOq8D0Y/pLsz+5fY+2swY46uiyUxwGToZpNENZDkv2I45G/qCfSfx70shhlDj/NX5dUmgW4iaEmg4g/w9Gv8AmdsJsp/c7s/GVdV/eHZ+EqqzbKUf+QzrEr+Kow9VTrzPpiLNFIfrYf19m9zJq0xEgicCuKU9B8uiK2jKFpQh121Sor8VeLfn6dVVVtXLR9idTdn7PxOS7O2Zut929f8AbHX+46XTPl9uU+P1rV0GIns0GVilaQwTA3lIUD2bWhS3srza7p/CmTw5IJV8iTkV81pxHl0GtwRtyvrHeLaMz2zGWO4gOPhFQQPJq8D59E+xHUeN+ZO3++dgdX9kZzZ2c+Pu/It80OxO0KWTae612XhoXqDTQ1VV6vLRMirAbEmwI9i6Wbc+U7m3udwt4z9dAUjaJtaO5IFaDhWuR0BUh2bnSyubbbbiUiyuNUqSgxyRRqCaVPEA/CfQdLX4zbu783Hurrr5TR9lUvyA6p6sbdeze7KTPYOODe22aTF45qSnyE80/qzFLSlLxT8W039ot82XZIrKbbb63+g3STw3twr6kcMakU/AzenS7lzmXmA7lbbltdydy2VRLHdFo9MkZRe0qfxqp4Hz6LJsTO7U25DHH2lvXN9P7G+U28O2P7w9i0KPRbjz3VlTujy0zY4x8mnSMKGjH0HHsU7hHLcXZv8Al2H6qba44A0BFY1lKZx/Ec56A9jMlrYja+aLj6SDeZLllua0leESYFfJRwp5DrPvHE0nwf77w3ylxu6q7e/V1XseXbPw+3Ft/KjG0+/ppaf7ekr9wZSG4gkoZj56imdT5ACD9faeD6rnPl1uWoYxDLHOZdwqP1Il4lVTidQqAR8ulN1Hae3/ADWnNd3L40c1qIdtqawztSgdn4DQ2aefVfGY3ZuLtzcmV332fsTK5Durfe7PsK3dOOhkxWHq81WMRh5aJYw0axTDmV1NmNr+xVLGm3Iu27NfxrtVvD4nhP3yaBTxA9c6h+EeXQJgd92kbdN92yZ96uJvDMkdUi1GvhsnloYZY+vQO02JyXUe9cvXb9h3fgO5tnZ8pW0FLSz+SnpaqK8FbLWLcBTG4sTww49ia4uH3zbYrbYfBfarqIFGcgdwOVCH5j8ugVa2UHLu63F7zObiPerOch1QEjSwwS4xwNPmMdJaeRN17kq6usrYa2LKZhzNuHMOYaPES5GTUaow3C3UXMgtyfaz9TbbFF0mN1SvhRirSBfKvGh8vQdFxaLedyeR5A8byEeNKaJFrODThVR8XqejS7X6L6Fyu3d4Uuy+3snuTvjBlajYlO0Jo9v7jp5qfTXU9CrekPHdgjD+gPsCbjzpzRbywfv3bFttmmNJmGZIqHtL+dD5/b1Ju1e3/Jdzbz/1b3lrvfoATbp8MUo0nUIxwqM0I+3pG1O3PkfRj+9WXrU2TlOlcJHVY3fG18itNuSKXIDVR4eSupT5KiqcXBA5W3Ps6j3fkuIR223KbmLc5dDQSr+lQcZQDhUH8+g5JsnP03iXu6n6OfaotS3MLjxiW4RFhlnPp5dPm06Dc3aGTWt3ZvbHVVNPTjf3Z9Xl8wsWW3Fj4YvBBUFpxqqq2KUBmphYkj2U3y2W0mRLC1cMK29qVQlYmJqwH8KMOD/Po822S/37Q+53MYU0ubsM9HnVV0qTX4nVhUp8upfcfyUxG6dk4TrylyO69xbdSoqqLKxZCmbAbep6OKQR4DNYnBfR6tV1tJJe5IH9fb2w8iz2m4HeEMcNwigppbxHY0q8bv5KTQAdJ+Zvcm3utrHLz+LcW0rEPqXwkQVpHJEn4mAqT6noT6PenVe1/hz2WOpMXtB8O+4cTQVOY3rFDUdt5vfEtKnkrNtyS/vQY+MEpoUEEj2RttvMu5+4VnBzQziRo2YRw/7jRQA/jIwXPr0IF3TlPZvbLcLjkxUMSyIplnzdzXJAqEB7ljGcDov9P0xlOv8AZuz+6Oxc/Bt+HdpFWaXCVyV2bxcMvMNZuHDpZqd6j6IW/p7EV9zKN33K45R5ftxc/TjSpkFEcjisb8GVPMdBSw5TbZNutud+Yrg2huRrYRHU8YPBpYxlS/lXpSbOquzdpUW6l2pt3G7vTs6nnfb9XSwpmN+ZildTGhxtJGC6MLi9uQPZRuUGwb1cWMN9O9q+3MPESpjtkYGp1twbo62m55l2G2v5tuto7yPc1JiloJLuRaY0LxU9KKjzFNtXryj6t7Jpd5U/YKU0+59sYnxTYuko9zVZLwY3dgJu8sLAFdRGkn6e0jW3705hueY9qeD93gi3mIIdmjTjJCPINXPr0uS6/c3K9tytvK3B3Mg3MKOCirI+RHKfNlpj06CqXeeTqc/sucQVdZvzbOWps1vKTFFminioyHpoGljFmVJAur/Ec+z212e2tbS9LMqbfcIY7bxOKluJoeBIrToMXe83t7e2KxIz7lbyCS68LgwXKqSOIBpX59GB3vvLG5zZ/YfYe7KTc3YvyC7IlSjELvJXJtfF6RBgRSSr/mwhA0xKv1HsFbbYTDe9u2Oynis9j26pBI0eM/GSv8Veh/um5wty7ue/31vLfb/uZCnOvwF4RaT+Ch4dT5Nkbh6ex3WGNpMrvLcnae8evK+HeaZZpY5Ov1zVWgocXKkn/AWklics7sefr7rc7nt/NM1/dokFvtlpdIYdAFLkoDqcU+NwRQDq1ptG48n2222Uk093ut5aSCYOTW18U9qGvwIVNanj0Z+koY5G2rvHPtmsrUfGHZ8Gz8z1Hh6Zxt/f2FjLVorKOuT0VCO0jCoZfxe/sGblePMLnaYlihG+y+Kl2xHiW7UpkcVNKaR0OdpsBb/RbvK81xLy9EYZLNQfDul+Kingwz3H06VGz9idqdi7I3F/parsL1Hifkrlky/TvS+1/FStPtHb4Kfd5eCHmkpIVCiWdzZmH+Psq3G/2Hl7crd+Vdd/+5E0Xt9PU1nk8kJ+JmzpA8ujTbrDmPmTbLqPnIx7cd+l1WG3wUUrBHXMgHwqv4mPE9DX1Th6j+7WMosGzbkpcVnW2WuEqJ2eGvqHtQzblhpOPuKWD+gNvTf2F9yktZdyM0xFu8y+KXpkDiIyfwsfXoVbXFeRbULe2rcpA/haC1Qfw+KB5qPT5dWo7K2/ndl7YM++uyKnPZ7GUMuNq6DH1zUNLhNqwwGSmqmiHFPTxRrYp/a9x5eXEW5aoLVCgkcKinOp60+L0J6kiztLnadE95KHMSFmdBSkdK8PVR0H+B+VHVO1trYztXCZzr3rbbmQetwW2+3aXalHVSbz3jRTvGaDKluXlDKB5W+vs3/c/Nabt+5mhkmvLNQxtjXRGlKhgPMUz0Tjc+UpNrbe0nSOzvmKi5FBJI9aFCeI9OusX89ewd7U0lHvzpbp3uCKGsVM3D2TQYutyFTgp28K5rHwy2KUkyNr0j9PH9Pa5L+42pheMoNw3ckqg01/76I8qHHSD9xbTv8AIdt+pkgtVFGh1CpXiHB8yeq2/wCZT8Ax8b6XZnyb6i29NRfHjuOYSZ7EY+sGZwfVm9K8CqfFYvJxcCikL2jjtZSbfj3OfKnNN1zjtwG5wCG/iXtdfgnA4gn+MAV+zqAubeWbHlncpINqn8aLV8Df2iA8GK+SnhX16q6WiNxe97XIva/9QP6+zBpgT24r0HxCxOf5dTUgYAC1gPwePzcA+2CycTnp9YgoMaCgP7a9KjZu5N39f7qx2+evdw1+093Yl4pEyNDK8dPk6WNg74jNQL6aillA0PG31HtqeS3uLOTbNwjE9rMCrI34a/iQ+TD16W2b3NleR7jZuYp4TVSPOnk3qvy6u86jyXT38y3aPYuJp8Pt3pH5w43E0NTQ7PhroMRsTs3C4yJYZ5drwP8AtrXVDKXaNDqub+4o3fla55XuDum2f4xtkVGipgoaZVx/ED68R1Leyc1Wm5W8O2bwXEs5IncnU7MT2sD/AL7APl8NP2JvZ3yA7a6Yw9X0B3FiRiq3Y2WlqMR2DuikeTsDZUSyD7fE4XIG0n2yFbQutxY+wJzHaQb3EL3b0BmmpVFWncv4x/C3qOpH5eY7JcrBczM1sldDVqrq34WH4h0OXbHV+wvnvs7b+VyW5Nq7T+U+HpY8bsbftG8OOou1aFAFo6PseVfTJMQFjSokNwbD29ypz3e7Gf3RvkbTWrHQxb40avxL5g/Pou5o5FtL9pd32JtMlNfhr8Gn0QenqOqe999e9gdOb9y/Vvbu1shsjsHByFKrFV8TpSZWmU2iy2360+iqpZR6o5ENiPcq31qEiF1bMJYGoQw4oDwDjy+Xr1FFuWYaSua0/McQD/k6hUsZJudQ/qLf0/qPYdlapx0bQIVGk8R5dPUQuLAWvze3H+x9pCeJJ4dLEQlvXp0igHpY8kC/I9ondjX06WjAC9SlUn6X/qbDiw/BPthyAOnUUlsZ6kqjMluVI5BP0PP4Htuq18j09Qjj/Po/X8rbdlFsz5t7OrKuFJa/ObT3ViNtGePzRU+4JcWUoqpk/wBocg+zKOWSOyM0A1tEWNP6TA6CR50I6Q3dkt9F9NJIUQsusjiUB7lH+mGOoPydXY3xR7uzHanyAyq9p91Zyn3xDvLE1UxraGTEZmWSXb8dCknoVYEKBwBdLW9l232/MfONs3Lm3KYV8aNywwFfGtyw/FxovRxum58ucrunMF4FaJIJFWM51Ch0JQ+R8z5da3mU39kt+YzNb5MWRhi/vbksO9LU1Jq9qYfGz1by0NFBirBQUVlOsH3mNa8u2nL99FsK6CWt0lVlGm4kcAB2MnHJBx1hFfczXfMVjLzFpkVfqGiIY6reNCaqoj4Cla6ukjT5vK7fzNBjtrZWpz2Uq6kPNRNUeLACUteGJaX9MhIvxfj2by2FluVjLdbvCIIY1orUrNTzJbio+fRNFuN7te4RW2zym4mdgSuqkNfIaeDfZ5dHV+MG/d4Y/wCRmws7t3I1/Wu9GysGOzU2FqXx2NipDpTJVE9NGdMg8Vyqfk+4a9wNm2+LkS7t5nF1ZqpeKVhqlUmunS+CKHj8upt9uN9v35+tp44vp7skLLCDphf11JwOOHz6u/8AnrjNn9q7W2l3LsCojnz/AFwsm2uzp6xhHntyUdWFXHbheiN3KAAkE/QH3it7eby1nIeV7lDScF4pCfiYGtP2cesrOf8AZVu4jzRbkfpFVkjC00LTz9c1IPVYQVXVXRh45VEqsRyVYalv/vHuTDqHaeIx1FXhKRrj4HriYm+lr3t+OR/h71x49e8NuuhG1+VI/wBh73qBGOveG3UxKckgE8WuDa/4/PthpKfD1ZAVbPUpadEIIuSQbAf8T7oZD59KFFfs6zrcAAJwRb6cf6/thmrgdWCAGvUiKH1C97kE/ThfbLMAMdOaSRUdOCRg2F/pY/Tkn+lvbFaZPT0cYOfToQsJ1r2BnqCmymE2NvHMYyrMwpshids5rI0M5gmanm8NZSQPG2iRGR9LGzAg8gj27HZ3s8fiwQSOp4EIxU0NMEAjjjrzX1hFIYpp40YfhZ1U+owSDw6VMHUHasaEf6M9/wCu/AGzNx8/4X+29pH2vdTU/TTf843/AM3T8e6bUONzD/zkT/oLrlUdZdiYmklyGW2FvTGUcCGSoq8htbOUdLAi8l5amogVFAH1LEey+fb9yiQvJbyqo4ko4H5kinSyLc9tmkEcVxExPACRCT+QPTDCi3B44Nzbkk+yiRqCg6NkpWvTvFHYhj6r/j66Qfx7RSMfz6UgZ6liMAj/AFR/FrgD+oPtpm8z04q1NF6ypGf8bXvf8H/D2wWJ6UqpjHbknj1OiiHLONNj9Pqf9cj22x9OnFWnw/8AF9Swo0hrD/Af1H9T7aJPAcergV446etvbc3Bu7NY7be08DmNzbiy9QKTE4Db2Krs1m8pVFS4psdi8akk80hVSQkUbGwJtx7U2tpdX1wlpZRPNLIaKiKXdj6KqgsT8gD0kuri2sYHu72VIYYxVndgiKPVmYgAfMnpd716K7v62xMWf7G6d7T2BgZ66HFwZre3Xe7trYibJ1EMlRT46LJZ2kghad44ZpEiD62VHYAhSQZbjy1zFtEAut1sLm2iJCh5YJY1LEEhQzqoqQCQK1oD6dFu38wcvbtObbadwtrqQAsUinikYKCAWKoxNASATSlSPXoKHiEgtccc+lef6eyYGnRu0RbrH9sp41kc/wCt/t/ey9OmzER0NG2PjT8hN54PH7o2h0R3Nu3bWWjkmxe4NtdX73zuDycMUz0ss2Py2LoZaedVlR42aOQgMrKeQR7P7PlbmrcbZbzb9su5oXyrx20zowBIJVlQqRUEYPEU6Ibvmflbb7hrO/3K1hmTDJJcQo61AI1KzgioIORwNeggmxslJUVNLW001LU0s0tPUU1RC8NRTTwOY5oJ4ZAGR0YFWVgCCLEX9kLs0bFHFGU0IIoQRxBHkR5jy6PEVHUOh1KwqCDUEHgQfMfPrGaaI+oXJH9BY+6iSvDq+heujSRcizX/ABx9f9b37UetGNTx6502Kqa2ppqKgpaiurKyaOmpaSlgkqKqpqZpBFBT09PEC7u7EKiKCSTYC/u8euSQRICzMQAAKkkmgAAySTwHTUqxxoZHIVVFSSaAAcSSeAHmeliepuzv+fbb8/P/ADB+4Db/AF/8n9mX7n3j/lEm/wCcT/8AQPRZ+9NnP/EqH/nKn/QXXA9S9l2IbrTfhv8A02duH/6n97G0b3/yiz/84n/6B6bO57ODi6h/5yp/0F1HbqHsu/HXG/AALknZ+4LD+pJNP7uNq3ocbSb/AJxP/wBA9Nnc9o8rqH/nIn/QXTjsnoLurszG1Wb616h7Q7Cw9DXyYutymyOv92brxlHlIqeOqkxtVXYGkqIo5xFLFKYXcOEdGIsykqdt2TmLd4mn2qwubqNTpLQwyyKGoDpJRWAYAg0JrQg+fSXcd72DaZRBul9b20jDUFlmjjYrUjUA7KSKgivCoI8ukFubaO59l5zI7Y3jtrO7V3JiJUgy23ty4mvwWbxk8kK1McOQxOUjiqIWaN0kVZY1JVlYcEH2iu4LuwuWs76N4JkwySKyOppWjKwBBoQcjgeldtNbX1ut3YSLNE4qrowdGFaVVlJByCMHj0weEXP7X1/23tnxTppq6fELkdZFhtyIwB/U/wC9e6GT1J6sIW8+swjtb8n+luB7bL1xw6uI9GRnqTFCwN2Fz9fp9P6e2yw4DpxU1Gp8+nCNDyUS5HFj9OfqR7aLKpz0oChenRVLLaygCwPHPtG7VOOnkjNat1MVQANIv9OQOf8AY+0rNnGOlKjz6kxxsfot7f2h+fbZNOPToUnh1KSmZvpf/bWH+t7oZBw6uIiR1KjoGNl9V/8AYgG5/B9stcIoyOnUt2bHS02z1xvDd71EO1tsbh3JJRJE9ZHg8PkMu9ItQ/ip2qFoY5NHlf0R6ra29K3Yge72qbhuLMm2W8k5Shbw0Z6A4FdINKnArxOBnql1LY2AR9wnjtwxNC7qlaZNNRFaDJpwGTjqLFt94mKzo0TRsyOkilXV1OlldTyCDwQfZNJfsrFcgj+XRulgHGoGo6c4sNAguwUkW/p7RS3szDHSqO0jXHUxaSCM/wBhTb/D2wZZHy3TrQxqMdcC6Rg/pJH0ta9v8PewrsOm8qesTVigDgA/4nj3cQknrzS549YHySqR+4BYC4+ntwWxIqo6bN0BgGvUd8qP9Vxf8t/vQ9uJZtxA6bN0R59Q5swCLFh+eS1/9b2+tk1a06Ze9xSueoZzCggF05IAsRe5P59vCwY56Y+vAOknPX//1tf1FswJtY/7f30MZdXUmJ59PNMhJFxx+fp+OR7TkCvV+nynjB45P0/pbg297690+06s3BNrEj8Xtb63Hv3XunSGFQFsLsfyT+fejw691PjhN7H6nj6+6de6lCn/ALJINhz/AIE/j37rYJHDriaZ/wAIPVxcf63v3V1Fc164yUDOB+2wP54PPHvzfCenOoMmPlVeV/5BseP9c+2Ot9M89I6nlTpIPP8AxX37r3TU9MFNv6fj+n+x91ZQw691GkpLjkDnkWsLe05FDTqhFTnqH/D3lchU5uOef0/kj3rpUhBQU6eKPbutx6CTcckf191YkDHV+l3itraiD4r3H1t/sPp7a690KmF2kx02hvc2uEHH+PvXXuhgwezn9JMfP9Lf4j37r3QzYTZzHReIWt/qePp7a6utdOehewmyvUpMQAFiPT9f8R791boWMRs4Jy0a8m/Cm9iPr78eHXuhHxm22LKIYLkgKCVJFx7T9b6EPGbHJ0yVRCqvLKL/AJ+i8+/de6XFJhKKkQMIF9PGoW5/xI9syA1r0/H8PWOpkgjDsulSF4AsObf09tdX6RldnBGXVnAFmW4t9APrx7917oOsrupIWceX82Bva1vp7Zb4ut9BNuDeIjZis1hpa5J+t7fT3Xr3QObg3uoR28/0v9GH9PdW6uvDoDNyb9sro1R+Cb3HBtYe6dW6Lxujf7IXIqBdjbhhb6e/de6BHL9nlC0TVB1BiBYg3t/T3VhUde6R8vYFVVudDkLcHUb8j6H6e2et9c23J5o9FRNrBOpTf1Iw/TJERyrD6hhz71050aPqvuXrrsXJ7V6n+Tebq8XtGpqI8Nge2aZPLlNo1Mo049s9Kbs9Kj6FLXNh7TPXrZNBXowuY/lr5xaqqzO79wVe/KHN5+PH7GzOwMcNxYXJbRiYTnOZOpx6yrEamAhIYyQQ97j3TxEKmpAp8wK/t9Oqju4j+fRx647A/ls9U/6T87tilwPf3YFFUbU6S6xyNRS5DcFHh1iNIm9Nz4yEutLE6nyp5VVxxb2laZJSY7dq6SK18seXVgVkwhp1Tz/frKV9fks5nskchuHcWRqczm65n1NVZCskM0zm5+i6tCj+gHu9AOHSkAKKDqUd6oB/nxr+h5Fhb6ED226+fW+oM2+EII84JH5uBwBza/tvrfTbLvdD/u70i5PI5/2I9+691GO9F1AiXj88i9vbXTgFOlPid6RtIo8p5KfQj/iPfut9DFgd0JIFAlvwLm/+Hthviz1voZMDmRIFBfUCFA5H+9e9de+Q6Eejqg4Fze/0sPpfn21IARq9OlBGgAAcemXOxLKkjEC4Vufpbi3tnrfQG7hptOor9Rx9f6e6PSlDx62OgsyEQYNa9yD9CPz7a690MvxF7QXo/wCTXXm/njM0c4q9riIW4bLQvDrdm4A9dr/j/X96YVHT3l0JHyX613/1h2nu3a+wdy7mweA7WgPZW6KjblHRbgj25E7mvyNdlZ8qJChCG8YBsD9Le2+tdc/jrkdn90fE35HdV7T3bTdgLgsXW7kp8pkUgx+8Mjk8ZMGqKySEaUkiQqR+zc+9GtMde6q6qddXgo6pFMk9Mq1cMdvVJU46QhYSP8WWx9scD1YcR1ef8vTD8hvh50b8m8Ds9OwdxUew8bs/H0SAnDYaq2tRpi8nh5oqC8nlkIaQowubXAPuiAqx61GFDlF9a9awffHT+LocltXK+dclFvWD7z+HYSmnGH2llJZCv936xmXWsqSX8gmsQPbTgaytMDq7LXB6Or8Oa/NNCcHipcnkd17VydFFlMpWRwUmHwe0olvXY6leC0lQxfT4x6iPeutg0Gej9/zLBQZvanxd3TkovDv2bD1WJmnmk15DJ7Xp4S9FLkL+sIH/AEBv8PabpTD/AGfVU1TA6nWbHkgk/kj68e/dO9R0MhPqtp5HFvaTi3VelNiIQZAebkC/4/HPvTcOt9CfQD9q1ubKP9j7qOnUBp0u8bxCF/OlSf8Aeh731bp+gSxW9iDfj+vPtp+PWx08RQ/0/r/Xgf4e2zw6stdWOp0Sqg5PNz/vPtMePSjpP5SoUMfpxf8AB5uPx7117oL87OSJPp+efpbi49pzxPVvIdAruUU9ZTS0s6uVJDJIjFJ6aaM6oaqmlXlJEPKupuD9PdTnq3ljo+fxz7K218uv4J0N3t2FU7L772ljjD1N2pVyB37RwdBAVo9i19XOf+LjGFVKd3a5A+t/bfl1qpXAz/gHRi8Nvyk3FSZb4LfLLH0W4upd4tPtTEb3zqLF2T1Rv2cmn23nTM4/zKTlXkYn9Fve/PrYGpgwzTh8+qM+4um97/G/tnd/RPYqs249l1jwYnNKCaLeG13YnC7ixtVykpng0vKFY2Y29pjx6cQk1Y9ID6k2sfrb6i4t/T+vvRFRTq/UlFsP9e1vbBxjrfTxRVLROhPN/wDeeLD21IMdXVipx0KWDyYBAYnm1he3tnp4iop0LOMymlE9QsLg3PA4+nurdb6XGLzmllUvxYWGoc/jn3Xr3S1p8uki/rF/8T/vHtuTgOnVaoz1xqahai3Nzcn/AG/059s9b6hRTPHILc/m/wCbW+nPtt+PXh1MmJmRdTAAhmN+Pp7b6eiBqT0yVlTHAqhGHH5ve39Pr7SEd1eneg9zGSIEvNxdrWtyf6j3RjVa9e6CrLZAsCL8k8/1/wBf22B59XVamvSSLszaiSTcm5+vvTcOnDw65LqdyPr9Pp9efbXVel3iKfUEXTb8k3/xv7q5FOrp8XQj42jBVLryASDf/Hn23090vqGj4UhRzYaj7YkOadaPT+KRTGqkfj+v0/x9tEVFOtdNFZRBQRb8WHP9T7Y6Uo5ddZ4jpGV9B6mKgEi4/wBb3R+HVuIqektU0bHUG49I/wBa/tvrXTV9gpexFrEfQ/4/4e/EYr08nw9P1HQAGwXjm/P+9+2erdK2gxoKC63PBsfzb2zLxHWj0pqfEeRrmOwsRax/3r210/GwK09OnmHb9/7H4BPB/Ptgihp0706Q4AgD0nSTb6Hk391PDrxpp6cjguBqjA5sLg+2h15CAaHrhJg1AAK2H1uAQPdJOA6dHTBWYxEJ9Kmwa3+x/r7b630lqukVGJK2sB9D/t/bUnHrY6YZ6cMPxxexv+P9j/h7a6uDXptMNj/WxI+v+9+2Dx6t1npgUksPz/vP4v7o9NJr1eP4+hG2vSSV9ZBDDEz3dQ1gOATyfaUcT0/1Z31rW4nrzbEGTWUU2QWJWsCFYWW/9fdT17pu3L8q941rfaU9Y7U0LWX1MbqD/Ue/dXTj1govlRu3GUljI0jsRHFBCjyVFTM3CRQRryzE8AAe2ZBQ16cIzTo1OwviX8pfkjhqXd27qybrbZOTiWehhq1nTN5CmkW6v9uf0XH01Ae9eFKy1CnpK9/ZJP4EswDjy4kfb0nuwv5QUUkDVMW8s397LC7LPOvkSWot6ZHHNhf6+0rRyK1SP29KraaGRiYnU0+f8uqlO+/iN2v8d6gVu8cYlbtt6s09BuLHpJKhJb9s1aC5Un8m1vbUnw06WNx11p0ZH4y1lXmNt1WCq0LUk0DDWylkKFPxf/D2x1XoE+1viZtvPbhqaymMEdRLOzC5UHUzXvb3Tz6spNadKfrX46YTr/x5XL1FOyU37iqXTgJ9Dyfe6+vTvSQ767uSpoW2vg5tNJGrwWjawsvpAuvtPIQWqOtHoh9TTir1vOnlZiXLGxYP+NJP5/Ptuop14cenTGbm3ThFEdBm8jFEFt4vvJ0RF/GhUNgR7Z6UdM2SyGZyUz1FbkaqqnLel5p5JnQ/qDq8hJH+wPtmQANXqp+XR6Pjd8zct1+mP2vu+aWJYGSHH7gJZ0ghU2SOQ/4W+vtvj15eOePVwexvm1ttsdDFNl8Zk46iMPLUSVMAso5Leo3P09p8DiK9LAcYyR1w7N/ml9TdS4aWsRcflcpT0rvQYrFlKmqyFYFPgiYLcKur6+6ltPln/B1VsqdWa8etaf5N/JXs/wCW3atd2v2pkaiSVQ1Htbbhlc43buJB/Yhp6cnSsmm2ogfX3QuzVdmr1WCJIE8OFQiDyHn8/t6AJzYm5HH9Px7ZYEjUfPpSpJFeHy6xFzfixHunVuugSbkn/W/w/qPbUlK449aABND14/8AG/adj5dKgMdcfbXW+uS/X3R+HWj173Tp7ro+6v8AD17rsSWFyfT/AFA5/wBh7Z6sOPWdJDbixFhb+o/1/adviP29O9TEci1z6rnkfT20/Drw6lxPcEH68W4/J49t9WBINR1PpmYN9eebiw/2Huj8OnwxYVPT7A5IJvzww/r/AK/tvrfTpE1iFb9P1P8AX/bj2047q9bBpnpUYrL1OOdWidtAI/N/0/4H3rp5TUV6HXbO9lfxh5SrAC41f7zz7S+fWvPPQzY3eYiFLURThaumrqWbGi5LPlIZA1EkSfViX/A9stgVIyMg+dfl8+tqCaqeB/ZT59WRd/7r3JubpbY+XyOTqtudzU1TiauLbongqfvfDSgU71NJTElKaSO5kDKLfn2uBfWDeCgPEn8I8iKefSB4ozGW29qlfhpwc+YPnTohvek2K7B2/RZebc3+jDtHblNt/ceVba8slNBX4fbtV95lsrtTxlYpaiBFMk6kksODf2b7TJfxymztoluElBTVJ5asAE+Xy6De+RbbPGt/fTtbTQFXKRY1hDViAMEAcfl0Ffbz7MqaPc3d+Y39/fCk7Tw+H2Z118h9lQUeLymPyVXiylVj+58PTaFjCDUFkKAMOSSfZ3t9tftbwbVChZ7B2kktpCSTQ8IG9D0G9xn2pbufeZnEcW4oI47uIAKNQ/4kL6gfLoG+qeuN/wDwv6Uzueyef278qvgh27iM3Q783FsjJnH7p6e39uCB6X+NZCDHstTPTwzOr1ELAqEBNvyRFul5ac7XqSrbnbOYbbSYoZMx3MacFBPBgBg+Z6Buy2O4chWstiL1d25avA/iXEVBLZyvgswHGMk5HEDPRXd19T4aux+0Ohe2ajO7nk23tifdvxdp6mopJNjdr4zPzLkZNobe3PTMXpquojJKwVEqEMACPZ9Zbpe2aS80Wkiq0zrFeeEP1bVlGnxJIz8SKcFgD0QblsNluUsXJd9GzfSxtNZeMf0b1WNTFFMPhdxkKWGeiu9+ZLYGf3Z1Z0SMV3D1FsPB7kxOIwWA7M/dw3Xua3HVR4zN1EM6koYqVmepOk3KWJ9iLle23yIX3MaXNpuEk6EyNCaNIqDUuP6Q7ftqOgVznf8ALU423lWSzvtrW2cCFLkVjieQ6WAP9E9wHpQ9HgrN4b9+NXYFZ0xkJ9rdv47o3b/8e3xt+PDQS0G/+r61UqsZujZeYijM65M07LJEHcWP09x+eWtm3u0G+ozWzbjJSCUPiGcYMUqk08PVg9SfFzpv/L97/V6ZVuv3bEDcwFO6a1IBWaBgNXi6cgV+zon3yF7Zk3D2DvHefULZnNdRd3bKhocxW742lWS53YNLjgag4zJ5xIDEJ4pBojlWW5UC59irl/YQ2228PMa+DuO0XFY1glHh3BbFVSuVIyRToF808yyrudxc8sH6jaN9tqStcQsZbXTU0dytQ4OAa9FZwHVmMx+y6/N7l3ngv7sUVHBkHwVE7ybkzcNUpkhlo4n9OofnUOfx7Gd9v11dbosG12z/AFbEqHfEUdMEE+n2dRzt/LVlY7JJLvV5GLMAP4aZmlrkED1+3pl2zt/ba+Xcqbin2a2JyWNjw+AkjnTcOUxeQqlp5sjjDTDVZEYmRF5+th7VX91fTRjbpIVuzKreI+DErqCQrVxxGK46TbTYbTHcfvWO5axWN08KMgiZ0YgF005pTiB8+lxu3ae9uv8Af+d3p1Tl9170672lLicjX7qqI6+owuOzGRXUBmsRlxqdY2JAMsf0+ntHtm4bbvGyRbZzDFBbXs4ZRD2h3jX+Bk4Ej0PSvetr3bYuZp975VmuLvbrco7TnWY0lfjrR+IU+o6FXP7L6/7c20crk991Vd8q8jVY87B6x6+xkf8Ac/euBqF8/wBiWok80eRMmuR4+EKg3+nsg2vdb/YHkjs7Uw7FGWE9xcEmaF/h1CuDHSgB49CbeNp23mZY5dwuxPzHKFa2trQAQzRcdB0jEuCSOFOi2djdR7+2NmKnA9i01TtLfUcVLXybOykMwqKHGzWZJopreJmReXRGuv5A9jDZeYtmvrVLrZx9RZ1ZPHQjuccQRxAPkTx6AXMHKm+7deNbb4Ta3wCuLdwarGeBB+EkDiBw6lbixdFuDO4Z9i0yVOJ2ri6P7eXWsP3ufiVaqetqqWWyOVcECwN/p7QWF5JttlMu/MVlunauK6YjUBVYZFR0Y7pYxbruEA5dTXb2cakUNNc4oxZlNA1CKDj0L3S2S63qOyZOw/l1t7e+9OvaT7V67a2EmqaOHclRAdK0VSkZUQxrb9pksPZLvcl/Y7bDsnt08EdyWPfIVLRoeJUnix/F0I+W027dNyn3v3PS4a1VR2IGCyuPhVh+EA/DTHQl5XujZ2x+y999gfEDAZPpXrumqaGo2HUb/qocjvTZ1ZVRiCtiwtLkGdHpvWWB5Onn6+ymfZLvdIrPb+dZF3G7kLeKluKQSIMjxWQYfy+3o7td9s9nlvNy5CjO22cIXw5Lk/rROcHwkcns4kDOPPp73/11uPtjfuw6LJ9hU28c5l9vybz3t3IlVSY/brUskBqajGY9CyO1ZCBaa4+pFvYc27mGw5V2jcLiGw+mCzC3t7CjNIWrQSOaUCN5dCTdeWNz513zboJNxF0PANzc7jqVIlWlTFHUgmRfP+XXfVW88fSZvG9Y9RvsfN/6MXzu+Nx9mbrg00+4cHCJKerwGQkUeSQBjdALkmxHt/fdsvDatzLzaksH13h28NnEcxymhEqg4GOPTPL28baLxOVOSnhm/d/iXM97MKCSIEhomPE56EDYnUeJwe0d1fKfcnZ+M2EmWr6SfqHYs7CaDsveGLrWnlx60095IMZA1m8kirdTwfZfue8ncL635Gt7EzC2U/Uz07reNgO4FcGQ8KdGW2bNHtFjce4Et+ImuqfS2/8Aoc8qEnSwbIjB4HoVt91Oxe29vUlPlt0ZTF797j2o27OzN24ompr8huDbdYmPoth7Yho9TU9CINfrYLewPsP2DScv3jXVnCGs9nk8K2hkACsJQWaeSuC+r9nDoU38cPM+2rZ382m/3qPxrqaM1ZPBIQQRUyFp0KnYMG+d/bK2H1p0Jg5usuuMDsKo2ed3bpQJk92ZfEUhn3HWR1j2qKgvESNQLD8A39hjbDttpuD8x84/43czXHjeEh7I1Y/phgO1QD5Y6Em7/vW925eWOST9JaxW/giaQUkkdR+oyE9zEjic9PY62yMFbtmtXcclbVdn9WUm0583WVUtRktsbb21LFj81g9h0xJeBsiy+SV1VWv9fbG576rW8sZgWNbW5MywgdkzvUpJOQKN4Ywoz07tOwyNdwyeO0r3VqIHnY/qQolBIkIOV8Q5Y4PVivUPScdf2fh62Chl2fittbSoNuddbPUxfdZfBxRhstuCrlH/ACmVQLqqSHXqP09xje3j3G3+E7eO9y5lnfzDfhRB5Kvy6lazsobbdTIF+mito1jgUcGX8UjnzZvnw6En5VU+Dru6dr/GPBbnk2tvjeXXn8c3JlzCoqcVgaKAfw3AZeJR9amL0OW5592sNrvNtsTzRcReNFG4RUOKMfxfl1W+3Gz3u6PLdpL4EjqS0gzVR+EeXcOqHfk5QdmZegl6dxG3cfsfrTZu+pcJidgU8IqZp90lQs+8YhY6KWQHzM6Di559zpydfbRaXC7/ALtOZ7+WHU0uqirF5QnOX8qHrH3nbbN7uLVti2eP6exjm0rFpqzS4rKBwC+Zp0gutusey8VlThaXOVu4t57fyNCM9VYrMT1cT4eobVTxYhJJCZESO4ljcaVP4975l3zY7+A3cUSw2kyMsasgU+IOOvAAzwI49U5X5e37b547aeZpruJ1Mro5YBK40CuccQeHWwDXbbyuW/lj/KPF5rO5Ude4WoxldhdsbtaSdn3ZGqGorMS9RdQLmwEXAPA9wzyddX53yGT6gxxpLURg9rE1FVp/RGf59TTz3Btn0Dj6VXu5odLT0GpUXSaOPKrEU8+tcjFYyWXG4+R0/camjaRW/UrH+pP+8+5qu7xVupFQ4DGlOoLisNMYB9P9WenFsUbA6Ryfp/h/h7TC6U8D1b6IqeFPTrPFjLED6/0H/Ff9b3SS4FKsenltGI9K/wCrHThS0lbRZDG5nEZPI4DcOFqkrcLuLDVM1Dl8RWRMGjmpquAq9gQLpqsf6e/JuT26smkPFIKOjZVx8/Q/MZ6eS1IdZAdLrwI8v9X7OrSer/l9sXurNbQo/mnPBS782ZQR7f2b3EuOSXAb1xVQgpnwXZtPEpYuFIEdSgJB5LewNvHKUt0k93yxOUqA5gwGjZMgxniQf59STy7zUkESbdusAkViRrqchvWvA/Z0PHY/UG5+guyMR1rhRj909C7jloNz7V3Hgn/imGx9TuXTPDIu5MV5J4KeGWVVVJpF025At7jTfrW+SWRdzKnckCk0oFdCBQ04ah506k7l66sr21S52UkWMjMulvjR1JqB8sHB6MV2bSbKamoPi5/MAw02/KKbF0+b6v7x2y9LN2D1nR1kYbFQQ5RCXrMcg401Ls1r2HtZsnNG5bA5gu08NFRRQHVq1VoxBwQc1HEDh0VbxynY8wgbtyzKqyhyssLjSkunDfNXWmKUBPHolHYP8svufDYrM75+Oe6MD8ouosXF93FnNuVUNFvIQkajQyYerZGmnhXiRYUbkH3Ie33G08wu62MiJOlNQU0QVHo1GJ+zqNL+K42SRI92hktxOW0K4qQFNKsy1UL6VNeiM1+Iym26tsdunB5ba+UjBEmOz9DU46oicEroP3SoCQb/AE9ll5a3ME5icZX04/s406MLd4JUBgNR6jhX7es0PgYBnqYCp4BWaIEEcgfX2UyNLw0n9h6XoiYyOpqNSchaimLjgqs0bEE/hgD9fbLLIoqynPyPT4UAVqB/LqVj6WtzNS1DgcVmNw1yrdqfB4nIZUi3Fi1DHIFP+B9qI7K6kTxFTtHn6efDjTpp2jQB5cV9cV+yvRxfi5gN49F/ITo7uHsLalVisXTbroMfjMVVtAmTkTNTrRivlgY+hY76mVwCB9R7IpeYrNXbatum1SAh3cDtAU5X7c9CGLlq/ewlu7yLRE6lFBw1WFAw+zj0/wD8xbrPC/ISm7VxHZ0UXXebwHZ9ZD1z206TjFPX7kmatw+2N61Si8NBWLa1QSI049QHsUchcz7zyzzcNy2WL62CZC91bD41TzlhBw0iD8OT8ugXzpyltPMvJTbNusn0dxBRLecnsZ6YikPkrH8XWvR3t0b2h8ftp0mw+zI6HbKZKRsxiBsyvx+5NvbtLHTFNLlMe8yxKygOvkcHm3vKnlHmrYOb+YX3nYgbpox4bm4DRSwL/RRtJbOMDrEnm3ljfuUOW49m3oi3WUl1W3pJFMwqO5xXTwqCSOi2bV2dlJa2my01VFhKWiRqqDM10xjoKWrA/bo5Qh1uznhPGCfcg7xvtpHbvZIhnZzpMaCrsvqPIADjXHUfbPsV/LOl/qECRjUsrmiK38J8ySeFKno3nx86wzu69x0qYjcUsne2ZytPX7e25nTNiduYWlx8wqJcvl8rVeMLC8QDBGcEg/T3EPPfMFpaWhhuLYR7DFGVlnj0vLIXFPDjjFauGxWlAepi5A5duru+E8N0z8wSyK0cD6kjjCmpdnNBpK8ATWnWyL8Afjxurv8Ao+y9wbywOS3bgJpq7ZO4N5Y7TTbAocvSwtFW1MVVVafNFA62i8ZN/wAe8Meadj3OHdbD+r1o6WsBEokYgGNGyDMfIkcV4/LrNPYd92uLab235lvUa8uAUMKgkyMuCIl8xXg3D59VXbm2/HtHeW9NmxVKZCHau6MrhqfJR38NZBT1biOSK/4CgKPcmXbI/h3CsD4ig9vD0NPtPUZJCy1iZSpUnB4geVfy6ahpFydJtz/rW/1/aSvz6v4dOPWTSG4sv9eR7prPWxGDwHXMAAi1ybfpA4J961Hq3hD06ziBmsSLKfqv5v7aaZa5FethD5dSFjFgLWP9PwfbJZvM9PJD/F1LjhJI4Gmx+n19tFwOPTyxD0r04w0p+q/ghj/gPqD/ALD2zJMox0+kXkOvoU/yNNX/AA158a1Zi2io7oVf6BT37ul7Af65J959exzavbDbT87n/tKn6wD98V0+5+5D5W3/AGiwdFq7+/n+dR9A939qdIZr49dmZzK9Wb53BseuzdBufadNQZepwFe9C+SoqebU6QzafJGsh1hSAwDXACPMn3htm5b3y72Ofbp5HtZXiLB4wGKGlQMkA8RXPrnoW8u/d63jmLY7TfINxgjS7iSUKUkJUOAaEjBIrQ0xXh0Ovwk/nL9DfNft2Doug67391rvjO4fM5Pa8e55sDmsDuVcDjpMtmcStfiZfLDVrRRT1SRy0vieKGUGZZBHHIcch++fLnPe+DlyO2mtbiVXaMSaGR9ClmWqmobSCwBWhCt3A0BJue/Y7mPkXYzzFJcw3VvGyLJo1q8etgqNRhQqWKqSGqCy9pFSCA/z6fgb1Ngdg7b+WnVu08Lsjd43rjtmdo43bePpsPh94Y/cNDU1GH3ZVY2iCQLk6Srplppp44leqjqdU7saaO8WfeZ5F2bbdmi532qJLeUTLDcKgCrIsgYrIVFB4isukkCrh6sToHUo/dp543fct4l5I3aVriHwWmt2clmjaMqGjDHPhsragCaIUooGs9UBdA/B/wCUnyfeY9E9N7p3vjaWqWhrtyhKDAbQoarjXTVO79zTUeNEyKdbwLUmULY6ORfGDlPkXnDnkk8t2EtzGpo0mEiB9DLIVjqOJXUWp5dZO82c7cmckoBzHfxW0jCqx1Z5SPURRhpKHgGK6a+fR3pf5En8xGOi+7GwNg1Ewj1/wyHtPaS1zMBfxCSeZKa5+nNQB/jb3JUn3cfdLw/EW2hJ/h+oir/Mhf8AjXUaQ/eK9r/F0tczAfxfTyU+3ALf8Z6r47y+Mnffxlz1PtnvbqrdfW2Tr1llxb5ujimwuZjgbTUPgdyYySox1cIyVEpo6qTRcarXF4l5m5Q5n5QuhacyWUlo7fDrFUenHRIpZHp56WNPPqWOW+beWeb7Y3nLl7HdouGCEhkrw1xsFkSvlqUV8uhD6G+DPys+TW1MjvvozprO9hbQxO4KvaeRzePy21sfTU+4qHG0uWqsYY87X0srOlNXUkrFEK2kX1XuAY8te2/O/OFg+5ctbe91BG5jZ1aNQJAqsV73U1CupwKZGekHMfuLyTyheptvMd+lrO6CRUZZGJQsyhuxGFCyMMmuD1L2D8FPln2b21u/o7ZfSm6Mz2R17Wrjd+4lZsNSYnZtVKR4YtyburKqPEUpkF2gEldeYK5iD6Gs1tntrz1vO/XHLm3bdJJeWjaZlqgWI+QklLCJa+VX7qHTWh69ufuRyRs+xwcx7huEcdpdDVC1HLSgcfDiCmVqedE7ajVSo6Pv8W/hL8ifhl/ML+EUHfW08dtWTsPsTMy7VfF7s25uVa+PbeHEOejmO3qmcwmL+I0oImChxIdBbS+mUOS/bzm32+91OXE5ogWE3c7mPTLHJXw0o9dDNSniLxpWuK0PUZc5e4XKnP8A7W8xNyzO0wtYF8TVHJHp8RqpTWq1robhWlM0qOrmv+FBas3wg2eAbf8AORexSf8AWGxN0+8gPvUvo9t7c/8AL/D/ANWbnqBPutrq9xpx/wAuM3/V6361LujPjV3r8ltxZLavRXWu4ex83hscMtmIMKlJBSYjHtL4YajKZfKy09HT+V7pAk06tKQwjVirWwY5Y5S5l5yuns+WbOS7kjXU4SgCrWgLMxVFqcAFgWNaA0PWb/M3NfLnJ1ol7zLeR2kcjaUL1JZuJCqoZ2oMkhSFFKkVHQz9pfy5vmd0psbOdl9r9JV2xdj7cihky24M9vDrqGCJqmdaWlpaSmiy71FVUSyMqxU1LDJK/JVCASBHvXtN7hcu7bLvG+7cba2hA1O8sAGTQADxSzMTwVQWPkOg5s3utyBzFuUez7JuIubmaoVEinJNBUkkxBVUDizEKPM9X1/AT5T/AD42H8QOkdo9Ufy9Kvt/rzC7fy9Ptjshe79sbXXdVHNu3IVc9YuByNLJNTCOeSWn0u5v49QsrADJz2v5290Ns5C22w2PlQ39pHGwjuPrI4/EBlck6GUlaMStCfKvA9Yz+5vJntrufPe432+c0iwupHUyQfSSSeGREgA1qwDVADYHnTiOtfnrv4pfJr5Y757erem+n8xvDK7U3XPV79xWOy+3qf8AulkN2ZjIy0ONqavPVlIJmaSiro1aItfwszWuL4rbXyTzlzzuV/Ly5t73DwSkzqroPCaV5NKku61yjjFfhNespNz5x5O5H22xTmG/S3SeMCFmVz4qxLGGYBFamHQ0NPiHWeD4DfL2p7eyHRNF0NvSv7Uw+JxOdze2MWuJyce38NnlLYfJ7i3BQVUmLx8FSFIikrK2IE8fXj3VPbP3Cbf35Yj2uZ76NVd410t4aP8AA0kisY0VvIu4603uRyEmwpzNJukK2MjMiSNrUu6fEsaMokcr5hEbow+5/wCTX/MM2ngX3DUdCNmoYITPVYza+++vtyZ+mQRl2VMJi8pJUVL8afHRJMxPAB9iu++7/wC7tja/VvtfiACpWKaCRx/tFkLMfkgY9Baz9+/ai+uhaJunhkmgaWGeND/t2jCqPm5UfPoufw2xOSwPzf8Ai7icxjshhc3hfk/05j8ni8lSVOOymLyeP7Ox9PWUGQoapUlgnhlVo5YpFVkYFWAII9g/29S5tvcrZLe5Vo5I9xtFZWBVlYXMYKspAKsCKEEAg4PQp9wXguPbreZ4GWSOTbrplZSGVlNu5DKRUFSDUEYIyOt+D5Jd7be+M3SG/wDvTdeGze4dv9eY2gyeTw+3BQHNVsNfm6XBotCMpNTwXR6pJH8ky+hWtdrA9SOcOZ7Tkzlq75mvo3mitFVmSPTrIZ1Tt1FVwWBNSMA+fXMrlLlq65w5iteW7KRIpbpmVXk1aAVRnzpDHIUgUByR5dUzn/hRH8Yh9eku+Af6eLr7/iMz7x3/AOC25L/6Nt7+yD/rd1P/APwKvOP/AEcbP9s//Wrrg/8Awoi+Mjxuq9Jd8gsrKGC9fIQStgQ38ZNj/jY/63v3/Ba8lkU/dt6P+cH/AFt62Puq84A1/eNl/wBV/wDrV07f8J4GY/EvuUB5PE3yW3HPHG7khGm6z2sGbT9AxCqGI+th/Qe133U5fF5F3Ajh+8JD+23t/wDY6Q/eijEfO1gPP6CP+U9x1SX/ADAegu3/AJJfzSflD170vszJdgb1OZx2bGDx9biqOoXD4jYWEhq6s1ObqKaAJD5Ik0mUHlQoPvH33O5b37mz3m3nauX7drq41q+hSoOhYYQTV2UUFQOP2dT17bcwbJyt7P7Ruu/XC2tvpZdbBiNTTS0FEDGpoTw+3ooG/wD4A/MTrHeewuvN49Ab7pd79njMNsTbGIhxu7MtuGLbz0qZ2pp6baFTXGKGj+8pmqZqgxpGj62YIGYAfc/bPnzZ9wttqv8Aa5lubzV4MahZWcJp1kCJnoF1rqLUABqTSp6Ge2+43I+7WFzudjuULW9no8aRi0aoX1aATIqVLaW0gVJIoBWnRkl/krfzHG24dxHoeEWpzVDAnsjrEbiMIGq38MGX/wA5bnw+Ty/jRq49i3/gfvdf6T6sbYOFdHj2/if7z4vH5Vr8q46Cv+vx7W/V/Sncjxpr8C40V/03hcPnSnzp0Sjanxi+QG8+2ch0Vtnp3f8Alu3sNU1NLmtgw7dr4NwYF6JkWqqNwU9Wsa0NPH5Iy1VVvHCA6HyWdSY4tOUuaNw3xuWrOwnkv4yQ8AjYOlKVLggaFFRVnIXINcjqQr3mrlnb9lTmK7voUsXAKzGRSj14BCK62ND2rVsHGD0d/K/yXv5i2F2824puh461IqYVNThcP2J1rltxQx6dbBcTRZZ2nkH08NMZJCeApPHuQrn7v/uzb2n1Z2vXQVKLPbtIB/pRKST8lqfQdAK39+fa24uvpRuWkk0DtBOqf70YxQfNqD59VvZfbOb2pmsptzcmFyu3tx4SvqcXm8DnKCrxWYxGTopTBWY/J4yuVJoJ4nBSSKVFZWBBAPuEb2K5s7l7O+jaGaJiro6lXRlwVZSAVIOCCAR59THaSW15bpeWkizRSKGR0YMjKRUMrAkMpHAg0PRwvj7/AC9vl/8AJrGwZ/qTpXceW2lVyOkG889UYrZ20qkQ3EsmOze656OKtVGGh/sPOQ3pIuCANeVvaj3B52iW75e22SS3PCZysMR9SrysgenA6NVDjoG80e5/InJ1x9Nv24xxzqMwoGllFeGpIlcpXiNenGejZZH+R/8AP/F4+Wui6+2ZmpoomlOLw/Ze0RkJdC6jFH/FailgLn6Aefk8X9jO6+7R7uwQGWOyhlIFdKXMOo/Ia2Va/wC26B9r94v2qmmEUt5LECfia3l0/adKs1P9r1X52X0Z2j0puio2P21sPcvX26KVFn/hG5MbPQTVFLISsddj5mBiqqZyGCVNNJJExBCuSD7gnmTZ9/5U3Btq5itJbO4XOiVCpI/iUnDqfJlJU+R6m/l3d9j5n28bpy/dRXkDGmuNgwB81YcVYeasAw8x0ZXqr+Xf8uu49jYHsrrbpLPbr2NuZK98Hn6PM7RpKfILi8pPhcgYqfJ5GCdfHVU00J1xLcoSLrYkTbH7R+6XNm0Q7/y9tMlzZ3Grw5FkgUMEdo2oHlVsOrLkDIxjPQd3v3V9tOV92l2Pf91jtruAr4kZSYldSK61KRsuVZTgnBznr3Rfwa+TXyGyWex3VHUmZzkW1ctVYPcecr6rEbe2zic1QuY63Eybj3BUU1HNVQkDy0tNLLKoZWKBXUkr5T9qPcbnu4ng5a22SYWzmOWRmSKJJFwyGWRlRnHmiMzCoJFCCTPmj3P9veR4IZ+YtwjhNwgkijUPJK6N8LiKNWcIfJnCqSCK1B6Ndgstvj+XRmMl0l8huv8AK4rPZ4UnZWNqdi7k2lmauuwO4cdV7HnWWqjlmgpq2n+0qajb2XR2qcRWCWdaWdangfWN1vfsVdycpc92TxzzabpDbywyM0cqvbkE1ZUkXQzW04JktZdTiNxJgB3lvs/vXapzVyVeJJDDW1YXEUyKskbJOKCisyNrVbmEgJcxaUMiFM1pb33UN3by3du96Q0J3TufP7jNC9W9e1Cc5lZcp9o1a6RmYxmXR5Sil7aiovYQNu90+77tdboV8P6mWSXTXVp8R2emqgLUrStBXjQdThtduNr2u22wNr+niji1AadXhoErpqdNaVpU04VPSQlr1H0I/Nz/AI+0YhYnPSh5lpxp01TV6DUzPqINvqOP6D2qWB2xTpK9wg4dNE2Wvc6gpBP1/p/h7XR2J8+kT3YB49NE+ajBY+QEj6Xt+P6e10dhVq06RyXwXj0yT7jRPo4+l/xfg/n2uj2xvTovfcQMnpiqd2KCbuR9TwV+n9B7MYtnanDovl3YZFemGXd1iw8wPF154/3n2ZJsrFRjovk3da/F03ybwAZbyC5dLeofW/09qBsjkfDjpOd5UN8XX//XoDRSzcWAAH+8H8D30OoCKHqTU8+nymANubXNuB9be07LpND1bp8p1sAPoeP95P196690+Uw/Fuf955P09+690906DSxII9Nxx+R+fejw6904QRn6lL8mx/2H9fdOvdT44tRIH1t9T/X8W9+62MHp8pMa0gAIvc8m17W/x9+8+rAguKY6fkwSuFOggC1zpPPvTCo6d6jVOACg2T6m/IPtnrfSMyWJ8OuyG1mPA/P19+690hZoX8pURniwtb3phUU691Jp8TLMQuk3JAsRx7TdaHHpV47bDtbVGSCCBwfeulQUDI6EXFbNYhPRqB+ilfzf6+/Hh17oU8LsgsUtFZrcej68/Xn2x1voZ8DsRrJaP/g3p96690M2D2IRp/YH9b6Px7917oZcJsf0paEAf2vT9Ra1re6EU6stfPoWsPslmCBIDzYAlL2t+Pder9CZi9iohD1GkW/qAOLe/Hh17pZ0uHo6ILaOKy83KgG4/Nz7T9b6xVdXBGrqpQNwTa30H0Pv3XukhWZ5YfIpdbC/F/oPbUp4DpxAxoQcdBtm91LCzN5BpN7AN/T8+2enugc3FvRULuslr6v7X+FvfvPr3QH7h34PXaa55P6zxb2y1Qc9b6BHcnYShXWSe3BsQ/8Atgb+69e6AzcPYSWe1RYAE3L+9Hq44dAJuTsN5i6xvrY3sAxuTa3tvq3QO5XM5DIsxZ3jVr2uxF7+/de6Rs9OZDeXWWBvqJ/P591f4evdQW88P6CSATb+lvp7Z631hkrKhSeWBtz9feunOmWqydSyzQyxiWCZCksUvMciE2Kt/wAa9pzx630bP4z/AMw75efD3D53a/Q/ZcFBtPcaaa7b28qH+8lHjZwSUnwIqiTTaTyoU+08tna3DK06linw0xSvGvTbRI5BYcOHQF7r7Z3v2RvLO9kdl7xze+t+7onkqcvn87Wy1kqeRi4o8ZHIdMFOl7JGgFhx78UXQFAoB5dOqzadAz1BTeZVL6za9r67m/uh6fU1HUebfFrhpW45B1H+n5t7o/w9WHTbLvf8GdyeDfUf9b8e2ut9RjvYk/59iAfpq/3v37r3XNd5MxB8x5F7FuP6fQ+2unBw6UWE3mElCmZvqp/Uf949+630YnaO6vN4dMvpNvq31/xPtuQ+XXh0Z/aWZkkWPm/0/P8Ajx9fbfW+h6w9feMeoXsG5Y3HHtqThTp5CStWznp2rWE0LHgMVNhe/wDrn2z1foINwRn1C17k/X/W/wB59tycK9bHQVZSnKhmX+hFgOQLe2+tilc9ImtWphEdZTP46zF1dHlKWUXFmx9Sla6Lb/VKhU/6/vfTwyKjq4bvPfNB2d1Dtjvilw+Xp9j9j9SvsTKYbYMDDc9JvXDUBgq2zNXHqYUlQQAYiORce2m49aPHop/xNoduUme2N03uil6xwE+TxOQqNrf3RqoNtdgfw6tRo6zD7ukBLTSySsHEMi3Ye69a6IN2jtCs6z7T7C69r4XppNrbor6SgimQxyy415PNBUMp/wBVr+v59sdb6NH8IPlvQfHbcM3WXbE2VrfjVvnLpkchHj2aeq633pIppaPd1BStfVTrrvURLweSfe/n08FX4vM9HW3Z/L02pu/L5zefXO6tpdnbBztRV71jj2zm6GOLd1XkY9cJFOLmgnUWEyH839pSSfi690BWL6S6f+L2Pqd970zeNwNRjsi2TrOuaXKQZjdFRUkl6bE0KwWaVWawd7WXn3rrWOiE90dmbi7y39Xb/wByQfw6mMC43a23lfXS4DBRNelgC/TysLFyP6+0/SiEilOgKyFJpZrKfqebfU25/wBt7909inTTHTlnWym3PNvz/Q+0zABjTqp6VuIpHUgsPpYWtb6/1v7o3DrXS9o4GuoAJvYkL/vAt7r08pqOl5j4SIwbHhV/p+P6+99W6UVNANSknmxP0+n+HPtqTj1sdO5kjjAAsTfk/Qj/AFvbZHV1YDy6b6qqChrMFIPF/q35/wB59piKGnT/AEi8jWAlySpOlvyfeuvdBXna8qXDNwb8X/FvbLUrjrYr0EeZrQ5ccKQDYlri1ub+6dOdBTlBUvU0Vdj66sxOYxNZDlMHm6CV6fI4bLUjiakr6GpSxVldRe31HHtvr1MU6uf6B+T/AFV8xtrUPS3yJ2dg8F8iMLhqlsd3XR1MWHrOxKyhpgMZX5GY/rqoyqll+rW96630qO2fj7m/k38ftsbX3u+Pg7O23mMpjOiuzZJo/wC8GVy+GZkG0N5Kf3GoqkIfBLIdIuo/Ptgj16sD1RRV47NYbL5zbG5sXU4Hdu18nUYTdGDrI2hqsZlaNzFKGjYAlHsHRhwQR711fryhvoQDb8j/AG3tOePW+s4DDTa5sQTb8f0HurCop1vpUYyt8bJqIBFvqT/T2mI6UDh0JePyg0Aax/X9Z+lvdW630oqPNGN1u4UD8lh9L8WPuvXulpRZ9f8AVk8f1HP+t7bk+EdOLSmOlFBmkIF3W9gOW/JPHtnq3Uv+LBWBuCbfhrm309tvx68OuM+ZsnDC1iP1D/Yj2305Fq1UJx0lshlQULaxyDxq/p7TvTUadP8An0HuUyWpHuw5DWJb/eLe2zw690gaucym4F7fkXP1HPtgV6uvHqKoZBexOrjji1x+Pe2FR04en/F0JkZeGFyCTp5HPtnqvQlYygC6ePpa7EfX/Dn225FadWU6TXoR8bSelGFxZSCCtvzfn3Xp4GvS2o4gI1H9LWFh/vftPJ8XWj06LpVbMbWHH9P62908utfi6aagqR+PyQLcnn+ntgihp0tFKY4dJ6siW2oKfqb/AEvf/Ee9Ur17pN1NGG1XBJI4Gn6X/HtjqvTWcc4bUqt/h6ffiCRQdOocU6UWPoT6ARYn6sw/IH59s9X6W+Ox6+klbgWubfX/AFvbMvEdabh0t8fjQ5W6kDn+zb8cG/trp6KmnpU02KB/H9Byt+D9QL+2X+Lp7p6hw5JB8fBuCNP5+nuh68ep5wjMR6PTY8af9uT7aHW0oa9N9biNCt6P0gEGxsOPfiKih6c6QGSogur6A2a9h9P6Hn2n630HmUiCk882uSR9fbcnHrY49I+dwvFx+eb/AONvbXTnTZI4BJDA3P1Ptlvi631lpYJKypihp7tI7BQFF73PI90b4T05HlurEfj/ANRUEeMkz+4ysMccXkQzAAEhdXGr2kHT3SH7W35TfxiXEYuYCkhZotMb+mw4F7e9N69e6DnH14ddUjBrDV9b3UC/1/w+t/eurLWvV0f8pT4hYTubdGZ+SHaNF911x1dVCn2phKmINT7i3OrcTMji0ixkA+zDa7GK4uHnuSfDhyR5Mx4KP8vQO545gudmtodr2z/c2/qEJ/0GMfFIfy+H59bC1flnrJJXjoqekp1cLHRwRqkcEIFoYYUUWAUccezF5WkYhFCjyAH+DoI2m3rboqGRpHIy7EnUfNiT69J+YvUM0U1HFKrq1lkjACqfq1yP6e0Ug1DTIgp/g6OECxASRSEEeYPRYO/Oitpb22dmKHKY2kr6TJUtRBPT1cSSpT+VCBURqw/Uv1BHsk3Gz8FVkTIPQy2Pe33Bza3AyowfI0618s7tLH/Gmi3Rh/Ks3209TJjp5AFc00rsY0uf9TwB/h7KehH1Vtvrvndc2frKylqZUjEztGFZgtg3B4Pup49XTj0hcj3vvPMUxo6iunETKV4kY8Wtb37p3oPpa+ask888hmd7m7NqIYn6kH2mb4j1rrk3K+luR6uPr9bce22HaevDj1xKA2uAbgEkjj/Y+2ulHWJogA31B45t6bX/ALPtqUcD1o9RZ6VWXQya1IAII4t9NXHtrrQIDV6a5KWeDUtNW5CnUWASColRQD9bAf717Ybj0sXhjpjmxaNKZpRJLOfrPOWlfj6WLn223DrRApTpsqcaGFmXUdV9Sqfr/U+2+PWuGek5VUDx3YXa30sPp/r+9PlenlrxPTTIJAbcrY88c/7H2z1frjc8cn/b+075Y9UzWnXmP5J/2J9ttw6WDh1wuP6j/bj2z1vrtSAT6vr/AFI4/wBb3R+HWj13rH+qP+8+6dPdcxJx+D/sef8AY+6v8PXuudxa9+P99x7Z6svdw65qdPI/P19p2+I9XBqSPTqQjD/Aj/ifdSK9W6mwub2P4tb6/X2x1sVrjpzhazXFuRY+6Pw6VHh0907D6WH1X/ePzf231Xp1Tlgb3+tj/h7aetetjp5pyPpxwePwOfrf34dPVwOlBio8jXZTHYPAY+uzm5ctMtPh8DiYXqcnkahyBGkUEfOi/wBW/HtMqSTNRBQg0/1fP5dbbQFLnCjiScDqz/rfYfSnxHw2K7o+XnZm2KrsSip5JsV8aIHjnz9PJWxWw8srjlakPYlyPQfr7PYtlmLmeIGVo6HSBUAebE+X2dB283tCrW8YKQkU8bhVv4QPT59EA6v+Wu9vkp2x2Di9w7m2l0DieuKHdO7dubqzgFXVboxf8SZ6LaeZzrsE1tCREraRYH2JN35ctNosLW9s3N8bxwroR3KTntXiaeX2dArY+apd63C7sZwu3rYoTHJXsamCS3AV8x0Nu0stvLf+3aTM1eB2hLUYuuyNdtWiqpImw9XsncYOOyf8Kr72lYorSK/0Bb2Gr5RZNJGviJG1CfJ1kTILDiM+XQk2+u6eHcVhkljJFcGNon7WCHgcefSfmbbOydq7h2Ps3p3J9kdcUeQWq+QW1qVXfdCRVp82IzGKxxu0lDTxWVqqIAAfX2psDuc1yL65u/AmlU+BIfgNOK18mPp0k3GPZkt32uzs/qYIJP8AGIh/aLqyrgecYHmOih0lZ/oSz2UxOJo8nsz4+dt7hzirjty5N59v4ur35jxgoJsrDNeNKanuDHIQArg/kexdNuFxzDaxG30z7jYotCi0lKxNqYL5liOPy6jy22S15Y3Cf6tmtNp3B3qJGrCHmUIuryCg/CfXqTuDYXcvRXTW/wD4/wC6afrbtXbGSghruod34PddGNz9X5WVPuMPvDH1PMtNEoAKsDpa/A9u2e97DuW82/NO2ieynDUu1kQtFcLweIjgSfMcR03f8u8z7Py/d8m7ybfc7V11WUkUoWa2YZjmr8SqPLyPTp8Qd0dD/Jjprt341/LGp3LvDvPBYXcG5do18FM1RlKTdOFx7y4vclHuoAGpVisMclIOWUfXn2Y8w7dfcn7/AG/NvK6pDtlyQlAaAq57omT8IyaHyJ6IuWN12/n3lu45I5zd7jeLQF6suohowdEqSY1E0XUo4gfPoj/XG8N67s3vn5YNwVm2eyq/aDdUZmq3ZTOcFuBsdF9tt2TG1FTYUdSkMZQU5JNz7Em77dZ7ds8FjDAtxZCb6pVRv1EDGsisBllqa6uGOgtsu5Xu58xXG43Vw1tuJt/pGLrSKRlFIXQnCuFFNHqehc+Mv8yB+i93ZjoH5G7CoN9fHnPSVuD7E2g2Fp/704mtiQo1bhMnp1aZW9QRfw1/bO/e1J3/AGyPmHYLpob+OjwyK58NlPkR5FeFT6db5d97p9g3iblXmKzSawmVo5o3jBkSUDDg+asc6R69BB3HsbbnSPZ9J3p0XHtvsfoztqlzNXsna+6nXM5zYeNgl0vhdzYckNTNSawlNK3BH09rNv3NObNkfljeZJbLcdvZVkkiOgSseDI/4tVKsOkW47NPyTzCnN+yxwbjtu6I7JFMNfgqD3Iyfg01oh8ui257P5/Hbqw+7Nu7ZFfmMKFyT01XjjUrtzLyyeanaKk/3ZSAFTH+L+xDtthaLt8u2blc+EkpoGDU8aMDNW8nrx6Ce67pevukW87VZ+O8IqyGOpt5CarQecdKUPCvRl93Rd2999fV+/thZcQ5eLHBu7eqsJkIsfm87j8YB4tzS7aADSwIlyAP0g+wns6cvctb2227tFqiJ/xG8kUsiM3+hCTgDXz8+hzzHJzVzby+m7bFNpm0/wC7CwiYK8ir/oxipUgD9nQKdLdl43o7sDbfa/QEbL2LiKSup1yO+sb58Tt/J1FM1LVVWMFTwJlVnRPrp/HsScy7bf79tEuyc5EfSMynRbt3yKDVQ1PLgT0DuUt323lnfIeZORAfrFRlL3S/pxvSjla+fEDpc7s7D398o8c26O9N67cpKHYk+biw9Xi0ih31mdxZg3eHIMvrkonYWjY+lV9kUNjt3t/p27lC0knlvijSCSpgSJfNfISAeXGvQgm3HdfdHXuXOt7Fbw7eHWJo6C4kmf8AC3mYyeB4AdApWbYo8FtzZdfBuqmzORrqyqnrsbiIrjB0VNISjV1XGbSObAEEfX2KE3F7+9vYpLcwxqqqDJ+NiPwg8B0EJ9qXbNvsJRdid2ZmYRcI1U41sOJxnpZYLc+R23m6urnrMh2om88HNT4fY1BAxqKavKaaaWemAJCU7ckj6j2Qy7ZY7paLE0C7Z9DJV7lmoCvnRvVvToRw7tue1XbXX1D7r+84v0rVUyHpgFfIL69GnwnSOyMR8achvzeNJQd0fKLtDdi7Y2t1Vj6saOptpUtGaiozORpozaSaylQONP0+oNw3cc0F+ZI9t2WV9s2WziMkt0y/7lSk0ChvIE/t49Ce35QZeU5d036JN1368lCR2av/ALiQgVLFBxNK/Zw6CDovYu9O5ts9gfHvDbWkwzYeubeMnaeSaSLHdebRxbGo3Biq7IkhYPPGGjjUt6zwB7N+atx2rl29sueJZRctIoha1Sha4mbEUirTOk5J8ui3k/at55p2vceQkhNkkb/UJdvhYIENZY2b8NVwAePQ/dJ/FHpFtvVfdW5d/wCfwXQD5qbZ3XW0do00+4O7O9t+UsTQywYbA0dqgYdq0KhmsU0n2Tcwc0c2Xc8ewi3ik3dlEkzyELa2MDZUknt8bSftr0u5a5a5MsDJvolmj2RAywBFLXN/Mho4FM+EH8uBHQiVPwa7UzG7upcT36tRt3JdiUGay2C6Loqk1m8er9oUsPnoM7vbEw84qFoNLyJKL8m59h3cubrflfbr5eU4zdPaFDNdkdsxPxBG/GwNaU8h0M9o5NHOt1t0nNFwtpFe6/BtNVHjA+FmX/Q1Ipx869Gs+LHReLrd15TB9P7apdsdU4/JVXUlR252XVx1m68pvytieun3RtqiqrPHg6SOOSIlRpIIN/YT5r3q4n2mDcd/cTXN6om8CDEcUIoAstOMzGhzny6GHKex2lrvVxtXLSNb29g5hF1P3STTEEkw1/0FRUYx59Drvys2bnsv17/dDeGI3xtb4rx7sxHcXZuDrIv7jRY4URXD43bGMg9NRk6+o1QNpJN/YZt4YrKK6G4W729zuax/T2zggyknDuT8CKKNXoV3M1zuE1pHtc8c1ttrSePdAgiEAZRKfE7Gq08j1i6b2jj8/u/qrN7umjwOeq8Vu7d+AwkkRkq9ubIqK0z4/wC//EVXUgoywsL+wrvs89tDdRQP4kKNHG5Bx4wFCF/iVcivDoV8v2UNxcWpul8OdhJIP4jCTUE/ws2DTq3fpii656t+N2+PlR21RZXbm1+v9w1uepIN0TmbPbm3xTFv7uY7D1MgUinllSPVSqLaT7c2fZHvYYt0UY1hEUD4j5/aB59FvMW/Sx3R5ci/tZ1LMSa6E86/w6hhfn1rcbn727T3535nflLmMiX7L3Ful9wrC946QbbjqC+N2k8J/RAID43T6Xt7HV7dWUkZ2hl/xQAgjj3n4nHrQ0p6DoMQRPatHc2pKvHTST6LwBP+Hq5DZ+G+Jfzc2xQdz7N7Q2R8c/kBtuL+B9hbI7Oankw2Up3pxClTt+jqCA7Ty3BkX6A+wlccrRW9m1vJclLeM6gwNTJiqZ9QTQj5dCa25ruhuYV7AXJnSgYUHhtwYEelM18+HSx67/lvdQdGxZLsLc/yT6S2/S5N5spl6hNy46qzsUFYDNMcV6iUhYfohsbfT2kurDmXmGyQX91F4CAKsQPcQOBI82PTe377yxsm4PHtllObiQkmUqQmquVUngoPRGfnp81tqds7D2x8UfjsayLpXY1a02899VcJo6zsHIQuWWCgXgmnEl38huGHHsR7DtdvsNustygaVf7BeJSvFn/yDok3rcLrcruWUsdM1PEpwoPIeueJ6q3GNj4UAKFsFVVsoX+hPtebmlTmvn0Q/TkDScKf2nri2OQc2LH6AXv72LgUoDTqptSOPXNKBPxGb/Qcf1/1/dWuQoya168trXqWmPY8lQOf9T9D/wAi9tG5UjSD04tq1adTFxsckbQzxxyRSBkZHjDI6kepTf8A4j2ma7cMGUkFeBr6dKVtq9pGOh56Z797l6GFVR9fbkOS2zk4jS5bZG8EfObbqqUnX4KSnqSTDY+pWVuCB/T2i3Mbfvald2jGvSVWVMMAfX16Odsu7/amVrJwEVtWg/CT6/InhXo8lV390j8oZdqUW+Mpkege2cRiYcNJunMeTNbFzsNKtqOkknJC0gLEhdRNvYJXkmb4LaUXMRFO5u+gyMYIA6kC251h0M93AULEECMUpXifn0rthdedy7G7Lw209pdpx0K0VSuYxO5NkboSpwEMVUC61MQgPjDTg6bMDYt7CO6RXmz3CtLGYpeAYE19AQwI6GG3Xm3b1aM8TC6gkwySKKgjipBzQdDpvCVMjvqlx/yE6/ruzpGnaOtxGQxIm3ZLiqcBpMrRVUKqTrHqjYD1eyu33Lf4dwS4uZZnc0U6ya6Pl/kPSqfatpl257XblhiSrEMgGkPTgf8AKOgf3ltX4jxbryFPiOldw4qlyzwHbFPmK96COkpVHjqo6zyjmcvwo+o+nswl5p3VTLLYOxjD6VV8n5knzFei+LlXbzHFHeqrOBWVo8AnyoPIdYMt1f1bNksPSYP4wbv29QCSkx8uUropZaHK1Va4jjq2yrWREJN9f0A59vbjunOO4W0DRssVRSoqNXlXIoPyJ61Z8v8AK9kZJ5ZRdGpbQWBaMDypx6HzffaO5epabCYjqXDdP/HXZm10p8ZlslhanGbh3nk87JDeTIZWvQFpopLNqSw0k29m6btv88S29tG0ckelCQ1DJUdxLedfswOiZNs5TSV5tzlN21xV0VlosaqcKq+RGM+fRONz90dR7kOXTshN7b33PV5BK6n3VgKqTFUVNOj62nxkABCM1rhl+h9ktryzfWczXdnOiSVJ0tkZ4hv4s9GV5zTZ3kYt7m3ZoVFMGhoOBHz6Mb158p+j+zNyZHq7sbBRV3Su+tt4zbG7MR2HAs+XzsePphRiOp3BNbVN9DFILFbfX2fmDeNtmhv7ByZYDrLwNSRT56Pl8ugq6bbuUE1tcKAJQVVZRqjoeBceZ6SHyo/la9X9f9fUnafxm2vmsz1Bu+pr8RvTAbuzz7h2xTYCtprYldjVk4b7OupZ2MhCsSVAHsXze427S2kW976jRSwSg2t5GmjvFKw3VP7TUMZpStegLt3t7tibhNy7t00dx48J+rs3bWfDpia2B/stJ9CagdVk9C/y893/AMRqcLtfqL+/278XuehbYmb7PzyYrrbZ1PVsVkz+48XVqFyoplJkEQIsQPY6v/diHfZjHuG5x7Ykkem6FuK3LV4RxkZi18C/l0C9u9pE5ch8eCwk3EQyM9p9R/YVH43BxKV8l9erG2/lP9tbm3zhOt5c5tLMbJ27W0Gd7B7nwDQDE76zlUyybhxUeYhK/wALx1NTM0MMTGy6b+wId+voNzK7TZvcyTHwYIhLWG3hFCJXY1Uyk5LEcehzZ2Gzz7Ul5utwLMRKZ5TJFS4nnNQI0TDCMYASvDo2Pyh+aWyPjN14vxa+PGb2tuKPCUMeM2xt/rdov7k7NrKSD7fI5jfOfpfRlq2ViXQEgg39qLvZ9yWIwb7dj6QsHeFT3yv/AE2HxgHGKDprb5LLxf3zY2pW9K6RNKMoh4eCh/s8fb1QvItRVT1NZXyfd5LIVM1dkakgjz1tTIZqh1B+g1MdI/pb2XSTK7ViGhFFFUfhXyHSgRFu5zqJyW8yTxr1hNGjc6Ob2aw/H559tiVut+EB140VuADp/pb3YzenVPAINQepcdPYAmwIAFrc+2y5PHq4jA456kCnUj6kf1X200vkOnVj9B1ISmVuAmnj8/n/AG/ttrgDpwRE56lpS6V+oFzxb6/429svMD1YRmtOpiR2Atz/AIW/Nubn2lZick9KFTypTr6Cv8jhSv8ALB+NwIsRU9zcf6/fO5yPfQj2Kz7W7Z9tz/2lz9c+ffX/AKeludPS2/7RIOia/I3/AIT84n5B9+dud51HyryW15e1N+7h3u+2k6ZpMymDOermrf4WmX/vPSfcLDq0LMaaMsACVBv7AfNH3c4uZeYLzfW3hoTdyvLo+mDaNZrp1eOuqnCukV9Oh1yv94qXlrYLPYhtCzfSRJFrNyV1aBTVp8BqV401H7eh8+B/8lTrr4Wd2Y3vjIdy7g7a3ftrE5zHbPo32bRbHw2Eqtx4qXAZXLVcEWSystXN9hUVNNCpmjjTys5V3CFDj279g9t5E5jTmafcHvp4VdYl8IRIhkUozEeJIWOhmUCoA1E0JpQn9w/fvcueuXX5ah29LKGZkaVvFMruI2Dqo7Iwo1qrHBJ0gVArWV/M73xsP5Dbz+PnwC2/uSlyG5uyO79nZbteXB1NNXVGw9k4fzxT0VeV1RxZSpWokrqalcmREpA00aJUwM4J+8JzNtHNm+bD7J7Zch7vcdwga8MbBmtrdNQIbiBM4YyKhyFiq4AkQka/d95Y3flTYt+96tyt2S027b51sxICoubh9JBXzMKFRG7jtLSUQkxuAfjuyPsL47fGWp238MejsXvDem2cTjdo9U9b0NTiMJtjApMxibPZmTMVtEJqahjEtXNH919xWVBVZJQ00tQk8cyLu3J3JX0Ptxta3FxAqQ2tupRI4wceI5d01KgqxGrXI9AWqzOII5cbaucOdPrvcbc2t7edmmurhgzySHj4aBEfSzmig6dEaAkCiqh1/MTl/wDhRtit6ru6bb+4s1CK5qqfamW/2Wp9nVdM0hY4p8RQVlPJFBpOgPTTxTgAETB/V7xqguPvWw3wv2ieTNTE30HhEfw6VYEDyqrBv6Vc9ZLT2/3U5bI2KzIlRQSL9eJQf4tRQgnzoylf6NMdXzb36dHzh+Hg68+TPVidbbz7A2Wz5zatbU4ncFf1V2fRwTUeP3TtfMYueoiZqOsH3lDJHUEy0kn21UCk1RC2Se47D/rjchfurnCy+kuLqLvjJV2trgAhZI2UsOxu9CG7kOh8M6nGzbt+/wBbrnv96coXv1dvay9kgDItzbkgtHIrBT3L2OCva41plUYV4/8ACfzBZDa/xZ7w21loRT5bb3yo3vg8pAra1iyOJ2BtigrYw9hcLJGyg2/HuKvuvW0tnyZuVnOKPFuMyMPRlht1I/aOpT+89cxXnOe3XcBqku3Qup9Vaa4YH9h6h/Nf+aZ0v/Lx7M3n0j0V0jit69q7j3HUdp9zV0mbl2ztuh3vv+hhyz1mbq4YKytyuYqqIUM00amCGnpXpYo5iUangY9xferl72p3i45c5Z21bm+lkNzdtrMcazTqGq5Cs8krJoJHaqIUAY0Kq77e+zPMHuntFvzFzJuLW9lFGLa1GgSSGGElaICypHEr6wD3MzhyVzqavjYX8xPO/wAwH5+fy9qrcXVeJ62yvU3Y+9Keaowu5q3PUG4od64qjljKUdfSU70hpTiyLeabyeW900AGKds92rj3R90eVGu7JbOSxuJRVJC6yCZU8mVSmnw/Vq6vKnUq7l7TQe2HtfzT9Jetdx3sERo8YRk8JnHFWYNq8T0Wmnzr1fL/ADIfiBur5u9SdadL7ez+K2nioO8tq7133ujJCWoqMNsnB7UzuNycmAxUSn73JSzV9NFS08skUXqZ5ZUVLNk17v8AIF77k7DZ8u2sqwRi8immkbJSFIplYoo+OQl1CqSq5JZgBnGj2j59svbnfbzmG6iadzZyQwxrgPM8sLLrY/BGAjFmAZsAKpJw55DA9G/ytviHu3O9UdP7nzu0uucSmbzmK2fRwZbfW9s1J48fNu/fe4JVQmNSUmymTeNoqCjR2gplp4I6YPTW3LPslyDcXex7fJJb2a63WJQ00z4UyzPjHAySEaYowSqBFCdNQ3PMvvVz5Ba73fxxT3baEaUlYYUywihQVyciOMHVLIQGcuxfrSz+YXza72+ae/pN3dr52WHb+Mqqo7H62w0tRBsnYtBUWRocXj3P79ZKir95k6nXUTkBSyQpDBFzm9wPcrmX3H3Q3++TUhQnwbdCRDCp8lX8TkU1yNV29QoVV6F8ie23Lnt5tYsNihrM4HjXDgGaZh5s34VBPbGtEX0LFmbcu/lLAr/Lu+MYYWP91dzXH+v2JmD76H+w5r7SbKf+FSf9X5eufvvmCPdfeQf9+R/9WIuq0f5DNK9P2r8+2YcS7v67INvrp3JvS/8AvfuEfurTLLv/ADYB5S2//Vy86mn70UejYeVG9Yrj/q3Z9Gd/mV/zJKj4Ub0x3XfSvW+yc/3Nvvb+P3pvbdW6KCp/g+NwiPPt3a8WSptvy0dXlMgy0k4i+4ro0pKeOIBZlnCxCT329+V9qN1j2Plyyhm3O7iWeaWUHQiVaOIMIyjyyHQ1NTqI0C4YPRQ17H+xj+6e2Sb3zDeTQ7bayNBDHEw1u9FklKmQOkUY1rXShMjlsqUqzv8AyuP5kfYnzQzXYfXvbuzNp4LeWy8BQbtxe4NjQZbH4PNYSfKDEZCjyOHzVVWyU9VTyzUrRyxVTJMjveOIxAyqfu/++26e6t3e7Lv9rFDdWkazLJAHVHjL6GDI7OVZSUoQxDAntXT3Me/Xsftntda2W87Fcyy211I0LRzlGdHCa1KuioGVgGqCoKkDLau0jv8AMj6x2vtj+bp8Ft87exdNjMt2LvToXJ7zakgSJM1ndvdzx4Klz1YV/VUvj46Sjkf8x00XF9RIB95tu2/bvvB8rXtqgSS+msWloKa3S8EYc/0igRCfRF869Dr2e3C/3H2D5ns7pzJHZRXqxVNdCPZmQoP6Ics4Hq7eVOtgb5GbH6e7J6V35snv7IYzFdQZ7H0EG98hmN1/3IxlNQU2apq+jes3T9xS/aKauKnXWahAxIjNw+k5b837Zy9vHLd1tvNTrHt8qqJmeXwVCh1YVl1LoGsLnUK8POnWKPKW47/tPMVruPK6NJfxMTCqReMxYowNItLa+0tjSacfKvVPZ/l//wAj4/XsjqE/+XfQ/wD2R+8fP9av7tH/ACm2n/c2H/bR1Pf+ud944n/cK6/7lZ/60dBZ3n8F/wCTftvpPuHcXXu/+rqvf2B6t7Bzex6Wg+VMWbrqneGK2lV1+2aejwoz033kr1scCx0vifysRHobVpJHzP7a/d3suW9wvdqvLVrqG2neELuYcmVYnaMBPHOslwAFodRxQ1p0dcte4f3gL3mOwtN0tLlbWW5gSYnbSiiJpVWQl/AGkBCatUaRmop0KP8AwnliaH4l9vKwIv8AIvNtz+f+MabYF/8AePZ390pg3IW4Ef8ARwf/ALR7bom+9WjJzzYBv+UBP+0i46B74+0rr/woC+R1SV9DbT3SAbf12Htsf8R7IuVJlP3qt3irkRS4/wCbFv0d80REfdf2mTyMkf8A1en6sD/mf/Oum+CG0Ni7t2h1xtre/dvZjbi2ts3IbkgkjxmB2rt00WW3RU5esxhir6in+5qsaseMgq6dJpG87yg0wSSU/ez3Tt/auwtL21tY7jcr7xI4WkHakcehpSxWjsup46RhlDE6i3ZQxj7M+2MvudfXVleXUlvt1l4ckojPc8kmtYwoaqK2lZKyFWKgaQvfUF5/lVfzUO1vmj2dvXprujYuy8TuHDbGrewdu7s2BSZnEYyox+Jz1Bg8phM3hs3XZF/OzZOnmpqmCdE0xypJGWKMQl7Ge+m7+5G93PLm/wBtCk0cDTxywB1UqjojI6O8hr+opVgwFFYEVoehV72eyW0+3Wz2/MGxXErwyTLA8cxVmDMjuro6Igp+mwZSpNSCDSo6Ez+Zx85cX/L7kwWc6m6k2LnvkB8goJRmt3Z3FGnol2v1rTxY7FVe8anBvSZHLSwvkvt8VSNWIkUYqGaRAEimOPez3StvaUw3OyWEMu67sDrldaL4VuAqmUoVklIMmmJdYCjWSRhWJ/Zv2zuPdTxbfeb2aPa9rI0xo1W8S4JZhEHDJGCI9UjaSSdAANSVYv5U38zDsv5t53sjrzt/ZmzsLu3ZG3qDd2K3FsKny+Mw2Ww1RlhiK6gymHzdZXyRVUMs1M0M0NSUlQyBo42jDSovYf3s3f3OvL3Z9+toop7WNZlkgDKjIX0MrI7uQwJUghqMCahStWW++HsztXttaWe77HcSyQXMjRNHMVZ1cLrVldFQFSAwIK1UgUJB7QP+Z/w86379/m9fG7CZ3BUo25vLqBexe4aWBTCN5QdYZLLU2Op8m0Vmc18dLicLVurq4o0HjZXRSQr7le32z82feH2Wxuox4NzafUXajHjC1aUKGpk+IFihcgg+GMEEDoUe3XPe7crewO831tIfGtrv6e0Jz4RuViLFa4HhlpZkFCPEOQQerQfmZuv5P9cdPYjb/wAKOn6HePYOTqYcBQ1CybRxu2usNq4uhC/xKmwefq6GmqJ7CGkxtGqtBGNcsqMkKwTTX7o7lz/sfLUdp7WbYt3eyERqawrFaxKvxBJHjVm4JEgqgyzAhQjQ17abdyLvPMcl37m7k1rZxgyMKStJcys3wl40dlXi8jmjnCqQWLLT11nuL+fXsXeVBuTcex812bhFrIpc3szd+Q6Ghw2ZovMrVNJTVWBrKWqoHZAwimo5FCMQWjkUFDjFsd/98Tad1S/vLN7+HUDJBM23hHWuQGjdHjNODIRQ8VYYOSG9WP3S90217K0u0spSCI5olvy6NTBIdGWQV4hwajgVORaj/MA+PGC+Vfw83dLuHaLYTsnaWwq3tHYAyCUE+59mbwxGBG4MhtCTI0DyRFa9IXw+RSKWSnclJ11yU9PImQnvRyPZ+43thcm9tvBv7a3a7t9WkywTpH4jQ6lJFJAphlALISQ4qyIwgf2d50u/b33KtvorjxrK4uFtbjTqEU0LyeGswVgDWMsJoyQrihQ0V3UtP8pBtf8AL3+Pzf1g7I5v/wB/cz4+vtN92r/pymyj5XX/AGmXHSj7xZr7ybyfnbf9odv0QX5Bfze+q/h5u3KfGj4vdE4HO7f6myuY2zmMpWZ6o27tSk3RBlJandOMwGKoKeeqrWjyElUtdkaqqjaarEzqkyMtRJD3OX3lOX/bHcZOQvbzZo5oNtd4ncyGOFZQ5Mqxoqs70kL+JK7qWk1kBgQ7Sxyj93jffcmwTnjn7d5Ip9xRJUURiSUxFAImkdmVUBjCaI1VgsekEqQUWjf5y/Myp+aPbGC7Zr9iUnX2QxfXeF2NWYei3BNuCjrJcPm8nlxl4KmppaV4hKMgI/tyj6fHfyNq4xQ92fcSf3Y5lh5lnsxZSR20duUWQyqxSSV9YJRCK+JTTQ0011GvWUftbyBF7XcuTcuwXZvEkuHnDtGIyA8cSaCAzg08OuqorWmkUyR+oyq2N2AH/BufccxWZNOpAku9PDpknzSLe7D8/kfW/tfHYEnovlvvU9J6r3Aqg+oAXJY6uSfZpDtpJ6KptxFSF49JKr3MLt+5YG9iG/H5Hs4h2rV5V/Loon3QLknpJV27ETUBL9D+W9nNvsxYCo6J594ArnpF129FAYCQ3ufo9uB+PZ5bbEajt6JLneyBUN0jq7fCgECW3P8Aqrf6/s+ttgJyy46JLjfyBk9I+s30wZmE1vrYBuT/AIj2d2/LyUFRXomm38jgemSTfk3kSztYSJc6z/X6+zBeXF01IHD06Rtv5rx8x/h6/9CguNCAOP7N/qP9c++h46k1PPp2pDqtyBz/ALx7Tyaq9w6t09w/qHI4A5/HHuvXunmF1Vg5v/QAfX/G/v3XunyKQELY3GkG3/FPejw6904RSFQF555Fvpz+LH3Tr3T9Qorsp/LH8/Tg/T37r3Qg4qjU2PHP0HJA4+p9+HTikcAOlitNGqLcgWUf1ANh709QOnOsc1NG6i6g3BAtfg/7H2ycGnW+kpk8JJJGQq+g6zxe9/qAD7917pGHapaUMI+Sy/UG/ukldOOtHpZYvaRYp+3+R9Qb3/4p7T/b1roUcPskuE/a/H00n+v+t790pQMFoehcwmwmbTeG39CF/qfr9Pfjw6t0MmB6/sUHhuCByQRyT+OPafrfQ24Dr4sURYTcW4C3BJtx9PfuvdDdt/rSpfSHp9C/Ukrbi/4v7917oYsV19R0oVpbauAVsOOPbZJJoetg6TnpUDF09EAqRoAo4IAvx/r+9dOdNNTW066/7LKLWuOCDb345HXukVXZ5IGcNID9eLi3+2Ptgihp1voNs7utI9ZEgW4PNwPzccj3rrdK9Aznd7qokYz/AOq4Dcnn/H21Itc9ORnFOgX3Hv1CkhWa5Cm124uPqPbPTvQCbm7CXQ4MpH1+jf4n/H/X9+690AW4OwlUuwqBYahy/PP+F/bTmp62OgMz+/pql3SJmc+q/P8AtvdOvdBxWZCtryzSM4Vv7Kk2tf6e9Hq44dMrUgJBtz+STySPbfVuostKf6XF/oSP949+6903z0wsbg3s178XP5t7o/w9e6apaaw0gXA5PPI/PHtrrfTZUUvFxwSpP14966crXphqaYcqbX+gP+P9Pac8et9J+ogsbEAj8k/UW4A/x9+GDXz690yyrLEx0v8Akgnnkf4D23Ka58+rVHljqBLJUD9LHSwuSf06vx7ZPTqkeXTVK89yXY2J5sRwB/QH22/w9XHUE+UkHyE/gg+2ut9ZFeQADUb/APFffuvdOdMWIsWt/T8m3trpwcOlLQLIZISgPGm5AuLfQXt791voymwUkQQszckr9PpyL29sN8R630bbaNZoWMMb2tfgX/H096690PGEyHADElrX+g/T7al4U6UoezPSr/iCFP12IBBBt/T2z17pG5p45g7cmx4P9eP8Pbbmqg9b6DrIIpRrfkG3+x9t9b6RFWqoWHH1sTa4IPBFv8fex06ootOrFP5e3YMueyOS+PmcerqMFgZMx21tWnpYFnmrs5QU/wB1Ft94mB107MoDqRax59tNx60eimU/XuY298nN3ybh3/tGg+R259zy9h4rdlNRK2xNhUMVd5sLsbIZGNfDDNLGVjl0uCrGxt7r17pk+fuJ39Td84vffZW3MftPd/Y+zcXVZPGYeoWsxFZX0iBJczj6pCymOoRVcWP59sHjTrfHok8k2slGRTG66JInAeN1IsdYb6j/AAPvfT44dKLbG5t3bQhqKbZ28dzbWpawv91SYrL1kFI6uPWsNPG4WO/+0Ae0z/EetHqMzTz1j5GvrK/LV8pLvXZetqMjVFyblllqixUn/A+69e6mvOXQm1ief8PpySPaelOPTsQJ7h0yzxeRzcEi/Av+Pxb37p/PXdLjFbngC97NcEn8f63tPJhutHpSUVIi2DfX03IJA+vts1HHr3Sso0iRgovf6XBP0/Fj71jy6cTh0rqaSNFUWIsAf+I/2Pv3V+nJKpUBswDf140/61/bT8etjqPJkFvyb3FuLXv+T/re2z1ZRU06bK2uVho1fQc2sTzwPadvir0o6Q+TqLKx1EXD/QG9v8b+69e6CnOVYOoatQPH+P09svx62Ogtyb6jJc8EG3H5t/h7p050j6rUTc/qsFBvx/W9h7bPW+mry19HXY/L4itkxebxFVHX4TLQW82PrIG8kco1fVbj1KeCPfuvdW19M92v8gdlVcWMrp9sd2bIooG3jtWOrk/3/kNGVnp927Egci1SugGaOIXuTYW9sN8XW+s3y66wxnye2rtvvDr+CnX5JbSwD43snZOMplpqzsPbOHiIOaylKApXKQBdUtxqYAe69OdVJUc0NVB5o7gq7Q1ELcS0lTE2ielqEP6Xjb0sP6+0549b6nWUfpvf83/r/h7qa0x1vrKrhLE8cWuP6/Ue03SgcOn6hyLRWUkH+lwPp9APejw630+Jk+A1+f6Dn6e6de6faTNsv0cAcjm1xxwPbcnDqymnSkps0un1SH6D62+t/wA+2enOnFM1Y3Elh9PqL/19tvx68OupM1qXSrXte54Fv8T7p0/EKAn16Z6nJGRCCzMSLD6Dgnm/tNJhienDx6StdO7r6iCBf8c29tFgVJ6900Ixv/Xj20OPVl+LqbTr5pVUA8kXNuB/gT703Dp09L/E0oAAXlnsNX+8Dj211XoSsVRghFI54uCf8femFRQde6WsCiBbWsP9v7a4Y6fUUWnT5SzLa635PB4/p/T2zKM162eszz2vze97fT6gfn215dVpmvTW8hJPNz/vH+t7TtUNQ9KYjVK+nUSSPUTb6fW1+b/m3v3TnWFqS5HBHH5PtjqvXEUfqH4H+vf/AGHvx+HHTqUp070tGjW/rzcn8j+ntnq/SyxtMCqgfpAA/wBj/vre2ZaYPWj0vMdALDUBYD8f8T7a6cQMVoOllSUiNp1Diyn63tz7Zf4ulHSmpKWNiotxc/n+nuvl1vFOnoUCqGYAEMLAf0uPz7Z62nDpNZaj0h7i31/Jt9Px731foI85BpL8AcMbj8i3tPjy630EGbBDkC3ANv8AjftqTqy8eg5rXdZPoAb2HH5v7a6v1C1TNfQNRFhoAuSSeLW9sv8AF1vo4fx66Uq90VK5itgZaenPlJkUgFRyBz7oeB6unxdDf3BvGfa+Im29jpPtkhjeFUiIVnYCwbj8ce0g6f6IIchVVVVJUTSmSVnLO5Or/bE+/MOvdKyjyEr05jjLhp9MEbfkCVhHq/3n3X7OrLWuOt1n+XxtWg2Z8OOtds4xUVpaZc1XKttVTWVYLNLNbn2IdsINgUxXUSf9nqKecYmTmlbmTh4IUH0HnTo3FLjkaRm4aXXwgF/U/P8AvHtSsa1qMnonnu2UUqQtOPXdZiGhhfUpaSQHUR9UB5tz71JCEBB8/LqttuAlkATCj+fl0WTtbdMFIsO3o3InqmWA88sGbTb2Edwn7vAXIXj1LHLdjoiN9IK6vhHWt7/M+ydPhOyKfaNFJaYYWGprVU+rVIbguPwefz7KDjPQlVg66lz1SFuJNLSWPHqLE8lv63v7oTXq4BwfXpCKxHIBUg8e/dPCvn1OjmIIuSrf1/rb/W9pnFG+3rR6co6ogXk/1tXHH5tb22QaHr3U2OdWHJ4txa30HH49tdPrw6kKFdfqCPwp+v8AgePbUo8+vHrzLxx+L/U/717a611FljRyfrfg/W1x7Yb4ulg4DpvansbGx4IFyeCPdG4dePDqDLTXH+pN/wA/T6f09tdV6Y6qiNm4t/Wx4PPPHvTfD08pBGOk/Pj09R0hjci4Nr3+nHtnq/TJNjWAbT+D9Of9h7TyCjdaHxDpplgkiJDKfra9jb+vuhFRTpV1GLAGx/1/bHW+uSn/AHn3VhUdaPXftvp7ro+2349bHXMOb+o/7H231sY4dSkYn6/i3/G/bLkE/Z04KcR1lQm9vwb/AO9e6HrfUyJj9T+Tb2n62DRh06QuD9L8n/iPr7q/DpUeHT5TsOf9YL/sfbXVenmL6IPr+D/r/S3tt/ip6dbOBX/UOhQ6q6w7B7t3zjus+qcG24t3ZENPUux0YnbeMiGqqzWfrDZYYYVuxDMCfwD7UQ27zEGnaP2n7OvTXcFpB48xoP8AD8h6no421/k50n8B8VkIMR07t7uLtygrqrF7q7Z3Bk56dKfKUshjmpdlwwn008ZUjyLZjb2Ybcv1s526zgo2asSTT9nr69Ee7kwQfvPcroRQcVioBX5nzJ+XVf3yc+Sq/IPelP8AJ1NlY44ejxJ2/T5vPpE+Ifc2kpWbfdQDUnxXAgnZb3+p9izbNnntpG2S8cpNP3PHGx1BBlXB4H5joAbxzR49kN82yMvaQDSsjgBGlODGVGfsNOq8tmbH3Z21V7tinzVNsXb1Z58lWVOapMgmL3VOai77K2xPo/yiomW6xiPVza/uRb2/2blxbW4lT6iZBSMAjUlP9GcDgFPrTqHdt2TmXm43ccTfT20hJlqGCvU/2KHjkdbAfwi21uLeXX0m19ufHPO7SwXXeNfAYzK7tyFaZGoq6L7fKU9RT1beRXiS88OhdI1D3CPM1wLjdZdy+tS6knbU2gUWgoRTy+R86jrI3lbbo7DaYdl/d7WkVsmldbVJPnmpNfMeXQyz9L716M3TFnKqrqqvBZ2LR172jSNJU0+XhaMxZrprf0VCWH29SC/hqHF0sOR7J3ureW28G8DCEmpHEI/ESx/Z5jo1SymiuWubBl8cLQMcNInAwyfaMg9FB7B6Z2Flq/P9e0ESYTaXaORplxuxOychPWbfxFfUVGoY7aW41L2kpqhmqRFNIOGAA9n1lul1DIvMMaVmslI8WHDsKZZ0xUMKCoHQX3LY7O5hfladx9NuLA+FcElFYGoSOTNCrZoSOgo7dw/Vu5tg9gZWo6v3B1F3B8fN27B6myvblLkK2fa+5MdPRfaYqsyGFrT43pX9IeQIRzcH2cbWdwgkggS5W/tdyjmuRa0AZGBqw1DIfzA6I92awuLe5ZrJ9tvdrlgtDeVJSVSKKdJwU8iegcz/AE5u7435zPQbr2/R4LsPObaptxHeeOqxDia+kr6cVG3spsyuQjyVDSMjVNO7aNHFva+03633vbNMZM9vFKFWFvjUVo6yAcFArpYZr0UblyxcctbwHkRbe5mhLm4T4C1KoYz5sT8SnFOgazVHuT5A4/H7cyXXG76v5DbPgG+J9x4HHQUGF7OxGI9SrFFjgIErY4yVDry31J9n1oF5ZuHvrK9iO23R8ERO1XtdfqW7in29Bm/k/rhElhuG2zru9mvjmaNQsd5o4aQvaHHDHHoum7MrQbzpNz7FynSFVjc1mcxjchtKtq6g0W8cZuqKZaTKYrIz1xRnhqFUpGWa2o8exVthl2URX0G6rIEVlmABaExEVV0C1FVJqR6dAffoIN7Mu3XmyNDrZHgOoLcLNgOkrMRUMMDPE46ErB5eGGtwXUdXlE6Eotuw1P225N+Y6lqq2DIVA8mc23l42VlmhlawpZeTb8+yG/tHlt5N4jtxvE0xBKW7FFZR8EykUIKj4l6EG13sUU8eyT3R2KC3BVJLpFdlJ/tIGBqGVj8DZ+3pNb02JsioxkvZfXnY+5cjntqT0sO48dk8NV4iTdRFaEp3xZq446Z6RntobV+ki3s02+93aOX9xb5aQmG5BMbBw4g7c1KksHA/n0S7ra7KYf6yct384ubQhZVMZQ3Hd2kagEKE8D6dJfvvsXMdhZ3r/c20t2RR9ztjYtp5HaHX0EeFkoaCjUR0lBlKvGeNKszr/nhI7A+13Ju2DarO8sN3gP7qB1rPcdwbj3IrVK6fwkAHos5+3j973+37lsVyv77ICSW9r2kf0HZaBtX4hUjov+59vbio8gcbuGmm2xXIpfM4hAZqnF1kp/dlmp6fUbtcuePz7FG3X+3tE01kwulrSNzhZAOA1GnDh0CN42zdVuRb7kps2pqkiXJRjxJVfM8eHTZW4qRY6TBeB6ERRAw5wCVZM6tTxStOWHot9AeLe1MN4hZtwJDknMWP0tPxU9eklxZSLGm1BTEQB+rkGYN8NfT/ACdKLbOCznXcm5cfvTadZBgq/H01JkUqWaOtqBJMKuJsI348qkXccWP19l263238x/SXG0Xam4icslMqtAVPij5ZoPXo32bbt05Ta9tN/smFpLGFcE0ZqkMPB/03mfnx6sN7Y7U6Z3f8etmdw/H7q+HpDPbAxg6x3PuOVxkMjUZXxCnaahU6vLNX3AZxcpb8e4l23l3frLneXljmi4bcre7IukiBpGw4kyE/CI/Tgepp3PmjYr32+i5w5UgG3XNkDZmVgDJGfhCRgV1tJ/Fkjrl8efh98ss3tmhqOvd07AxVT2RjjWQbryuXWbdNNTZGQNXY2mKMxjnkjdmJk0kXI4915o9xPb5b6UbnaXEq2baPARAIXKCivmmFIHDj8+nuUPa73MbbbdtsvbaN79A/1DuWuEEhqyeZDMpJzwOOjJ90dc7D2vluv/gn0F2jV4HqaPGwb4+b2/6Uq2UhzFCEqc5g6zdMw/csqutPSRzlGZhqBFwSLY+YLlrKf3S5stFkvpD4Gz29MAGoRhEPIVBZytaDHRvv3LoF7D7P8qXTRWEZNxvNyGNSqgF0eY+beSBqV6Z+iPkVjdj9s7i+Q3x/6frKXp7pHaWR6S+P+VyuLlzeOwe6MhMVG9q+nq0eJ62ra1SjU4JRjbgj37mHZr+w2635c3u9V933WYXl53ULoB/ZrmoVB20ag8+vbFumz7zfXPMO02TDYtpt2sbNQCEjk1f2h9Xc91Vr6Vp1F2F8h9wfGbZvyO7C3jnd39ofOD5KTnadTuLctHWZA7e2TlKl5pcbt96lXkhqcikxgKEqqKFCgAD2e3E45qvbHl3ZreOz2WyTU7ArUyAUZmHFgtK8CT0R2e3pyhZ3/NW6TTX273klIowpKiImqIppRK1pinRhPjht3MdY0s27e08Vu/ub5KZLZTU2H69mr1wXV/VWz83B9vDU7sFE6qtRFBIWeW3lJFvz7j7fd1sdyP7r5fKbbtEUp1yEa57uZD8UVakISMD4epK2HaNx2xv3zzIsm47zcQgxxKxjtrKB/wAMtCAXANCfi6dNobdwHW23qz42dW7BjpM1vzc6bn3V2hQTT5TaeSjiqP4lBiNrY2XUJZ1lZotVUgIAuPZFu1zJvM39aN5vGnaFPDS3ICyCgoC5HBQM9vQi2m1/c8B5U2W0WCO4cSvOKslSdR0g8WYkjuHz6tp+LHxP3hvTeFVVPiandsBx9FJUxV0K0f8AdaroVAmztfkW0laemhEhkg1aL/j3H1j9bvUy2m3wlmUksfwqhPczVxgcCc9D7dZdt5btH3Pdrjw1cKq1+JpKUVEpnJp2jHRR/wCbN81Nv987u2r8TOkMhBN8bPjpops3lMeAtL2X2pGojy+WeoFjLDTsCqE3F1NvcwbhcW23bdb2m3dqxoBEAKcR3zHzq/wgH7eof2HbbyO5u9/3hme+v3q2o/2cIP6cQHAADPrnqpp9DBSCA5Pq/wBYG3HsGjWh08R0KSQVAX8+oFTjsZWOks0RFSn0qUPjmawuNci8m3459qIbi5iUordp/DxH7OH29aah+EkepBoT+zqLNiaaoYGqqcpXAW/br8nV1cOkfRfFOxFh+FtYe1P7wuaU7V+aqAflQjPTbCiUBP5k9ShDHHGqJEkccfpjjQBURT/qVXgf7D2l8RqlySSfM8emWVSNIwPMdZlpx+ogXI/5Hf8A1/ejI5NR1rT69e8CKdRA+n+PH491MjV6sItWQesqxjjgW4tb/ifbRfyHXhGvpnqVHTsw+oH5uR9R7aZ89OCE07R1MjpVUKSpJ+tvxf8AN/bLTeVOn1t8VPTlBTMwBtYH6W+g/wBpPtPJOEoSKnpStuKAU49PtPioqvTDPBFUxkqTHUIssRI5B8bgi/8AsPZfLdtFWRWKHOQSD+0eXRpBbiRwnnToYNmYTKY6RZcPlcvjpigVWpq+qCxqG1KiRhrAKQCAPp7CO875JIAs9HUeoHQw2jaCj646ofUY/Onz6Ozs7vH5C4Gagr4OwGyWUxdIlBjsnmMLjq/IU9BGNKUxqqlWdwBwCxv7IJuYp3nFxEughdPkcD7QehQeWtvki8GQtoLaiFJALHicdYN6b97K7GqmyG9qrGZepddCtFjKSg8bfXzRilUWa4vcfn2TXG4zzvqPl8gP8AHRlbbZb2alIGah9TX8s9JbdHY/d+a2zSbLy/Zmeqto42Lw0GDjjjpvtolHoT7+EiV9P4LG/s2HM8v0UdjJHQR8Gr/sf5eiuTluwjuXvbVdEj/E3r+XDor2U26YGkaSSqrGYkua6qnrPIzcs0izk3P+J9nUO8zXQGs0p6Yz+XQavNsSKopUk1r5/l0xLGqgKBZY/SEA0hQPwAPapmLd5yT0XNAtRpx8vLrFPSQ1SaKhFlU/hl5X8Bo2+qsP6j3eOeWJw8ZKken+XpmSA0IOR/k6Nt0H84fkh8btvDYO1tw43f8A05NXivr+n+w6ZMjt6eUn9ySlyMoeoicj6aCPY227nFRtx2beIFntXbW6FQQ7+ROKqfmD0Gty5W2+93Fd6t3ktL9E0Jcxkhwn8FK0K/I9Gn3D/Nx3DlK/G5nC/EXp/bu4dvUEtHtWtp8vm2xmImqF01VXU41h4qsseVE6kD28N75fW5+rh221jalKqpZwBwPcO4/b0XryzuZtBY3e83c8ZYsymgB+S0PaPXTSvRA+yfk98g+1E3DR5zf9btbbe6q2Wuzmz9kyyYXBzvKSXjQ0ZjZFP5Cjn2TR7rBZ3M1xtyFWlOokmlD8lGKfLh0eyweIkMd2BKbcaULAE08qk8T8z0XOnxVJQxeCjp4oIydUhQWknY8+Sol+rt/VmufaOW/nuJDLO5dj6+X2eg+Q6qUBJLCvWVqVb30839NrcC1rH3r6gk4PTfhLp0gY64/bkfQheeQR/vHu4mJ4mnVTCvkOuZpQBqU/X8fn6+9ePTqvhoMEdclojcG4P+t+P8D7qZ2oenFiXjSnWYUyLwEu/wCbc/4+2hKfM9b8M+XWURm/K8W/B/PtvWPLqxUj4cdZkgJI4H+3P0/PHtpnA49WC+nU5ININgG+nP8AQD6+2Gk1fLpxVr5dfQF/kfi38sX44f8AUT3Kf9v3xuc++iPsN/06vbPtuf8AtLn654++/wD09Pc/stv+0SDrVb/mC/JT5HbW+cfyn27tv5Bd4bf29iO7990OHweE7Y37isRiqGHMuIKHG42hr44YIIx6Y4okVVUAKAB7w+9zebOaLPn3eLWz3K6ijS6mCqlxKqqAxoFUOAAPIAUHl1l97acqcsXnIe0XV3t1rLJJaxFme3hZmJUVJYoSSfMk1J49F0xvyq+SNXCaPKfIfvPI0k6eOopq/tvf9ZBNG3DJLBU5BlYEfUMD7h/deb+dJ4mRt3vSpHD6qeh+0a6dTBtnKPJULpKu02asMg/SwAj89FejEfFHvfFdH9/9Odt51qiqxm0+wsBm9yvGr1de+Akr1p9zVEEZJaWo+zlqHjUm7SWBPN/YK5B3duU/cjaubLyrR2d3HLLSrMYi1JSB5t4bMR6tToZ8+7SObfbfdeVrUBZLy0lii4BRJprED6L4iqD6LXrde+Sz969jfHLJbj+FPZO2cT2fXY3C7y643BPR7W3HtffeElhFccHT124qesx8SZSjlElDXtH4xMIQ8sUDySp175xbmfeuUDfe2t7HHeOqTW8hEUkU8ZGrQGkV0AlQ1SSlNQWrKpZhyK5OXljZeb1svcmykks0Z4biMGWOWCQHTrKxsjkxOKOla6S1FZgqnXDo/kX/AMKHq7dS7Qi2H2jHlHqxRirq/jt1NQbYWQyeIO+9q3CR4YRX5M5r/Hb1arc+8WU5p+9K92LEW9xrJpU2NsI6/wDNYwiKnz108606ykblf7raWhvmuLfQBWgvbkyU/wCaQmMtflor8urLN27D/mmdVdU5Ttvur+ZX031tt7aW1Y9z7/nm+N3Xuax22WjpUkyGMochFjYJMlKKhvs6JKelWasmaOKCEyypGZYvts959m2V985g5utbSKCPxJibCB1jwNShvDBkOrtQBQ0jUCrqYDqJ7Lc/Zred6TZOX+Urq7lnk8OEfXzo0mTpYrrYRjT3OSxWNalmopPTF/IE3Jk94/GPvvd2brP4jm90/LHfu48zkPtaeh++y2c2HtnJ5Gs+ypAsUPllld/FEoRL6VAAHtL92K6nvuT9zvrltck25TSO1ANTPDbsxoMCpJNBgcB0p+8zbQWXN+2WNsuiODbYY0WpNFSa4VRU5NAAKnJ4nrXa/mpU7VX8w/5Rayz231jQLkkgLs7GKi3P4A4A/pb3iF76zeH7qb0a58Zf2eFH1lv7GQ6/a7ZfTwW/6uydOf8AK/xBi+eHxhnIIEXY9Ow+v/Onq/rf/X9kfspfeJ7ubDGPO5A/4w/R3702Wj2l31z5WxP/ABtOtvX+Y58rd1fD/wCONV2RsbbtDn947i3ZjOvNtzZWUDFbayedwuRyyboyFABqrUpkx7rHSB0DyyRl28SurdBfff3LvfazkRuYNshWa5nmS2iLnsieSOV/FZfxhBEQEqKsVqdIIOAPsZ7bWfujzyNg3KZobeCF7mUIO+VI5IkMStwQsZQS9DRQ1BqIIRX8uf5u4T5rdN1OF33HiIu59mY2LC9p7WmpqRaDdeLq4fsod8YrFMPFJj8kC0VfTJHppqkvC0awS0jTE/sT7xbd7u8sPa7kUG62ihLuEgUlQjSLhE4GOX4ZFApHJVSAjRlzb3y9oNw9peZUutuDnarti9pMCaxOp1G3d+Ikj+KNiayR0YEusgTXm/mn/wAt1/in2G/Z/V2Ink+PPYmVkOLgiEs/+jLdVWHq6rZFdMbk0EoWSfCVEh1eIPSylpKYT1OH33iPaG59t94/rBsKE7Jev2cT9LMakwMf4GoWgY50gxtVk1yZdfd9927f3F2c7Dvrgb1ZJV60H1UIoBOo/jFQs6jGoiRaK+lNj7+VdCKf4AfG2FRYJtjcYA/19/5dv+J95s/d6fxPZvYnPnFL/wBpE3WF3v8Ap4fvBvaDFJY/+0eHqur+R7Rfa9m/OhtOnzbs2Af+Sdw7w/4r7gH7oM3i8yc5D0mtv+rt91PP3t4BDy7yeR5w3P8A1asuidfzpcR9980FlCXP+iTYqlvxxW5L6+4E++ZefT+8AWtP8Rtv+PTdTp9z2zFx7RF6V/x65/47D0L38ivEjH9+dxyAD9zqCJLi/wBP7549v+I9in7jl4bnnveFJrSwB/7OIugx99mzFtyNtDUoTfEf9m8vQ8fzKqD7j+ZV/L0qrX8G6Oquf+C95Rv7lH7wNyYvvDcixV+KWz/7uI6jH2Et/F9gOd5KfDFefy28nq1X50dJ7v8AkZ8UO5OldhHCLu7fuEw+Owj7jrZ8dhUqKHdePzU0lbW00FS8emKmkaMrC13CjgHUMpvdLlrcucOQdx5b2fR9TdIip4jFUqssbnUwViO1TTtOacOPWMPtjzJt3KPPe3cx7tr+ntXdn8NQz0aKRBRSyg9zCuRivHh1rA0/8hH5sRn15Po634tv3Pn/AHvCe8GZPuqe6jDsex/7KJP+tHWbKfei9r61dL3/AJwJ/wBb+nmH+Q58zF/zmS6SP0+m+c8fp/j/AAX2hf7pvu6eEtj/ANlEn/WjpYn3qfaocY77/snj/wCt/Vrf8iDDyYH4y9wYyZUWak+RG4aeXxNrjMtNsDbtPIY3sLrdDY25HuePubO55A3WOT4o9zlU+eRbW1afLqD/AL3yKOfNrkQUEm2xMK8aNcXJFegl6Lxax/zzu/8AI2GqTa+5hcfU6tk7fXn/AG3sJcmXZf75O+Wp4CGX/tHtuhRzfaBfuh7Lc04yxf8AV+56Sn/CgvGivi+KRKa/FJ3SPpcjyLtX/o32k++5cm3Tlunmb/8Al9H0p+5lbfUtzFjgLH+f1f8Am6K1/IiwqY/5i7zqFFifj9vGH/XDb62y/wDxHuO/ub3z3HuldRNw/ds5/wCzi0/z9SD97uy+n9srV6UruMH/AFYuv83Q2f8ACgjDNlN/fGl1Unw7Q7FH/JWaxZ/4j2MvvrXotN52AH8UNz/x+LoHfc5tDc7PvpHlNbf8cl6SH8gfCtjO/u7pWQr5OnqNL/gn++lC3H+29lX3Lr4XfOe7qDwsh/1fj6NPvhWX0vJ20tTjeH/qw/R8fl73btnoD+ax8Rd772rqfE7MzfSed6+3Hm6qRYaTBwbw3Nl8fi8tXTyFUipYMj9k9ZPIwWKn8srGye5o9zectt5K+8Vy1uG7yCK1msZLeSRjRYxNLMqOxOAiy6C7HCpqY8Ooe9uOT9w5y+7/AMx2O0oZbmG9SeNAKlzDFCzooGSzR6wijLPpUcejs/O6g+Zb9T0G5vhJu7G43sHbOSmrs9s6twOy8xNv3bFTSaXgwNZvSmqKaGvopVSeGHVCKmN5lEhmWCKWXfdqH3Nbl5L72suVjvIGLSQtHA5uIiOEbTqyiRCAyrVdalhq1BFaKfayb23Xfnsvc22aS0nULHKskyCCUHjIIWVjG4JUnu0MFOnSWZaR9h94fz8N/wC76HZ1Jtre22Z6uvhoqrcO/Oh+t9nbQxMTyhJ8lX7kzWBjgeCFbyuKQzyuotDFLIVRsWtp5n+97u+5JtscU0BZgpknsLWGFBXLNI9uFKqMnRqYj4VYkA5M7ry391DatubcXkhn0rURwX1zNK5phVjScsGJwNelQcsyipBvPlVR/wAwj44dDdhdo9ufzEesU2xQYDIYunwMfxz2HSZTeu4MxQS0uH2Pt94qTymryMl4hLGh+3iEtXLogp5pEkjn2295uTeU7zfOYedLbwFjZBGNttw08jqQkEdErqkOKgdi6pGoiMRHnI9x7Q83802my7ByfciZpFYyfvGcrDGjAvNJV6aYxmhPe2mNas6gmw/lASeX+Xb8eZL31Q9lm4/P/GYdwD3IX3cE8P2Z2ZPQXP8A2mXHQB+8G2v3e3dvnb/9okHWlT8hcx4++O7AXJb/AEt9kX1G5Zv75VtySfz75rc12Ybmvc3pxu7n/q8/XRLle8C8r7claf4rb/8AVpOgHqs6Fvd7XH0J4J9lsW3sfLowl3DT516S9buMrf8AcHH+P9R+PZtb7ZXFOimfcad3SOrt1IqkeQW5ub/Qj2dW20Et8PRLcbsoJNekNkt4otx5eb2sCLf19iK12MnBXohud5C17qdIHI70YatMnNybX/H+w9iS12HNSvQeut78q16QtfuueUsyyMdRHPs/t9miXFB0Q3G8SnC1z0lKjPVc5Kh3AF9TX/N/Z1Bt8KHI6J5ruZ+J6Y5qyaS4MjWuSGP5t9bezFLeJcgdIXnduJPTfJKWGqxIHHJ/pz7UAKOA6Ts+aHPUYzAEHgkkcD8D8X93CsRXposag06//9GgNJrAC1vx/hxxce+hwGepNQ+XU+CUC1iL3P5/w+lvbLGQ46tnp8ppgwUE/gXN/ob/AI90690807abXYMDfg+/de6eIXJX6kBbEc/X/Ae9Hh17p0ik1AAf42+v1v7p17pV4ptbILjUoW/P5/p791sZx0LGHKlUN+LAMPrY2tb3vp0UXHSqWB5bKAxHABHNuOPeiO09W6daXFs7KWW4t+eSR/Q/4+2Ot9OhwDTKbJxY/wBQeRf37r3XOk2e0zAmMix/C/0PBHurlzhetHoUcDsRn8f7DW9PITk3PtOag06qQ1ehswPXrEreAm9reg/S/vXSmP4B0N+3+t5ZiiR0jsbcgIQfr78eHV+h62z0/VSeNp4DGosb6foLggH2n630OuF6+xeNjBdA0ijUSV5v+PfuvdKOSlipUKqFCj9IsBx9fe+vdMldkYEUlSoNv6i/H19s9bTJJPQfZXciQsymQW55JAH0/p79050D+d3csEj6ZQfzfUBck8e/Hr3QObh30kYdxMvBIPqt9PacgjB630CG4+xEljYicfQ29YABH497Y1pTr1D0A24exF0uvmAPqsdXHJ9tvwPTqHy6AXcfYyx69VUosSbavr/h7T9O9ANnt+1ta7pC5ZCSBY3ufxc+/de6D+qnq6ti08jkE/S9v8fr7Zb4j1vqEKcA3sQT9fUPdevdZBCbfn/bj3rq44dcTCRf6n+g4/2Htvq3WBo7/qB/x4FvfuvdN89OSLgm4uNNvx7q/wAPXum2WCxb02/HNv6e2et9NM1MwBIB4B4sOefej1deHTFU0ockgENzfj6e0549W6T1RT6gwIsQCPoOT7917pgqqb9S2sf9YfQD+ntqTiOtjplmgZQQUIRrMQR+nnj20ePTyCg6ap4PqeSD9P8ACw+ntpz5dXHTc8NnAHI/1hz7b6315IjcmzD/AAt/X37r3SjxmLmqHUlDY/70R9ePbXTnQrYTb4ATVGedNuL/AOHv3W+hx2xjjAI7Lb6XFv8AbfX2048+vDocMRU/brGAwBJW5/3nn3TrfQm4rMMvjVWBLAgnUOLe2pVrnpQvwA9K6PJN4jrbmwP1/oLk39s9b6Z6zKqyv6v7X9ePdHFR1vpM1FasikBh+k/m4/x9tdWU6TXpC5SqKM2lhYEX/H+N/e+nQaivS0+Pfb2a6a+QPVm/sHXrQ1b5yPZdVJJY0743d7DG1TTq310qbr/T203Hqvn0dj55dcbcx25MV0Vsbb27MHNgWq+xu2tzYHGVFdS7ootxuclRuHj/AHDTozKZHD6VPvXXugW+Z+KzR+GHxS3XugUkmc2juXP7UpM5T1S5KfN7YNKExkVTklJ1GO/MZ5Ui349sN8R631Vs1eNR5+lx9T/sPfunxw6n0+QU6btyb/n/AA+vtM3xHrXSkoatXsCVI0/1uB/r+69e6cS6/k29suQTjpyJu7T11rj/AKr7r0o6zRyKOdQtf/evbE3HrR49T1qFCizKOP8AH88+2m4de6lxV4BBDjgEcG/J91HTicOniHLfpGqwUAkEgf7b3vq/WaTMLe2vgj+o/r7afj1sdQGzNyDrtY2PI5H+Hts9OJx6barNAMSrgsPrcj+vthyCadO9JrIZcSIfXxZrEkAc/wCt7p1voNcrVeR2sQbfSx/w9svx62OkVVFmJuLWP1IPPPunTnTJMoLH/VC/04/1vbfW+mqROCTxf8AcEX5HHv3XupOIyue21n8JvHZ+ZqNs722rWRZPbG4KNmWoxlbC+sLIi8SQvbS6MCCCfbL/ABdbGertPjf3hh/lbkapNmz7I6E+Wk+25KTfP8dMMe3OzVw8Plq9z7Q8hEdNVV6gLPBYk/05906sDTB6K185viuNrU1D8i+l9tzf6PKunXGd47bpYyavZm+qO0FXuWGhX1fZVz6p2kA0i49pzx6v1XBFUCWKOaKRZIZUWSKRDdZI25VgR/vPvR4de6zMxax5/wAPr/vftL0pHDrIkrAjm1vp9bX96PDrfU+GssACw+n5JFzf3Tr3UyOtK8hwP8Ln/b+234dbHTtT5U2sXF7i/I9s9O9OiZIkj1gt/gePdHGK+nWvkOpS1zOOSFtweb3v7a6ejBB1nh135iw+tj+Bc8/n2xIKN09xyOok8g0G5FuSTf6e2iKinWumhJbtpF+DxzYH8e2eB6uvHpZ4unsY21B9YBstjY/4+9P8PTp4dCZhqS7349NuR9CT/T/W/PtrqvQn4mjIKtpNrA30i31/r70xoK9e6f5ogqFr8j8Af0/p7a6UDh01x1Eis1x6f9t9fbUvl149ZGm1EEm304ubc8/T2z1rqQl25+lrf65/1/ad/j6UohRc9ZhHc3It/jxe/v3V+ss2ng2F9Nvxf/D2x1XqHqUXN7W+gHP+3t703A9bU0PUqCoC6RdRc/luCf8AH2z0o6WWKqU0gErzpPH/ABX21KOB6qehBxs6yBVBBItwD/T2107ETkdLugTUVt6jxa1iCL+2X+Lp/pXUNOdSki5B/oP959168elKYkEf/IJuLWtYf4+2R1tPPpI5iJCDaxBuAODx9L+/dOdBTmqNH8hH1swFgPrb6e0/W+gvy2J1Iz6QSRb6c/T3VwCtT5dWBABr0G9dg5HlICG3NgL8n2z1YGvS46+63qc1k4CaV3jVlJ4JsdX9PbD/ABdW6tA2lVYvY20UxsKJHVz0+k30o91SxUe6HgerqATQ9V99u1Ndls/WSVcjASyvohubrCDYe0g6f8ugSGMMcisxIFwDGgP6P6n348OvdPlJDIJgF1KEeMx3W+lVYPfj/W91+zqw49bcP8tbvLD7l6e23i/4gKw4SCLD5Vi9jTyoNKIB+P6e1lhcraXFH+GTj0G+bdmbdLIyW/8AaxcB6gdWwQUa0tpYdNRHVESxTxnV4VIuusj2KFiCDVHn59QzJcGbsl7GTBU+ZHp0w7uy6UNBUVMr+NIISWlHBYW/B/x9pLydY4WZuNOPRpsFgbm7SJBUseHp9vy6r0zG59vvmdxdk7srUo9p7HpKzIVFRUMEWoqIEZoKWPV+pma309gequ5d8Vz9vy6naRZbW0jtLTLYFfJfVvsHWqn8mO0ch3N2vvXsXJMV/jWSnXFwlvTSYqCQxUsaqfpdVDe0RIJPS5I1hQIhr/n6IxufmSYi1vUAB/r/AF9tnB6stCRTj0g0jJHKjk25t79091kCMt/yPxbm1vbDhR8PWuuRuBxcf43uP9491r17j11HMyH68m4HNwf9f2ywo3T44AdOMNWBbVxxYm/F/wDH2zLw68enOKcMDYhufwfqfbPWusjlTdv08Dg/X/b+2CKGnSwcB1jtf/ivujcOvHh1ikiBFiPr+bD8e2uq9NU9ORxYkW/w/wB596f4enU4dNklIhvxb6nkD6/j2z0501TUNhdkuAfra3tiX4vy6qTQjpoqMeDqJXUOSL8H6cn230qBqK9JyqxfB0rpNuFt/vXtjq3TNJSSxMBpJF7fQ+9Hh17rESyHn62+h9tdWU1x1zB1D/H+nurCo6v172z1vrPExv8A7YX/AMD7akHA9XXqV7b6t1KiP/EG3tP1bp1pvyP8PdHHn0prVQR0+U30X+hsT+eR9B7b61ny6FDq3rPefdO/cD1h19R+bPZqpVK/LSRk4/a2KJvWZnJyfpURR6mRSeSB7fhhjdxJOdKDh/S+X2evVJJdERk4kf4fTqw3fncPRfwtoq7rboCrrN37kodtZLA713nQ5KKkr96b3el8dXU7jYguMZBIf26UFbgEX9usRcXOnQwjagBXA0+dPXpLL4xtfHuWQOtXVWyAfID59UTVnamN7Aoq7Cdl7flzGfly+RqqTIYJJYYaV6qoZjMsIJLiIn0j+g9yMmyts8qbhsbrDFpFQ5FWxWhPkD/h6hi55ki5oV9q3uOSWTU2gxg9maVxxp0YH4//AAL7K7dxNNltr73i3Ht7+9lFS0WyastRUeRi84bI5rILNZIoaVPXUOw5A9l+7882zq0NpaCK70keLxK/YfT06N+W/bWW1IuNwvGktKhvB4K3mNS+TevVyOd358Z/jJ/Ddu0uJ2V8ru2dp4+Ok2Rg8Vg4sR0x0VuCOHx1eZXVdMtkElufIrnkfT2B1u1sIJZGkaSeVCshY1JDZoPkfl1JbWdxuTpboq2NlC4ZFQDVJQefpn16LJP8qfkTNuaPdsG6sPSZWOuiyFRisdjBQ4bLxpJrkxGRpYrK0ciDxH/D2HVkEOlCOzjTzr5flXy6P3hR3LkEEjT8gPX7fn1b11h2n1j8qenM9uDrSCv2N2htWGCs7J6MWoSqxVKsK+PIbm29jZAWmgn9TkRG63tf2suI7aaN5oNWqnAfDQfiH2niOidGutvmjtLorJET2y072J/C32DAPVf/AHZ0BlMng914zamLfdm0M1VQbl23tmfJLikxm9KdvLJBgqub101WziyR6uW4t7ttm5Lb3Ud3K3hOvYXpUaDjuX8Q9eqbztLXm3y2cMYlhJEgiqAwkXNUbyPp0TbNYo9hSZPNDelTuDb++9jV3T3cvXXYC/3erdpb1x6inw1Zl/ugPBX0bxqtDkHFpUGpeD7G9tcvy8EjNuv1EUouYJYu5XjOWVacUYE608jx6jjcLIcytNJ9U/01zAbW4il7WilGEY1+GRSBoc8RkdA7szaHbve3Wq9A9hUlTuzsrpvIT7c2wa7KrNks/t6ncyYbIUVWbGRJYylPquQFGr3bdrnZNg3z+uOyNpstwAaQAYhkOHTT5AGrfb0xslpzNzHyz/ULf017htlViYtm4hGY5NXmzCinoF+ye2u5et9m46u6xwO9vj7neonzW29xQ7qpGzEe4MxFVCN6KhzwQLFA5BEStwR7E+2bDy7fbs0G8Sx7nFuAjdTC2gxAjBKcSR+LoF7zzJzbteyR3OwxTbTPthkSQTr4izMD8IkpRQfw18uhqwfyV617v6KyNb8vfihmNsbyoMIlJtv5HbSxEwWespr1eMyWUo6UKeZtP+WC6g/63stu+U7vlzdxZcjb1HLqcsbWVgCAcFATWpp+Hj0a2vPVnzVspv8A3F5emgEaBTdRqTUjuWQgUxq/Fw6BSp+KEPZHWVX8jejd+0nynoaHAVUHcHUW6ZUquzdqYmj/AOBm5toQ3WSc0ws8ZRSbezS35wnt9zXlHf7dtiuQ6m2uoVKW8sh4RTcQA/A9Ed/yNDdbUeeuWrheY7OVGF3ZTkPcwRg5lg4HUmCopWg6RnZdRtbtTpvZ/U+we+a3s3JCjjkw+3Mhtw7b3JSQYw/dy7RyFMyrLUyUzIYg9+dPu+1XW68u8zT7vuOyfRRg6ZJFk8SMs+PGU8FDA1/Pqm87fsnNXKFtsO28wm/mZdUULxeDMETu8BxgtopSvy6KDN0pvTE4KfufGYKt68oNvVMGKkoqWU1GSyWWp5hBO9DEAXp51YjWjXIPuQDzPZvdpyhfTLuElwC4dhpWNSKgP5MtOB6i0cnXsNk/PthC22R2bLG0a9zyyA0LR+amvxDo+fZPRdBundfWNL16My/fKdZ0NV2ZtePETZWuzGSygWpxdfmK9fRDJJG6I2peAb+4v2fmGaxs7y13mNBtBuSttJrCBAuGCLxIBqf5dTDv/LUW439he7C7nfEtFe6h0Fy+rKs78AxBoajHHrHj/ilvTZ1TnaP5f9Ybp2713uLadVBit+7EK5Kk6yz8cV4aneFXSAgU+uxYm2n3SbmewuESb2/vkmv7OWrQT4+sWvwxA/ip5efV4eTtztzJB7nbc8FhfQ0W4t+76F6YeZh+AnNfLoRcL8dsBv8A61wm4+5Nxx7g2F8fuv8AM57cG7Nt1SRZHs/bzVjwbaxtLWrf983hjDm5C8eyJec5rHmCe35ftRZz7rOiIki1FvNQeKWX0rU0/Po/fkKK85bhm5pu/r7bZreR3ljajXENT4QRvWmkV6CrYnXu56PA7W7Z7h6LyvVnw02PUybt29splaPcXYmQyZtSwtUuNU00oUFXKcXBt7Ee97hbPez8vbJuv7y5ivSIZpxiO1jXiFHkBwIB6CfLu23A2yDmPf8AZ/3Tyzt4M9vARqluZW4F/Mk4IJHn0tdydwUO53xH+y/7E7K6fq93ZJsdtHZM2zs0ZqrJZZvtoK6beJPh8MMEnlkKoANJPsrj5QntDLbc1XdvdR2wDvIJkJ0R5I8L4qsRT516Objni2vljueT7W4s7i5JjRDA4Uu4x+se2ig14ClOs1Z8TOjek4arb3y4/mA4fJUeZnNfufqzpdH3BuHP54/5ScfubN49mbya28ZRz9bi3s/XmzdN8ki3LknlVg6rpiurrEcUYxqjRsAUyDToLHlDaNhiO28884qYpH1XFpa5lllJJ0yuueOKV6NFtqi3f30m36/oOPdnR/xS6Mho8ftXYGU2HU4uLf27FiElNm5ZagXyVbNYEOP0A3/HsGzRpy9NNLzZ4G4bxuBLPdCUN4EVaeHQfAPl0PIZouZYIYOT1nsNk26iR2pgKfUS8TKSf7T7ejC9hbP6m2znOou4u8d4UW2spgMtjNzbl2fVJTVm7e0t1UUofbuz8JQxrqZFlVfu5VFkU8/T2FbGe8mF3Hy7aNK/cplJIjghI75G8qkV0jz6FG7Q21v9Ku/X6wR9hjhUAyXE9eyJfPsOWPp050m1F3Xiewe8O1c5F0b1/wBnb4Oc2vR5xvEN31dJqhx+0q7Iki9HExVPAtgSPYcmmlt7qKz2SL62ZImAI4xxnLyKv8XmD0Kbe1i3KyluN7n+jj8VSwJxJIPgjY/wHzHRnviJ8bt/7yzz01BHi/7x7rzENTgctt+k/iNHgPuXEYyICXCrJEF0L/ZPPsMXUjbvdxbXtviSgHTVgddfMN60NehXFo2Hb7jfN6MURVS7aSNAWmCvoaUp1k/mNfNir+Iuz9xfBf409oS7r7U3ZTyxd+ds42dBV7FpagAV208dVw/pqKgahIqm6cg+5U5Z5cbYFku7ptUJwVIIMzj8A89C/iPUO7xzBHzQ1tfzQFTES0ClgwUHhKwGNZ/D6DrXjx9cMdTRUkAJjjDM8kjFpJ55G11FTO7XLPIxZiTySfb91bm5ka4lyzfsA8gPkBgDphNwlHxZP+H59OyZs8kqTYXFm+n9Le0LbfTA6UrubUz1PTMxHgm3P9eR/h7Yexby49OruCsKv1IGSiYGzfT839tfSHp36sEdZVqwwsSGH5IP0P490a1IGOrrcqctjqTHOv8AqyAbW+v19sNEwNOnBIG4dS9QYXuGP+Bvx7YKEcOnVkAx1mjcEWBFl/2Htsgg1PTisKk+vTlGwKgD/ePbEgJr0qRl+zpziAYHmx+v+uPaOTgOlKAs1B06wBRGP9f1Ace0knEdLVGc9LjbVKJ5AT6rsBa305+vsg3aZoloPTo+2iBZH1H7OjO7PxSWjAW9gCSoHPuN7uUyzE16k6ziEMAFOhtpKSFESyhOB/Z/p9T7TGlDTpcuB04eGICwsSfz/Tm5NvbA+XV+mbK46N42IUFmH4X23NVsny63UoKjoDNzY1UMnABQk2t9fzx7W7fOVbTXop3O3V4/FIoT0Ec8SpUOpjIBuwNvz+fYyikZowegVLH+pjHUdouTY2H9CPbyyUwemCKYbrCYywNxxb6Ef7zb25VaVr0zIgpTrEYgeP0kfQ2tquLi3uwPmOmDC1KjPUV4PyVtYc/6k/6492DEHppoyD1FamB5HpHPNvbokPSZoTWvWP7c/Qk2/wAB7v4i9UMJHDrG0YW45P8Aifx7sGB6aYEY64+Lg3BP9Bb8/j3vxPQ9VCMT1kWI8cWvbnj8+6mQHierGNlweshib8E8flR7r4vV/CYjrwXSebk/2Qf+IHupYt00U6zIL8sdBvY8+68OrqhAwOpUZJBAFhwD/j/j7bYAdOKG4dWa/Hr+bN80/jL1JtXpDqTe+08P17sn+PNgMdkuvdq5uugO5Ny1m7Mr58pkYHnl11tfUuvkY6VIQWVQBJ/LvvJz3ynssOw7NPGltBr0K0MbEa3aRqswJPc7HPAY4DqMuY/ZvkTmreZt+3mCR7mfRrZZpFB0Isa0VTQdqKMcTnieiN9rdn7u7q7J3t21v6tpa7evYO4sjunctbQ0FLi6SqzGUm89ZNT46iVIoVZjwkagD3HG87ve79utxvO5MGnuXMkhACgsxqSFGB9g6kLZdos9i2u32bblKwWyLGgJLEKooAWOT9p6R1PXzQhSBcre9v8ADgH2TPbpJXUaA9HqTvFkZ6fqfc1aYvEfRY8MH5t7LZdqgR9dKnpbHukzDQTp6PH8ZP5mXzA+JGPG3up+zHqtirPLUL11vfHU27tm089TJ56h8VSZC1VjhI5aSVcZV06yOzPIGck+5Q5J91OeOQrcWWx3f+KipEEqiWIE5OlW7o6nJEbICSSQTnqMOdva7kjnuY3292n+NEAfUQsYpSBgayvbJQUAMisQAAKDo/s3/Cij5nyYr7WLrP44QZIwhDlk2p2K7CTTYzJRS7pMQY/UA3W/4tx7lBvvR+4Bh0LaWIb+Lw5/20NxT/J1F0f3YeQRLrkur4rX4fEgp9lfp69VrfKH58/KX5iTUsXd/ZldlttY2o++xWwcDS0u2NiY6rClY6wbdxColVURhnWKsyDVFQisypKqsVMRc5e5XOfPbBeYrtnhQ1WFAI4VPr4a0DMM0ZyzAEgNQ9S/yd7b8mcjIW5dswkzijTOTJMw9NbVKqcVVAqkgErUdLP4rfzIPlV8QdjZfrLozde28DtTPbtrd7ZGly+yNu7iq5dwZHEUOCqahchlYXmEZp8dSqsIbQpDMAC7XVco+7XOnIW1ybVy5PHFBJIZmDQxyEuyIhNWBNNKLjhxPmekfNvtPyZz7uke68xQySTRRiEFZXjGhWdwKKQK6nbNKmoHkOg47F7J3z8guzt2dv8AZNXR5PfO+q+nye4shjsXRYejqaynx0OMikgxmPRIYh4YIwwRRcgsbsSTD3OvNm58y71cb9vDq1zcMGkKqEBIUKKKtAMAcBxz1L3JfKu28t7Jb7Fs6Fbe2UqgZi5ALFjVmqTljx+zh0LfSW6939M9g7R7R2HUU2P3hs7JDLYGtrcdTZSmp64Uz0vkloK1XikASRgA6mxsRyB7A+y877nyjv1tzHsbql3ZvrjLKrqGoRUqwKnBPH7ehtvXJW182bDccub0jPa3aaJFVijFag4ZSCMgcD8ujk9//Nj5LfJ/YtF153BuPCZrbFDuKg3XTUuN2jg8HULmcbQ1WOpJzWY2FJCoirJwUvYkgn6D2K+fvvB+5PuXsq8v81XMUtqkyzKEgiibWiuinUgBppkYU4Gvy6CnIP3f/bn223p9/wCVreWK6eJoSXnkkXw3ZHYaXYiuqNc8RT59F56j7L7H+PnYGG7P6p3BUbW3fg0qoqesSCCso6yiroTT1+LyuNrVeCqppkNnhmjYBgki6ZY43UCcmc+cy8h7/DzJyxcm2uoagNQMrKwoyOjAq6MOKsCK0YUZVIHPOXIfLvPPL83LnMluLm1moStSrKymqujqQyOp4MpGCVNVZgTP9k/zQflt2lsrc/XHYOb2BujZu78VVYXO4TK9ZbSmpammnGqKeNhAGiqKaVY6qjqYmWSCeOOaJlkjVhNm8/eg90+admuNh36a1ubS6jMckb2kBDA8CO2qujUeNgQyOqupDKD1CWz/AHZfa/ljd7ffdjhuba7tXDxyLdzggjiD3UKsKo6GqujMjAqSOmTp7+Zh8tukeudrdU9e7v2zjtm7OpKmhwdFWbH21kqmnpqrIzZSZZq6shaWQmaeRtTsTzb8e2eWPvJe6XJfL1tyzsN3DHaWilY1a2idgGZnNWZSW7mPE9O8zfdz9rucN/uOY99tJnu7tg0jLcSoCQqoKKrADtUcOkr8c/mH3x8cMp2Fmuqs9hcTW9o1+LyO75chtjC5lKyrxNTX1VE1KlfEwp1V8lVFkh0q11BHoWwF5N97+fvbO53C95Tnihk3Rke4LwxyamjMrLpDqdArM+FoDUV4Cg35y9lORPci32+y5pgklj21XSDRNJGQJBEratLDWaQplqkUNOJ6id1909lfJTeydjdqZLH5XdCYTH7fFVjcPQYSD+GYyaaekjakxqIjMGnkvIRqIIBNlAAG9wPcbmj3Q34cy82ypNdCJIdUcaRLoQsVGlAASC7Z4kUHADoZ8he3nLPtnsh5b5VieK1MrTaXkeU63Chjqck0ooxwHHiT0pegfkD238Yc9nN0dR5bG4fMbhwq4HJzZPBY3ORy41K6PILFHDkY3VG8sSHUtjxb2q9ufdTnP2m3G43fkyeOGa5i8GQyRJKCmtXoA4IHcoyM9U9xPavkz3T2yDa+cInmhtpPFjCSvEQ5QpUlCCRpY4OOs/bny6747b7S617i3vncNXb76jrcRkNk5Cl2xhqCkoanB59dzY5qvG00QhqVWrUOyzKwIup4NvZ/zF77e4HOXNm2c5cwXEUl/tDRtbOsEaKpjl8ZNSKoV6SCtGBqMcOg7y/7Hch8ncqblyhsMEiWG7LItyrTSOzCSLwX0uxLJWM0BUihzx6GCo/m7/O5XIi35tHT+L9b7SP+3vT+5hj++D70latewH/qEg/6B6iF/uj+zg4WU+P+Xqb/AKC6gt/N++eKMNW/do2+lv8ARttH6/6/2/t8fe/95WB/x2D/ALJYP+gek5+6Z7O6qfRz0/56pv8AoLp4pf5unzolCtJvvaVj9R/o42mLn/YU/tDJ98T3rUml9bj/AKhIP+gelkX3R/Zl8mynp/z1z/8AQXQU9AfNz5HfGza2e2n1RuPA4fCbm3bkN7ZaDI7RwOYnm3Bk6ClxtXPHVV8LOkZho4AsKnQpDFQCzXjbkf7xXuT7bbdcbRyncxRQ3M73Mge3ilJldERiGdSQumNaLwGSBk9SHzv7Ae3PuLuMG68020ss1tAlvGUnljAiRndQVVgCdUjValTgE0A6YsL8ve9tr9/bk+TOIzmFh7a3ZQVGOzWZfbGEmxs1LU0FLjZliwjxGmiYxUcA1oga4Yk3Zrl+1++nP23e4Nz7m2txEN2u1KSSGCMoVKIhpEV0KSsaioFa1PEnpduXsnyJuHIVv7b3NvKdqtWDxoJpA4IZ3FZAdbDVI2CacB5Dpj+SPyx7w+Vy7Oj7lzmJzabFfPPt7+F7bxGANMdyCjXLedsZGhlD/Y0+kPfTY6bajd33G96eefdUWac43Ec30PimHw4Y4qeN4euugDVXwkpXhQ04nqnt77Ock+2DXZ5Pgkh+tEXi65ZJa+D4mimsnTTxXrTjXPAdJr46989ofGLe+Q391Fk8diNy5XbdbtGsqsnhMbnYHwtfkqTLVMMdNk0kRHM1DTkSoAwAZb6WYEl5C90+ava/eZOYOUZkhuZYWgYyRpKPDd45CArggEtEncM0BHAno2569suWPcvZ49i5riea2imWdVSR4iJFR0BLIQSNMj9pxUg8QOl78hPkf3J8q63auT7mzOJzVXs6jylFgXxm3cVgRBT5maGorknGMjTy6mp4yuu+mx021G9Pcr3s5291Li1uOcp45nsldYjHFHDQSFS1dAGqpRaV4ZpxPW/bn2a5O9sba6g5RgkiW8ZGk1yvLUxhgpGsnThzWnHFeA6hfH/v3tv4s5/cG6enMti8JmNyYWPA5WfJYHGZ2ObHRVyZBIYoMlG6o3ljRiy2JAsfbPtt7x84e1u43G58oTpDNcxiKQyRJKCgYOAA4NO4DI6d9xPaPlL3M26DbebYZJYraQyoI5Hio5UoSShFe0nB6D75SfIft35R7jwe6+4stjM1mtt4JtuYqfGYHGYKOHFnIS5IwyQYyNFdvNNIQ7Amxt9PYg5z92+bfdLcrfducJklmt4/BQpEkQCai9CEAB7mJqc9EHJ/tVyl7abdPtfKcTxRTyeK4kkeQl9ISoLkkdqjA6VXSn80b5jfGTAUO0dp7+oN37Kw8MVLh9pdnYgbux+HpIOIqLF5NZaXKwUyJZIqWPIiCNQFjjQD3Mft594X3N5Nso9qsbwXVpGAEhuk8ZY1HBUeqyqo4BBJoUYVR1EXP3sL7cc3Xsm53tmba6kJLy2z+Ezk8WdKNEzE5LmPUxyzHoadyf8AChf5izUb0ON6/wDj3gqtgU/i1LtXfdbUx8W8kFNk9xywBvz+5G4/w9zU33qvce6t9MNpYRNT4hFOxH2Brgr+0HqG1+7H7fWs+qe6vpVH4TLCB+ZWAH9hHVT3yM+ZXfvyq3JBufvTsnMb0qMd5lwmIcUuK2ttyKob96Pb+18QkFDTM4CLNOkHmmCJ5pZCoIhfmvm3m3ny8F/zTePclK6ENFijB4+HEgVFrgEhdTUGpjQdS/ytytyxyRZmz5Zs0t1emtstJJTh4kjEu1MkAnStTpAr0P8A0n/N5+ZHxw6q2r011ZvXaWJ2JsxMtFgMfkdg7XzNbTrnM9VbkyAqMlkIHmlLVdZO6l2OlSFHAA9j3lT3f9xOUtjt+XdjuI47W31aFaCNiNbtI1WZST3Oxzw4cB0B+Z/ajkHmne5t/wB6gke5uNOthNIoOhFjWiggCioox9vVbe9Oycpu/dG5d356phnzm6c5l9yZmanp4aOnlyucyEmTyEkFJThY4kaWVysaKFUekAAD3H09tcbjdy31zQyTu8jkCg1OxZiAMDJNAMDy6HcN1bbfaRWVtURwosa5JoqKFUEnJoAMnJ8+gxr93Dn936AgC9/9c+zO32YkA06LbjeKV0npD5DdkpLaWJ/qb/i35Ps/ttnQEEjojud2kIwcdIytz1TKWAYkEkkFvx/W3s/h26JBw6IrjcHLHPSXqK2V2YMxJPqJvcD2bxW8agUFOiiWZn+Lpknl1G9yALgk3It+fa2NCT0kd9Izx6Z5Zb35sg+n+Nva5EIx59InJHUB5hbj035sf7X+PtUi0FD0maTFem+aYLfi5J4X/H2+i6j8ukxJP2dQjI7j1HT+Pr7eVVXI6qWUcOsfC8Xvq/N/p+L392AJ6pqBNacOv//S19w5I/oRb/bfi3+w99D+pLXB6caZha4HN+Li/wDsfbE1a49OnDnp3p3tpFv6f4fn3Tr3T5E9gpJ+jEn/AG1vx7917p6p5L2H4sOPpb3o8OvdO1MSCLmw5P8Arfj3Tr3SlxkhWYWBZrjlf6H37r3Qy7dhkmCA3ubEgCwt/j79xx04h9ehgxeKEqDShu2m/wBTx9Pe2FR050usbgFYJ+3f/XBv9f8AD2n630t6LapmZbREqbC4B/p9PfuvdCdgeuJ52jtTkg2/UvPJ49+690Y3avTtZVeLxULMfTc6Db6/jj2mb4j1TIrXozW1uh5U8T1kGlSAQNPIX+nvXT0TYI6HHFdd4bEoNMK6kH5H5H+J91Ir0905zRRUSsVRQoJHH9Pr9PbPW+kpXZenVHIYBgDbm3AP096690G2U3aiMUaRLj/o36e/de6CHPb2WF5D5QFFwOf8fbbfF1rz6BLc2/UUsVm/r/a/p/re9dPdADunsVArWnGof1c3HH49+690Xzc3ZDjyKZifqdWr/YG49ssdR630XrdPZYCsFqzckkhW+vNuB7r17oEstv3I1rusUrFW1Alj9CeAR7q/wnqytTpET1FTWOWqZWkJ/skm3+vb2m6fBqKjrgI/62H+t9ffut9cyB/r/wCvz/vftpxQ16311Yf0H+2HunXusqRqVuR/vA966uOHXfiT+nuh49W6xSU4sfSObEG/9T+feuvdQpISAARqB44/HvR4de6bpaZb8AWPHJueBYi59sdb6bJoLKbfS3Nz/vPvXVxw6Yqmm9RtYH8/002/p7YYEHPVumCppwQdPBFyP6XB5+vvXXuk7VUoPNuQTq/qSP6e6P8AD1sdMksDEWNuRYc+2Dx6eT4emWeAxk2Atci31v7oxoK9X6hpRPUN+0lhexJv+PrY+2et9KTGbc8ki6lLXFze/J/xv70cDr3QuYHa6qI7xfi30H9L/wBPdDx6utehRocDDCqDSL6RYW+h+nNveurdLCho/BZFX6ckj6X/AB7q3wnr3SvooXXlvoStv+Jt7Z630tsfaEhlIFxf8E/7z7o/wHp1FNNVen45ECMqz3OmwtYfj6W9p+nOmCqr/wBfJ9X1HHH4PA9+Ir17pjnrtF9LG3qJsPrb2n630jMrW62JDEcgm/8AQD6D3scOnUGK+vQbbir2gopK9DIs2JeHL0ki2DRVlBJ5qeRD9bqwv7abj148erm/lBk6rP8AQvxs+Wm8O2JttU+/dg0G2cltTGTGDK71jwnixs+MzBjIaGiMeppJBySPeuvdFJ+WW36nZ3wmxNHj4mbrvcPZ1Hv3qqtiysuYxsdDnGSLIYejqp2Z1ERDMVNvr7Zfj1vqrA158r3ZrBvp/sf6+/A0FOnV+EdOtPVhraSQeAA304Nzz7TOKN9vWz8XSkoa9oh+sEW+nHHP+PunXunb+KaiAGIP+w9sEUOenI/jB6zrX6vy34v/AK/+HvXSjrKmQI5LHSD9Lcn2xMc9aPHrmciTexNjz7p1rrKMhoGrUQXFx9Bxf8j3U8OnYzinWJ84sZ5kPHJsBYW/r711frFLnlI1CW4NuBbn20/HrY6bpNwnUgBvf83H+xHts9WXj1AqcwzMWMhBJFwtrW/2PthxQ9KOmSXKu5KmQ2JPFh+T+PdOvdN8s8bc3N7jj8/T20/HrY6aallkBYf0/PH549t9ODh0zSoNRIPP+FrXH590PHrfTa621AgX5v8Anm3vXXuo4C6rkA/7x/tz7Zb4ut9ZYJKygyeMzmHr58TuDC1UdXhc3RkrWUNTCQw0OLHxseGW9iOD7p051cV8WvlRsftn+LRd07hq8Z37DQ02AwvXaxRjrrvDCNF9pJS5GJ/2xWupsAR+o8e0x49VIPlkdFL+bHxQpehMzP2T1xtfceD6oyzxT742NloZarN9PboyL+Qw1EcGphi5mb/J5WFhf6gD37y6uGBoBkDgfXojasZFDRMHidRIjqyskinlWjYXHP19piAPt6eUktXrryekrbk/U8cr/gPdTw6c6xn6DTwbH83Nx9Pr7p17riKhxbU1wxt9eR/tvfiMdXTpwgqGNxf9JseL8f7H2l6v08U0pJBDWNz9B+P9b22/GnXh07x1Fh+T/vr359t9Ox/FTrMKsgXOrj/W9sy8enj1iml1KR+CL/X8n/W9t9a6iQizj62/p/Tn8e05OerrxHS/w0i2jsCCCOeOefe+nuhYwhA0E86rH/efz7ZPVOhZxGkAA8ggAj8C/wBPdH+HrY6fKin9F1UAE8f149tdPD4e3PSZnWzOo+p/P+8e2pAePXs06x+MKFJ9RsAf9f8AB9t+XVThupKzaW0H82/HP9fabpYjalz1NWRWH15Fr345Pv3Vuo1TOFB+oIsf9h+R7Y6r0yyVtyyrf834H0/w9+IrjrY4jrumqh5RfkgkE2uD7Z6f6WGMqxcAG3A/Av8A7D23J8HXjToR8NUHUPV9f6W1f159sdbjrrx0LmDIcRuTcem34t+OfbT/ABdKh0I1KqJGrWGr/Dn6j3Tr3WSoqgFULf8ATcm3+H19snj1ofF0h8pWAFwfrz9bA/7D37p7oOsnUA3sbDkm/wCb/S3/ABPtjrfSRqZVYm1iLA3P+2Puj10/b1tePWLFYOTK1awxxhy7L+m5tz/T/W9sdOdHf6d23jNuU8tVk6ZLJFqLOtubXFiR7Zf4ut9B52Fvakq9xinom8dNFUaVVT/tWm9/dDw6sKVz0E+98VTSVorLCcyRqxa1woZblbj2lHHpR9nQbfwKGQO6IPUT6vyOOFHvTcOt+eep9Lt6Zbfthh6b/hiDxc/4e69bUEmg6Nj8cu7N4/H3cK5LBRSVuBq3T+L4BSyxSqDf7hAv9v6+25Rw6d8utgbo7+YBsDMYKk+/3NT4yrk0PVY3MN45qXi5hBfgi/09rLTc7q0j+LUvz/wdBXeuT9q3t/H0+FJSmMAn16XXbXy32fuDDpisJXUVU1ZGRegIkcqf7ZK8Ae67jurXq6NGlR/PqvLvKMHL9wbsy+JJ5DyHVMXzL70rK/bKbGxc8lBgpJDPXUsblZMlUHnVUkfUf4H2THK46GoGTXj/AKsdUu7orgfMxsvBAFhxxwP9h7S8OvdF6zUrTTMuoHVfkD/G3vRx1dKVqemEQ6Rbi9/6cW9+1dOihHXPxfQ8XH9PaaQUbrR64GFdNtJ/rx9P6f7f3Q8OvdN/g0k3B0kMQBzb+vtn7enxwHXMILG1wTzY/wDE+2Za468esiu8Z5uQALWNrf63trqtSD1KStINmOof0tfi30ufbDfEelaNqXqdHUI9ubEkD/Y+69X6lEXA+h/334Pto8eqdRpFB/s2Nv63/wBb3ry6dTh1DkhVh6rXP5H149sdOdRXpyRewsLX/wAT+D7al8uqnqBJSK5JK/Tgg8e2ulSkaMdM9RRX+qg2vY3/AE/0v7TkUx1bppmx6txpBN7nkjm3PurcOvdMlVi1AZQLG3B55P8AgfbfV14dMstDNH+mw5Ivz/rgn37q3UWzD9Vv95v7YPHrfWWIi7D/AH1x7akHA9eFajqYCDawP0+v+x9tdPdSY/r/AMgD20/Hr3TnT8EAtY3/ANgR+bn20xPACteno9ZWi8OlTt/D53dOewu09p0TZLdG462PH4ejCSSKGdtMlXULECRFELszHi3u8MYdqyGiL8R9D5D7T1c9lTSvVym9c/1d8AviPuTbHXk6r2t2hixjNy93Z1aaaeq3DMgbJYra8FOWmjip18lOCygFgD7M44/rZxBaxeLUYANAFHp/l6JzI1Rd37eHHGalBxHpq9a9VD5n4afKCbY2N71r9v0cPVW6ceuaqd41mbpY5anH5Bi0EmSjeXyLUVDXEaFbk/j2bxbhtdpC0Egbx4+AoCqsPT+j69Bvcdr3bdrxLi2P6L4IqR2H5etOjS/G74B1nTkQ+QPysnx/WPWCUkWc2hUVTQV2e3JTTRiWkxNHhZS3klqwV0Notpa9/aDet5l3WCKztmZVArLwFW8gvyp0r5b5btNinluI18SVj2VzpHmT0oO1/kVnexqj+DbExEPUvWePNRS4LCbbpYsNnK/HSr4pKnK11CEcGoX1SIDYg2PsGyk6iVapH7fz6GqoPMVLZPp+zoCqCmgpIvBSwRQQ3LERCxlkJ5lmI/Ux+pZuSfaYszHU/Hpagoor04xLq5B4ve5/P9Rf+vtmU0X59Xr0/bc3LurYm5sXvrYWerdsbxwsqSUWToppIVrYo3DNi8xEhAnppLaWSS4sfp7qkrRjT5HiOqEKahgCD6+X2dXlfH/5C9QfM7b1PsXdmPwvX/eFFNDU7q2fJOmExm+zSAGk3HsqvTQI6qNx5ioYFjxz7MJYFuYBNEQW4UPmPSnr0UM91tkumUGS3bKsOKt/SPp6dFu+TnxE3HgdzTdkYGDakO7nycMFK+fSRMH2ViqHmXb3YNIFKpV6Rpp68AyXtZrH2osdxNmg27cNbWpqVKf2kDeqf0fVeB6Rbntcd843TbNCXmA6v/ZXCeav/TH4W4jomHb+1t6793Bt2q6/x2O65zO58FFhsbS4+Wsxu5MPu2ia38PNegRvE7j9hnYAoV5932y+g2zVNcsZYFY/EAUcH+jw1U446Y3nap90ZYLNPAuGUadLESIw8tQ/DXhnouGUyvcO3TkcvurYlf3Lhd3RzdTd+/Hze8f2+coMpih9jR752PXrf1yxhp3qGYc/2vYzjg5elaOBJhYXMP8AjFpexE6CDkxTD5HAA6AbScy28kk88f7xs5/8WvbCb4wy9qzwN6kZJPSI2n1/sHJ43I7MaHuPF7ex9BUTdb5qgytLntpbSdXaV9n9g4yqmbVDG90MjxkADg+9XFxuVyP3lePbNNMw8ePT4cjgcJoWABBIzg9MW9ns1nXaLVbxIIVP00obxYkJyYZ1JOpQcZFAOgf2R1jsXpHsDI9iZnsfe/XHZX2/8S23XbCil/0a0lcFMdJjd2vQehqDJBiZUe6r9CPYi3Lft33rY49lt7WK7smqkhlINzQH44651x0wRk9BPaOWtm2PmCTfpryaz3GOjxiIEWlT+CUDt0SVyDgdK/anRPY0j5/LVfW2DfsPdeRO8Ng9suExGxEwNZLrr8Scvj7NBO7M8sbhhe4BPstPMmzRG3s4r2VYFXwZoKmSTWPhl0PgjgCPKnRyOUN+mW53KSxilnZ/Gt7mixR+GT3xa0yp4sD5+fRw9h9Zb+23k6XBdp9Y7SwUuXoYdzYjdsOfp9ybC3Hjsct6jHyokkujKT6hpOnUzDn3He7zxMJPoL2SfSxUgoY50Y+mB+kP5DqSdmhkQxPuFhHAGUMtGEtu4AzUVNJm+zJ6Bbt7rTdlF3JX4b42btzk/wAjt4bafcefxOZnixS47a0SlIMfNkldND2AWnGu4XTwPZ5s+4W82yx3nOMVNphk8NSg1MZafEq5qPNjTjXoO75td1BzDJY8jzf7u7iLxGEh0IIv4XfFD5KK8KdJfbHTvzk2TUbbqu4qKlxeA3ZN4Mph8/2bHmsLvqirbq23qzCz1bgzuOPVH9bezXddx5GltpJOV2kmlhGpKW+iSFh/ogcLUKPPPQf2ay5+F8tvzckcKO2iWtzrjnU8IvDZqEn7Oju9ZrsHpfqfG7b3fiF2xU0WQyYotsbpo45DjcNU1jVgeqpAGpqiKnlIeljmOkqq+473Fb7mDfZL/wAXxAVQvLEeL0AP9IMeDEZr1K22tYcvcvR7dJD4bFnWOKUYVNRI/olRxUHFB1XtvbZ3d28OzKCo6+7dzvfvbG6t2vk+r9trUU9XsLZGyopQf4nunayu2KpAE/Qll0gcD3Lm2y7LDtYtrqwXb9rjipcPlbmeb/hcppIc8TnqD90h3qTffqrfc23Ld5ZQbePBtbeAeUkQJiGMD0p0YfFbT+THRHa0vY/yc+RGyN+ZLH4+p2vtrqfqGmw+f3VUbj3DjjTQ09DgqJPtqKGCGVxJUuQFIFmBHJFcy8m8zbObDkzaprQxupku7osIwiHUau2XJIpQdHUFrzzynun71583mC98ZGWGxs1RnMj9oIjXEYUHic/PHQhdc/y/+oMVhcJv7Ndl9K/HFctknyGQ232rkaHdvY+a3Jj5jXUO5ZLGoMS1DvdqcMEuDce1+4808zbmzRRTPPEIlSMwakjUUoUIFB5ceijbuVOU9jdPqrVYJnmMkvj6XdzUNrqanzqR8j0vsv1jujuHfG59oddZDu35Ebi29jqbKRdmioxvWXx/2g9KgRcvhVw80CSrGgNOx067G9r+ywrBbbZHZ7fBbWo1DxwxM1y1csW1VAXzHz6EyOZtxm3feby4mUKVt0jURW4X8Ij00q3AE+nUmt6C2Vh12nW1m4qZe3KapnGfzu4Xk3btyF3UI2xupmzuuZ5kIvU17KGs3pY29hTdN7kjNxYWIeSzPxFOzUf4ptONIPBeHQm2jl5XS23O98OO8NSqyd5RDxWANU6yOL8fn0cLrno7JfIHd+yod8bMqt0LFBJgNibI3JIU2bth6cGOXdK40kxSThh5S7r/AI39ghNxvLaL93bNIFmlJJkT+0IPFdXkg9B0OprDbvFfeN2jJt4VFUf4AV4PQVq5PDHT78tf5h+F+APXWZ+JnxZz+A318m87i58Jv7trF0tMcP0xi5lKTUWHmgGiXJaWMa3b9uwIIPuTOQtji2S3k3e+OsuRRz8TNWpWPzz+JjwHDqJ+edxPNs9vDKGgtYCSttwMh4K83oo4qv7etaDy1U1XkcplK2szOfzdbNldw7gyUrVGU3BlatzNV5LIVEhLM7uS1iTb8ez69uJr+YySEACulfJBWtB/lPE9EkLaO0AVIA/Zw/l5dcxNGW/I+g/P+x9ojGw6cVwfix1m1AWKk24t/sfx7oQRx62WAFes6SEAk8n6/wCPHtooD1YEEY6zpNYnUCLgEH/X+ntl4xw6cVyOpqSut/WbNwbe2WWnT3iE9TqerkuFLHj6XA/B/Pth4gx6UJPT/Vnp1jmYevVYfgX5P+v7SvHinShZKitenKCYOFH5uLDjn+pv7QSx0r0thl1DPTrDIQ4BAAP1A/J/HtI1COlakUz08wOVN7+k2t/xv2jlWpp0uhclatx6eaclgWvcE8/0+n9PZfLXV0vBFMHoRtnPpca/p5AUt/S/59hnewWSg9OhXsBCkV9ejX7PdCiC9iQOeAP9v7jZxRz1JcZBjFOhahvpX82B/wBfke6+R6fU16kRhQtm4JJJP1P+39sdOdYaxlEZLX+hsf8AD/W90k+AnrRPQL7paPVJYD6H6gfUj/e/blmD4uOkt2aQGvn0B1dcVTfkG4AB9ja2WkOegFd0Enb5dQD9T/yP2/0l69ck3PPvXWiARQ9eKLJ6SP8AjX+xHvdSOHTbKVHy6jMpUktbT9B+fahWDcOqUJYMOHWBwCSCOB9B7tU9NygY64aF/p/vPveo8emSKjHXAwRn+v8Are/aj1TRXjTrgYPyDcf0P1P+297DZz1qmniOuaJ6h6bW/rzc/wCx97Y0HXjTz6meMf1Fv6WsfbXVesXiRWBYBhe9r82H0HvdT177euRRGfVoFrXsB/hb6f6/vXXuuzxwBpB/HB+v59+69556zxgD6H6j2yxbz6sQo4dd203sL/T6+69WUE9dguOeADf3sgEU6cpinWYPzcgf4kcf7wPbRQngemzVTnqVHKADcfX6H/Ece6GNut68afLr3mPI4I/1v9t7rQ9b1DrvyAAHkX44/wAPfqV69qp59O+EtLVJ9SC1v9h7Q35KRHHS7b11y+vRo9m41GSNtN+Bpv8AXj3Eu93ZDMvHqWdjtQQuOjG4DGKRHdVJt+Ofx9OfYOehGo9DNcDSOhGgw0bRjUlh6QP63tx7a869b6TO4cRHBA0hTgLcc/7Ae6saLXra8egQy80SMRpv9Rx/hx7NLNHcA9FN6yxlumOGriDfWxP1ueLf09mLwkr0WrKK1PSvxFbGT49a6brwLf7H2SXtvIFrThXo4tJ0JoTny6F7b5SXQgK8/Qk+ySgHRqRXj0p6ukVUWw5HJ5490evnw6UxUZOkXl4QeBpHqJ4+lre2waHpxl1Jp6Hzb3w67Q3X1xT9t43N9RU/Xc1TR42r3Vmu4evsBQYbcVdRx5CHameizNdBNS5MRSxyPRyRawp1crc+5n2n2c5v3bldOc7W425drLJG1xLuVnCkUzqHFvKJJlaOcKwJiZdQBrwz1C27e73Kez8zPyddW+4NuYVnWCPbryVpYVYobiIxxMskGpSBIG01FOOOg47V+Oe+eqdp7Y31uCv2Bmdqbwy+Xwm3c3sbsXZ2+6PJZHAwRT5uBG2vV1JT7QT06z+ULpMsY/trcu5k9veYuUdmtd+3GW0ntL6SSKGW1vLa7V3hCmUVgkenh60DaqULr6jpfy7z9y/zZu11se3xXUF3ZRxyzR3VncWrIkpYRH9eNK+JocrprUI3oegbowBY244/3j68e45nepNePUgxqBgdPsBQKSwB+ukf4+yxznpehVRnj1FmPkdYIIZJZpnWKKGJWklmlkbRHHHGtyzMSAABcn2qtYZJpFjRSzEgAAEkk8AAONfLpLdSJGhlkIUAVJJoABkmvkKdGK+Nvxsl757JzXW+f39heoMpt7H57IZam3dg9xV2fjXbOLqcxuCCLb9FCgiahp6SZqs5CqpQhCxrrmZYzMvtr7TSc/8AMs3LW5bjFs0lskryC4imaUeBG8koEKKNJiSNjJ40kWk0UanIXqIvcf3Uj5E5ch5j27b5N4juHiRDBLCkR8Z0jiJlZjqEjSKI/CSUkVY6UBbouWPKSSAWB5uObf7yPcMXQKcOpfgo7DoR8ZSRyhSUuLfT/WHsjapapPQgRNMYPSnwm0X3Jm8fg4MjgsPNkpWgjyW5MvSYLBUhWJpQ+Ry9cVhp0OnSHkYLqIFxf2Y7Rtz7xuMW2xzQ27SnSJLiVYIVNCaySuQiDFKsQKkDz6QbtuMe1bbLuEsMs6wivhwRNNMwqBSOJAWcitaKK0BPl0MO6v5f3yAi3AdkU9N1rW9iVOIOeoOt6LuDrSffOYxJpWr4q3CYI5MNVeSnR6iKKFmleMa1QrYnIG2+717mWO6jl6UWL7o0fjJZJudg13JEVLh4oRPWQMgLqqkuyDUFIz1j3P7++3N3tTb9Gb1dtEhia9fbb1bWOQMEKSSmCkZVyEZmAVWOktXHVU/YWOrsHX5LFZaiqsZlMXV1WPyWNr6aajr8fX0U7U1ZRVtJUKskU0UitHJG6hlYEMAQR7I9rt7m2uWtbpGiljYo6OCrIymjKymhVlIIYEAgggjo43OaCeBbq2dZI5FDI6EMrKwBVlYEgqwIKkEgggjoou58qIJ2OoizNxxYj3L+02niIKU6inc7rw2P2nqDjNt9g7m3eOv8Ds3dOW3wZcjDJs+hwWTn3JA+Go5chmTVYdI/PEtFTQT1NY8qKsEUUkspSON2AutOXb2e7+hihdps/phTq7QS1VpUaQCWrwAJNAD0ErrmCzt7T62SZFhx3lho7iAtGrQ6iQFp8RIAqSOgsqc5K5bST9Tz+f8AX9vxWKKKU6TTXznj0n6jJTyXPkOm3P8AvXszhtVXJ6LpLh2FOmCpmYkEsSOfr9Tf8ezBFA7V6RM+C3p0y1U2kHi1z9P68fn2YQRmlR0Wyy/jJ/Lplnm40r+oj1G39frb2YpHpGei9j5dNk0ulSoPP5/r/vPtQiE9MswAz0yzy6/Tf0j688W/p7XxJjA49IHkrWvTXLKCo0/T/E8t/r29rUSnSOR/Ppsnn0gKSTcXUcXH9L+31jr3DphjXI6glyfUxuf6fW5/w9qAoPTRapp5ddFuLseP6fS/5t7cCgdMs4XB6xGVL2tzccH/AF/oPbgU0r5dNmYnA4df/9PXwjP6bn68X/3gH30PHUmJx6cKf8fX9X+9f4e2JO5qdXJp08wtbjji3+N+fp7p17p5g/Sf9f6f8SPfuvdPsGkqn+wuQP8Ae/euvdKbH0M9S40IwFwbkfW/9PdOvdCrgNsSOUtEwc6WJ0k/X/H37r3Q/bZ2tL+0fG4+nFj9foPex1ZWA49Dzt7aNQ+hRC5ayi2kkHm/197qAOnAQeHQ57Z6yr6940jpZmDAWIjYgf4fT2noTny6v0anYvx1yuQ8DvRSBDpvqjNjfn6Ee/U8+vcOjkbN+N9NQrHLWUdyFXjQP9c+2nngTBYV6qWA49D9jOt8PjIgsVNHCVVSLoLlgPr7RGda4z1osPLPXq2OKgVgoUhQRa1uLcW9vdKkAVQOg2zOWgjikYMoKgm17H6f4e/dW6BXNbvjQSr5U/tH9Vv7Ptg18+t9ATnN9pCzqZgPqP1ce9de6ArdHYKozss445vcX/17+/db6APcvZkWg3qAf8NVje/9b+22qT1ri3Red0dnMoktUKV541/j/Xv71070XDc/aaM0oFQzMfoAxPN7e/de6BHMb2yOQc+ORgpuCbn+v49tOM162OkbK89S2qaRibn829P1/P8Aj7p17rikar/iT+T70wqKdXSlc9ZgbH6X/wAPabp/r3vXXuuj9OBf/D3pvhPXuu1Fz/hfn2x1vqUi3UE8fXjj+v8AX3rq44dc/GDfk3/A/r7oePVuveI/i/8AtveuvdYZYrg8E8H/AA/2/vR4de6bJYbEm35HBt9fbNMV631Cnh4/T+OPpb6+69X4DpjqYWJIAtyebC3P1HHtgkk56sOHSfqICt+Lgg3PHH+x96690n6un5J9XBva3+Huj/D1sdMMlI0l9KnUTx/Qf4AD2wePT0fw9eiwEtS1yrc2+guD+D7qeB6v0q8dtWyj9uxJNwRyTb2x1vpeYzbgj0Np+gF+CP8AD37r3Qi4vFrEoutv6H+nFub+22werrw6VMFIOFA9RABNuBxfn3rq3ShpaAadTWv+fp/re9Nlade6dtKRLxaw/rbi359sdb6gtlEhurNyPpyfz7o/wnp6M1FOob5hmuA/4ve/0H19p+r9QJMtqN2f8cXIv9fejw691BlyFgRq4NyR9b3Nvz7Y630kcrXoxbmwB4sf6e99PKKDoPc3Xielq4yQwkgkjKXtckWsPbR49a86dW8YCLam4PgT8Wd69gbWyHZDY/d2c2vtrbUUxo8dmseKhhXYStr5bxR6QDJ9LnTb8+6+dOtV6CX5k7d2nsX4Mbex+0dzncu2N39rjObUxUVQ09F1ujyqa7ZEMTElWpyGBa9j/T2248+rDqo94tUhPNiSRb+n4490HTqHFOskUjx3/BB9IP8Atrj23LwHWyM16kiuddI1cD9Qvb68gc+2evdOEFe4FiwuT9T/AL17ak+IfZ1aKviU6eIqxtIJNyR+G9tkGoI6VdSPuSeLnn682At/r+2ZPi60eu1q9P8Ab4+hHPF/dOtdRqrKFF4YXsOf8D7qerKaHpL1mZIItIBcsObfX/H3rp7pml3CVGnX/T6Hj+v49tycetjrAubLMp1H6XtcXUn22adWSurqcuR8n6nP+Jvz7Tvx6f65/dg/pP8Ar3b3TrfWM1ZbgMAPyPqfr/X22/HrY6jTVBKG1v6fU83/AD7a6uOHTM9QyMQT9D/U/wC9e6Nx6t1i8+q/5v8Ai5/4n3rr3XXkF7FTb+oPtl+PW+soYtze/wDW3AP9AR7p1cGvXQgl8tLW0tRPQ5LH1MNbjMrRv4a7GV1M4mpqujmHKsjgEc/j2mPHrYFBTq4P4dfNbE7tz2T2z8k8/FmO29xbem2gtfvSGKu687w2aKb7Ubc3dFKBHT5aKPihqmI/ct795U68BThj5DomHyl+J+T6LpX7m68xGZrfjXvHP19JhqWr1Vu7OtM2k5FZgs1RIPJ/Dlfikqz6CgFvaZgQacelK0Cjr3xz/l8/Lr5YYCs3v1V1y2D64oGWP/SJv2Vdv4fIyO1tGLhrwpnQfXyIbe6nh1pnVDQ8fT5evQ4V38n75iJUPQ7Rz/WPY2ap0lar29jc1RYiuSojGo0lNJOxE17EB1Fr+6eVevGRQQD58Oq996bD311hvDIbA7U2VuHr3eeMqJaapxG4KCelgq5YiVY4fIyAJVrxcNHxb3ry6ejye3OOoUVA4402va4tyPwb+0/Vununx2katJ/IFv8AH/D224rnrY6dY6DQpuDYgE8X/HPtrpxDRh1hkpio4U2+trD2nmbSR0+ePUHwlTZiQoPI90GRXrXXkVAb3sbm3+t/r+2Dx6sDQ16VGJlsyqxH1XgH/H+nPvfT4znoXMJVLdAfyB/Wx55Htk4NOqefQuYeUFVYED6f48E/X3R/h630uUs4ANitv1XFvp/T2106vw46Zqii/cBAuGubgAj3V6ac9W8s9Y3ojoUlfpY/QD8ce0w4U6rTNem5qc6hxci5HH+9+2WFD0/F69YnBQEkfT/Ee9dP9M9dUhAbG9h9bm3tjqnSWkyEYJAbkk/m/vY456soqa9RY8rpcG9rGx/r/tvbB49PdLPC5Dysp1XPAFzbgj/D23J8PWj0MOAlDlSP8L35vb6/T2x1tDRqnocttpNMY1hiJvYKbGxF/bchzTpX0KSYjIrAH8DWIBvza/8AS3tvr3Sdr3lhurqUI1K97/7ex9tEUPWh8XQdZiqA8huCRfkn6f0966e6DPIZIa2Vj9L/ANfUPbJFDTrfTI1T52SNfqzAGxN/dG+E9bHHo3/RHXsmSqIa2rj0xFlsXAAsOb8+0/TnQ9dv5HC7PwhoaRohUPEVbSQOSvP0t7af4utjqvipr/uaqWoc6iZC4+pI5uB7p16lSB05nMVFSgik0mHSB/jwtrXPtLSh6VdcqZk1ADTa/wDvJ/Pup4de6VVDpIDOFvwBcAlrfT6e69WBoa9LrENDq8kiIpH0HFiLcce6TeXTp6USx0mQq4IvCgYugBQlCbn6toIufbIpwbPWjk56Pv1rtmjwG0J8y8f7i0he8pLhfR9AWvx7ZcAde7a5GfXqq/5C7zbMbnr0MhZIZpVUA+nSGtwPdCMY6VIO2hzXj0SjcuQVxIC30Umwbn2l630E8jF3Yk3ux/xFr+6HPXhTz6wkc3/IFvfh06oFKjrkAOeBz9ePbUvEdbPXZVbfkG/444t7Z611GaO1+Sb3AH/BvbJya9KF4DrCackj63t/Tj/ePdG+E162euJgI/SSbXuD/h/X2mBr1oCpoOorx/T0m97kKOR+PbT/ABdKY6adI8uulgqgbxxOwHI4YX/p7r1fqfDLVxhfJTuOCDwxH+Htk4PVD1JWqV7BhYnix/JHv3l06nDrJYNfSefra3/E+2KeXTnXAR2uSD+D+Le2ZeA60esTwqTexN/6Ace2un4/h6gS05H9njn8f7YkH2nJqa9OdQZKUP8AVeb8E296PDr3TbPRn6ML3J/FgLC9vbY4V6cX4emipolVNViNTWClbszN9Ag/P+HupNBXrfSkwfTu+N1IJaDCy0sTKGhlq1MZmU/2lR/x7Y631PzXx27MwdMtScfFX6g2qnpGDTf1AsOT7q7KMHz6uF4HoHZqaroamagyFJU0NbTMUmpaqJopka/5Vvx/j7o0ZUAjIPV6ddx3/wAeOef6D6+0z8evDqfJVQUVPUVlS6x09LG008h/45qurSn9Wb6KB+fekjkmdYohVmNAPn6/l5n06djyaUJ+zq6v4S/FHubr3bOxO3127tqDdvf1HPXYmn3VLT026OvOl6GMyZXf8WPqvXTQzQeoTsLEDg+ze42+8g8KAKAWrSp4+r/6X0PRHJvu1CW5UOXFrQOVypc8IgR+P1XiOqn/AJBbsfdnyh3xkNtZSHd+xtjbyWDCx5Cs/iW18rSUQNNk6xKcExujSBpfT9W9mKC32mwSK4GmWZWDGncprgg+VfL5Houvzd7rcobQYQq1P4q/hcfLo+3S+F2PP1tufuT5J53deQ6V2vn6XL7G6ZlrqrD4ztrO0zh8RjaLETMC1DTyi6lfSB9fYZgmmhuCyGlRQniSvpX5+fQqkWREECGkjjDLwQ+v2joD+5u8+xfknvg777IqUpKOiggoNj7Ax7SR7Z2Pt2kTw4rG0lBfxtNFCFR5CDcj2jvZ6uUiFBwrwwOAHy6ftbUWcQjqSfNjxJPE/mc9IJLjSR/sR+Of6D2XPnI8+Pz6UAsPtPThELE8WFvr/X2x0oiFIx1OjFlCD8jkEXv/AF9syr+Lq56z2Kj/AHi34HH9PbI4160ePy6bKuM+ejrKepq8dlMfPFVY3L46aSlyONq4W1wVFNUwkMCGANibf4e7Ru0bBl/Z5HpxPgKjgfXPVqvRP8xnB7lwNH0r8z8etVgJoKegxnd+GpGky8EtKQmN/vLTR+tyhChphYWuT7NQ8F5p1nSaGtPixw+37PLoom26e1DXG3Vck4iJ7fnT0J6OT2v8d6ntnZU29NgbiwbGPEw5rA7uwU9NW0OYixa+bDpWy0v+Yml0qpQkMD9fZakf09XkXXGwNB5L8z089ylzRI3MMymhqMsf4R6gevVam59p9w7265qsruNcXgN3YGvrDLu2CiNTVZ2GNylVtjcWMgtLpf6Q1ZsAOb+zDbb7brS5RZVaSJuIrTQ3ky19PTz6KN42zeL61Z4nSKZPOlfEX+BwM1+fRXU662Zh4aH+79Hkusews9FNT7lhSlq89sfsiF7tPgKathJio62QElC3Kk8/T2JzcNdtIbiT6u3joyFu2WJvWnEoPTz6CTwPZxwC1jNndSVR1XvhmXzFeCufXy6VGBxe5DX7R29D0TjsR0Y01fgt7bZ3PurFUu8NxiqJinjjhrlM0sMbENHKhAUe2JILJdd093p3EhXhIVjFQ+YoaKfkenIrrdpSloLINtBLJP3r4wI46gRqYV4EcOp1Vuv5EYCCb4J4+PofGbPyKVOT64qtz1VO+Wk2tWTtPHt6tzJcfcTxq4jUxsLWH9PaKeDYpFbmXwrpp42Hj6eCyU+NMYXFel1rJzBbzR8tePapZyoRAGP9pESf02zl80qM0p6dBBL8EfkP1fu3b2Rw+8EwuBiM2ZxOxI9wPufbuQy1Ohmr1eoV3GPUPY06ytb2aDnXa952aW0vLfx55BpMwTRIF4Ch/EafFTok/wBb/dtg3yLcrS5NvbxnUtsZNcZfi1RU6RX4a9AptvD5vt2PMdc4nM5rGfILsHfVblu4O6t7ZIbQoOr9l4fVSwbb2PX1uj71T4w5MBsQfZtdz2fL4tt4kRXt7KDRaWcY8b6mVsmS4C/BTh3dEllZX/MjXW0Ru63G4XBkvb6VvAFnEuFity1C9cHt6TeF+Ki4De0NP2Zu2v7d2ZU7kNPsXtXGdgyVk65yimDpFj8YspMbRsDre1vbV77gbluO2G/2dBtk4QrPamClVOCSxGQ3kOnrb2y2bbdzWx3qX96wO+qC7W4rpZeACg4ZfM9H6+RH+j7cm0dv747Wz25dz7GpnoaTb/W/Xn+Tbw33kcJAuNXGblygDfb0BkQNUu4sw1G/PsFcoy3NjurW9jDHFLMrEzzZii1VOoDzfPaPs6HPOlrbblswnvriSWCAiltD2zT6aKFZuKp/EfMV6BHq/qHaefz+9N7V2E3z8UaebbX3suyun8x91tveFBFCWwVBLmUEgM1X+moiidTe/sY7pzK232UVqJI96kR9Pi3KUaNmPfpXGkL+EkHoBbRyrHuV3NdTQPscciV8K1fUrqvwFmzqLeYBGejCfGKpqNh7VbL7Y+GmN2v25vGpydBm8v2Tm0yO9ewsSJWTFQ0lPkGZsTSSxhHlqHUXF7H2g5gvY72Zdtbcxd2sAUqiLohi1UL6yKeIymoGfLpfy3tklhHJuQ2s2d1cEgySHXNLo7UKA18NWGT9vQ4TdJ1W3aTEbu726r+KWJ3vu2uqxievev8ACZHsTcmKxU3KNkqzHVTJAQOZJmQAEn2WXO53BLwcv3Uq2SL3SFgi6hxNCM0/COl9nYWErCffrOOS/MmlY9DMSPKmeBr3Nw6V9fit25/ZMuL3Xh8d1ltDbTS4vZGxNleXbGL3pRVPqNZmFDCSqEcmmRiHsLWPsH32928MsY2clfFH60xyznzJ9CRw6G1jy3NMjtuy+KYmrDBSiR+iqPOh4/Z0idhbGyNfNj8fBR1O9N2YSs+zyXYu82FNtjbeBkf9+PZ4m0q1TTIeXBJa3soud2WWN7WEmC1OQiZeR/4pD6dHlvsgjnW9nAnuiQDJIaRxKOCRjyPRxPnXhewfjH8Gst2V11u/JnsivehwG3s7jZdNbt7ZGYhByu4JJYx/nXLWjI5Ab6+xPynyvaJe2l7vYIWU1jjBoSAK9x+Z8vToKcyc1XM7XO17MitHEKTSEV7q8EHyHE+vWqhBCwWWpnqqnIZDISfxDJZWvmepyOWr6r96orK2qkJZ3ZmJ5PuQ7m5lnmLyAKowqjCqBwAHUZtHUEE6mbNTxPXM8CzcH+vJNr3tf3QEHI4dMEFTQ+XXdgSF/BNhb+n+HuxNBUdbpmg65lHiN0Opfyv+8+2tQkWhx1tkoOpaE3/4j/Ye2Dx69Ee6nUgEBeR9Pp+bn2y4z0o6zwklDx9DwPpe/wDX20eHTg4dSBqYWFyRawXg+2en0pTp3g+g/wAFFv8AD8e00hpj16fhqVPyPTnT+koL8Nyfza/tFLnt6VR11AdPUdxa1rL/AIfW/wDyP2XvStOjFcjp4pwCgP8AQAgf4+0jjuLHpbCSQV9On6iLFW0/U8Ef1/HstuB3fb0YQZFOlng6vxSRi/6Sv0P09ku4RBkz5g9CDbJdD6fTox+0s6kYjDOOQOb8D/Ye41v7dopiQMdSXt90k0QFcjobaPOQSxqodQbW5P8AX6k+y/yJ6NUU8enRcpEgB1qTYgeq9zb+ntjp3pO5bOogYhxqINx9bA/j3Vhq7RxPXjSlT0DW4MqJNZL/AFJ/P5P09mthasCNQ6Idxu6DSOg6sGZna4v9Lnm31NvYjUlRToMMAzFz1idfqVNx/S3P+ufbocHj0w8fmvWMi355/Ita3u/TI68vBBte39PfutEVFOuTWK6SLD/H6+/KxU1HTHTfKCDpNiOSD/h7UKdQr0ywIOc9cPx9eb/T/ife+qdde/de697917rOCAB9OR+OPeiadUQCpB65kEr6Tf8A3j3TX8utlKnHXAAofoCTcC4tY/S4971Dqmhuu9VvSVC2/wB5Pvx1fh69gceuPHH0NuB+fequOrBUI6zppHHANufdGJPHrRVVGOvMLsvH554/x9161Ujh12dXNgP8Pexxz17URnj1w8wUi6n/AHv3fw6ioPTevOR1zWojvc8E8WH0A/qfetD9bDqcddvUR3ADermx+otbn34I3p14so64GcDnXf8AwFx78IjXIp1oyLTpUbWl1VqEHgMCbn/YW59lW8JphP2dGm0yVuAB59G62XLq8QP1AAAuLEH829wtva0Yn59TNsjVAp0Zvb5VhFawsRe1v6c+wyy1GOhR59CnRtCqKzEcBfrbkD839s462KdB/wBgZSlhpJI0dTZDcj/evewCzaAK169UKpdvLooO4M5GJW0yBRdvqw5I5sfYz2zb38IVFegTue4ormp49B9NuiOKRl8ouDe+q/8AvXsSJtLOK6f5dBp91VDQH+fTpjt6qkgs4upBFm/2/tHc7CWWjD16VW2+BWGluhi2tvl3eIeVV5HIN7c+wXuexeDlP+L6GG3b14xCyGp6GhNy/cQjUyksv1Dewm6TA6SOhdFJEUqG6Y6vJLLZtQAB455sfz70kMh4jqklyiigz1aZR9bR5n+XL0ltefszqfq4do999k9s/c9obkyO21z8OyMYOsoxiXx1BXNMtOxvOH0KmqIjUW4zEtuTxefdk2HZX3Tb9q/e273u41vpng8YW0f0I8PRDKW0E91dIFUOa4xBuObGtfvJb7vCbZf7r+69pstvpYwpN4RuX+tPia5Yguv8NNRNHGKZB3efxlrMXV02wNxdzR5bprozpeg+QnZ29dvY8ZraGEr+3hSVGPwfUXkelGYrNy0ybao8bPXzUiTTCWRzFT03qIr/ANpbi0lj5b3DehNs2xbam7XtzCniW8T7j4bLHt9TH9RJeILKOF5WhDuHY6Y48nlj7qwXUEnMNhs/g7xve4ttVnbzP4dxIm3+IrSX9A/08dm5vJJUiWUohVRqkkwlt69F9Dy9LdFd9db7731tDYfYPYe5OruwIO06bGbpzG0c9t6jGWfN4KPYlFSGvp6ijDPHReHyCZ4oTPZnkQt5l9ruRZeUNi575bvrqzsdwu5bK7F8qTyW8kS+J4sQtY4zKjR1Ij06g5RDJksDLlv3L52i5u3zkfmSxtru+sLWK9tDZM8EdxHK2jwpTcySCJ1koDJq0lA7iOoClYfKT49fHT4s5/tvZG6O0d+5Pf8AitubPyHT+1qDFYWWSvqsljKCXO5Ps/IRo0GPjmqZq+XG4ymczrR06SzTs88CzL/cz2a9uvbbdN32G/3O8m3COG2bboEjiOtnSIzPfOFKwqztKYYEPiCGNXkkLSIHLvbf3c9wPcXbNp36w220hsJJrhdwmaSQaFR5RElkhIaUqixCadx4ZmkZEjAjcoh/5aWU6pyXyOm3p2PTbyyJ6R2bu7vTGRbfgwMm3aSj6v27V7gyOU3hNlZUqEWCZaI44UaEmrMflZI7t7NPuz8uctpz8u/8xRzyHZ4ZdwjEQj8IfSRPIzzlzqGlvDMXhivi6dRC56LfvIcx7/JyM2xcvSQRjdpYrCQyGTxT9VIkYWAINJ1KZPF8Q0EWrSC2OhO+JlVgew8r87O3OjKbsHOwUnxuzOzajP8Acee2lBuSi3v39u1MVuHsrP53DrR4/HUGNxdNmMpXVE0r+GCGpneR/TGB57cbFbbhec5808opdTF9pmtvFv5IRMLnc5gk13JJGI440ihWaWRiW0osjljhQBfcTfLiwtOT+Wua2toQm6xXAisY5vBNvtsJeK1jjkMkkjyytDFGoC6mZECjLEGuyOkepdpdE9EdkdW72392DuntvsXsHYdHJlNtUeA2zvOPYc9Hi63cPW2FvJljQvkK2CipnyhiqZ21GSjpHHiMM+4PtVyttPIuy7/yxd3V9ebpd3NsNcKxQzi2MaGW0jzP4ZlkWNDMVkc1LQxEaTL/ACF7o8zbtztvGw8zWtrY2e22ttcnRM0k0BuA7iO6kxDrEUbSMIQ0aClJZQdQM/lvi7111d152o2/dz75oOyOuY8FiKPPtSYTGdWbt7Jq66ODcXV+yKDKKM1nZcUn3KV2bozHSQvTyu8YhNM9Uj5l9lOU+TuU98m5kvLyHdtqEMcc2mGPbrq/d1E232kcg+rvGt18QS3cRSGNonZk0GJplvLPvLzVzfzXslvy5aWku1boZnkh1TSbhbWKIxh3C6eM/S2iztoMVrKGmkWRFV9fiiEsO0Nqzbx3ntDaVOjvPundG3tuQoiEu0uczEWMiCBeSxMoAt7x45a2eTmHmOw2GIEtfXMFuAONZpUjFKedW6yB5k3aPYOXr/fZKBbK2nnJPCkMTSGvyovVqW/tl9e79/mGbm7B2/2ngd0dm9Z7rwtfsL460NNmevMrvDdvUe36THYbY9L2XumkOBpY/vMcJqwo0zTQrNDBEC/ki6Hbvs3KvMn3pr/mTbN7hu922q5iNpsiJNZyXFxtsEccdot9cR/RoBJBrl0mQyIHSNBq1Jz82rd+Z+XfuyWPL25bNNa7XulvILreXeG8jgt9xmkkkumsoJPq3Jjm0x6ggRyjyMdOl6asp0Tvr5JdmfJnuPtfC7uwVJszf9dX9nbQ672rLm+x832p2LvCujxnUfXm06l2YVr1MOQNVVVPlTHUlLLUTpUS+GnqIw5Y5W33nzmXmHm3mmCW3NteO95BbxFrhr26nkpZW8JJOvWsutm1CCONncO2lHkfmPmbZOR+W9h5V5ZmiuBc2qLaTTyhYFs7aCOt3PMBTRoaPQq6TNJIqoUXUyLf46/Hb4Z9ZfzK8Njlz3be/NtdFdUUfyWyuFqKnq7dlH1X2H1hsas7E7D6/wC392YMwY7Kvt6spqCkjn25AyfxSQUk7KtNPKcmuReV+Sdm9yFtreS4uIrG3W7ZGNvJ9PNFE0s8FxJHSOQwsFTVAKeKdDHsY9Y3c68yc57t7etcTxwW8l7cNaKyieP6iGWURQzW8b1kjEylmpMa+ENY+JR0y/HPc3wSp+lv5kHzEx+4fnDl67NdY0PR3a+c7CPQsu8tzVXzA7ESDdNd19V0SyUz5l0xlZJk56wKI6GeoMQ80kY9iXl+fktdo3/mqN9wZniFvM0v03iOb6XvMRFR4nYxctwRmpkjoP79Dzgd02LliRLBVSU3EKxfUaEFlEdAkBzoq6hAvFwtcA9E6+Nn8vrqztQ9Ydtdmyd5bb+PvyA7P3jtfqug2vVbI/vXs3pvrvKw4fsz5K989u56g/uvt3be3J5WpTDLjlqMrUQVqUv20dLHLVhzl3kXbdx+n3PcPqI7G9ldYQhj1pBEQst1czsvgxRRE6aFdUjK4XSFBY/3/nXcbE3G32Ige8s4kaUsJNDzSAtFbW8Kt4sksoFahqRqVLaixCtHV/8AL5+OHanRnzb7owfylydTtz4zdsbY27t/dA2JV4vatN0zn+1KrbuP7b3iM0IKnLZLMbfxtdVYbZ+B0VQr58XBU1KitaKB7bOSdi3Dad23WHcCY9vmVVfwyEEDTFRM+qhdnjVikMdG1mMM3fQN7jzlvdhuu17XLYAPfQszL4gL+MsQYwppqEVJGUPNJVdAkKr21NbvyWoPjphe1svjfitufszd/TlNiduHEbj7cxuGxG8shmp8DT1G5xUYzBRQwQwQ17z09MpUtpS5eUFZGCm8Q7JFuLJy88strRKNMFVydIL1CgAANUD5DieJEm2T71Jt6vv6RR3FW1LEWKBdRC0LEkkrQn7eA4dFtnkNrt9ST9T/ALb23GlR1aRgxr5dNErkC5PJ/wBfjn2rA7ukzHy6aKqU/pvyTe4/Atbn2tijxU9IpXqaDy6aZpAvovYkEf0Fjx7XRrivSR3pWvTVNKE+huw9IF/r/r/19qo11HOB0jJ1dN0jEnn9RubfX/X+ntSiVwcDppmr1iZrKGJGm/PBBHH4v7eVc6R0w70wOock3J08D+t73P8AsPbyxgcemPt6wGb6Efqvyf6G/wBfbmkUxw6qWFadf//U18YgPTq5H1/4ke+h46kxOPTnTrwpH1v/AMj9p2+I9WPTtCoB5+vF/wDb+69b6UNHTSz6VjUszGwIB+hP5Pv3XuhKwO1p6lk1RNYKOLH/AHn37r3Q8bb2HLIYrQG1xzpP19tnj17oyG1Otp5fFppi7ekXCMf8PfuvdGz2F0Tl8vJB4sfI2ogEBGP+AI497FfLrYrxHR+OtfiDkanwyVlIVjOg+qNgf8RyPbE11bW66pnC9Oa1X48dHq2R8YMThY4TUUKFlAuCgP059h265ms4gRAdR9ek0l7ChIU9GCxfXOIxUSCGnjiK2AGkfj6k+w/PzHdTnSPh/Z0ja+LGg4dZa2Gmx6stl02IvYWt/hf3a3kkujqFenYy7tq6CncmZhhVzGwFtQIuB9PYptIGjWr9LkUjJ6Abcm8IVSUGZSwH9RYWHPtX0piH4qdFe3T2IkEk8fmBBDKVDD88WHvfT3RXt4dlrBLI33FlH1AYfT+g9tO1cdb6LPuvtJHMh+50/XksBb/E+2+vdFy3R2yYvKGqVKcgNr+vH49+62Oi37n7cEhmEMrOxvaxuPryfdGPDr1QGr0CuV3flcjIxaWRI2JAGo8g/m3uvTnSZbyTamdi9yNRZjf639+6912FUFR9Tfm/0+v4HtqTiOtjrm9tX4sRbSODf63v7p17rGGCnk6r8D6en349WXiOuWsf4/7x7Snj0o68HB/w/wBe3vXXuufH5+nvTfD17rKDwLW0i/8Ar8+2Ot9Zo2uAPp9bX+v1+lveurjh1JRfyf8AYe6Hj1brn7117riyAg2HPJ/4k+9Hh17qE8aNqBHI+oH1B/rf20MpjrfUCSKw0sLgj6/6/wDj7p1ccOmirgH4sOeOT/T2y4AOOrDphmp9d1UXbn8GwBP1PuvXum/+DTzenQdN7BrE6vxb6e6P8PWx07Ue0/SoaMi5b1c3AAv9fbB49PJ8PSmpNtKlj4tIAH4sDf3VuB6v0pqXCojL6Bb/ABve/tjrfT1FjkT6pYDT9Pzb/D37r3TlHEqKeAF/xvc3P+Hujcerrw6d6Qq1hYXsBc8D/Xv7r1bp7WWKNblrADm1vz7q3wnr3TNXZVQdCfT1c/7wfbPW+knV1t3BDMT9Ta35H191YVUgdPRHBHTXLUuPUHazX4Fuf6X9pur9QWr3T6s1v6cE8/4+/de6b6jLDSfVYjj8W/xPtOcGnW+klX5DyfRz6jb8fT/H3sdOIfLpMVEgkDA3JII/xBH1PtthQ162w7ur1vjFumHbn8qrq3e2axuOzuC2V2hu7G0eGrHcVWXyuSqJfG+OiUEKYgeZODxb2xU+LT5dND+2I+XRYvl//o+g/l1dMLs7H1uN3BuXurcGW3VDWLdJGNp0bHO30Rb2NuTbn3pxQ9PDqqLyqCTpP1ItYC3P196pTpxPPrEWDMWI0gAXt/ibce2peA6uesbKf1DlSeP6/wCxHtnrXUuEHV9b2NrDn8fj21J8Q6tD/a9PKPpA/PA/P0906VdZfM2hieCOQbcf09tyLUVHl1o8K9QnqZB+bfUiwI1f6/tnrXTHXSy6XIay8Ej+n5491brfSVmkdiRf835/II/PvXT/AE3VAe5PPAB4vY/jj3R1JyOt9NbVEkDXJJNzYkW4H9PbJ6upAOenGmyjEHU7E/4Ac+2ZPi6cjqQT6dTxkCR9Tcj0/T/efbfV+uxXuLckcWJNrf7Ae2n49bHWZK0MDqJJ/A+gI+th7b6uOHUKeUMzEC30+tvdW631hSQ3vc8E/wBP9491631IQlj+TcX9suO7rfU+GF24/qf8f6Xv7oerrw6lRwOpaxuTYFeQF/x9pzx6t16ox0VfH9vPHrGpZYpEJSanmU3jqKeUcpIh5VhYg/T3o9e6uF+FG5/kD2x012tvSamxG5tu/FzG00wzG80ar2zv3ETxCWXZ2copA0c84A0rOwLi349pq9OhajJ6Dvcn8zbtztCvpthV20d54rrbETS0u2tsdSlMXjtsusdqmlnoYXjhenj5cSTWNvdW4dX0IPhFTwJ8+gxqPmpUvmMXU5n5CZP+FS1E+Di3ji8dDhs11XmcadGIx2f/AIT6Jo5CNMszsSfr7a1qeB6r4sYGoHANPU1rw6s+6T7m6y+dPXsHQHzc21guxKqWirJcL2Rst4hvjBikjb+E7ux2fT1FSgSSanllUEX492xTq5WRQzQkK/lXgR6Hqo35H/FvfPxU7Sbrzd865/amegfPdT9iUkTHF7t2hMfJSU1TPbQMhTR2SqjB4b6X9purhg1Qv59A7/Dgo4UAgWA5/rzcfj3VvhPVx1Jix4Ki6XNhf6i3tjq6/EOupcaCD6QOBwb/AEv/AIe2ZlqvSo+vScr6EItwqCwb+tzb20MY6r0mHurAfi4v/T/b+2Dx6t09UMulwVPAK302976eUUGehJwtYF8ZubAXuSLjnn203xdaPQr4fIhCrazpNriw/B91IqKda6ESjyI0KWfg34Fvrfj2xw6dT06c4qpZTp5+gHNrf7D3SQY6uenMRo8ahlH04/HP+w9sda6iTUdhcAfp+oH+PtuQDj05GpOekpXoULAAhbt9frf230pIp0iMlKyq/wDrf1+ov+PbHVOkDPI2ptPBv/r/AI+vv3WwSDUdNEtc8cgBJI/J/wBb+lvbPT/S029kTqj1MeLWA4+vPN/bcnw9ePRluuaaXM5ClpFJKSMo/wAbX/w9sdeUFjQdGy3hmcD1TtuOunMYqRDqFwt7gfm/tp/i6V9Avs75cYbJ5VaGseHwvJ41F0Fv9v7p17yr69GQzFPR7nwYzuHAeJ49blLWuwv+PbT8etfi6LZm3ZXkV7hl1A83ANre9dPdBLnZ3UsUIuFP05/3r2yTqNet9Ztl0FXmcpCijUFYFjzYAG/4/rb3R/hPWxx6ss62ro6PD/Zovgnp4RqdeOVHJv7Y6vXNOild2bymq87PSSVbSiOUqF1Fh7acefVh0CSZMsfx+L2+pv7b62OI6c48kvCgn6f4e0p49KenSlrxrvrNrji/+H1v7qeHXulVRZE+kl7gAfWw/PunXulTT5nxgi/PDf7D3Wbp89Cf11Ty5vMQt+pEZX4/1/Tf2x1ro53YG+E2f1tV05l8UhpNCi9r3jPtlzU5631SBvzdD5TK1tSZNWueVr8fl7/n3XpWOA6AfN5IzOy6v9f/ABAPI9petHpOCZT+CPdPXr3XesX/AD/vHva8enV+HrmPz7Zm4j8+tnrl7Z611iaxN/wt7+2mFD9vTiNTHXWr+gJ/xA90IqOneuajUQALEm3I5PtN1Q9KPGYFqoqShueeAbA3tf20651DpUhJGcf5ehFx+x2kjBMTX+v0/p+fdOnOnOXYTCHUYyL2I4/w/wAfbTfEeqnj0HOf2m9OGKRlSAbFRze3H096Bp1dOFOg41y08rQyagyn/YkD6X9sHienOnKKoWSwIsTbg/T2zLwHXj1I0BvoVX83/wBh7a6fj+HrC8Vv1C/+9W/1/afpzqM0Cta1hz/j/rWHvR4dePUeWntqvYjg2tzYfm59tdXXh0YToXqGl3U0289wUwmxVJMafD0jglZqlDZqiQHgqD9Pr783w16t0c1MKI5ESNIkFOFCBBoQKOAtl+g9p+t9S2xtpZKliLlQFUD9LD6kD+ntiRhqA6uprj06AnvborH9h7cyO5cNSRJvPBUZqoZKaNUXJQRDVLFOq/qawPPvQJ4Dq/VY6Y9iH1RtHKmqOWJr6opUNpY2H+B9pzx630az4S/Hmq+RvyJwG3chQQ1PWvWlA/ZPbtZWMIsZS7Vxb3p46mVuCwnRWMZvqXi3s82uDw7d79l1acChoVxUt8wcD9vSHc7lLa1EevRLOdEZFfiP2f4eh9+b3zU7Q7I3tS9W7Oz6T47alPmMPtrtfARyYSR+r5UFMmxGFAFU0FNErJ42NmB5HvQuH3Cu5XMocRjSijDBTwWnp0XQ7TZbLbCwsYdLXDB5a9wMoyZKn8R6Bv4+fE/ZXbsmNz+2l3BR9c7XaPdva+ekSOmo6TbmFqhWZqeN2IXxzyRvCoHJ1fT2jFzudzeio8QxjNRXStKCtcY4D0PRqPo9qja4dgjSdqk8XkPkP8PT78rfkcflV25T7xxWKots9T9f4Si2B0rszG0UOOoaDaOAT7SnzlfRwAI9dVEM0krDV9Df23ut+88giVQpUBWoAOFaDHpXJ8+t7FtEWzWLW8ep2kkaaRnYsdb5IFeC+ijA6A+lfU1uTb+0fybc2PsPSKFPaft6ODTyNR08x/2f9b/iPdPI9e6cYvpf/Af7z7T9PxsKaOpoJVgQpIH1P1tfj3VhUGvTvWRiSbHj82/2H9faUda6gTtwQPo9/wDeB7104hxTplnEUiPFKFkRks8bqHRl/o6tw3+x977gajpz7OhS6e+TPcvxpqKqv643JVVu2JGFXm+vM5Uy1W3MpFB+46QpKSKckCyiNfr7fguVuStpdfDUAMPIeVR5ivE8ek0kMTHWQNY4MeI+YPV3MPZ23O2sJ1rvrO0219m7x7e2TWVNJ19DOKSGoo6KMR1M02rSGkLEaGPJ9pr6CSM+KtKDGOGP8FetWU+l3t28uLN519OiTrsvuPr+t3tv7GddUW3ana+SSXb21XlbeON3hjDUamrp8ZN5Voa1f1q8KgsLAn2/Pd217FBao7MT8RA00b01Y1L9vSO3s7yznnuTGkaVGiveGHmdJwjfMdDF2DsuftDLbW7K3tsCi3tkZdpU9VHj6Ouk2xPt+J4b5KmyFHS6HSUfgquo29pFuXhBtUl00NDXNCOFOlMlnDcP48sQYAVGk6ajz1U6KL2t1ThaDalccR0Tiu0dmZmt8+Kq4dx5qPsjqOQnS2TxuVdRUyUyy3BUtbj2ILbebxboyXd41vKqgEqoMc1PwsnDh59Be72C18DRY2a3EOssFdiHhJ/Gj8cHNOgh6M2JldkbI7Q2LvrLd3ZGHdbT1eOzlBI2WxYoKkh0oabM1snmhqYRwFX6/n2bbhuA3O8tr6LwLZ4wFC00/azKMUbogs9tfabW5sZfqbtJTqL/ABefwqxNaj06L/8AKr40dm9/UfTuxugsFk8tRUJqqau3Tlc02383ksjDSkT0+cHkRI4o4r3YtdmH+Ps39vOZdp5RuL/cN8NWlwqhBIoXVXUtampPl6dEPunyjuvO1tYbdsQKRwAFnMhiZnK0o4BAoB5+vRRtqfD35g/HfeuKzONpsflqXaH3ObqMfPvGlymBlxpIOZpKGjeoZRWyLxGyrqJ9jrePcbkLmzbZbHcI5IfGoiuINDa/wMWC10A8eo52T2q9yOS9yhv9tliuFtqyMhuNa6P9EUKWNXI4dXcdS7G663y3WO48Zs7MV89XRy5SCbJ1lZA+3mmP+5akr8ZDeKYGcuqLJ9Rb3jzNeXu3C6sS6uiuBjKtT4WDcRinDz6ychs9v3U2u5JG6M0ZpXDLX4lZeBFeFfLo0Evxbw249s7pn7S7LyFD1LR5mDKJs/bVHSYrdbVqya6TF4sUhEirG34A/PtEu4XBvRfwousDuDGob50OK9KZdugj247VJITqJKlRTT8qjPWbb/xZq5YMxu7OVVbX/wB4DR4HrPAVm4s5U70wmAVR4a7ctSNTxqyAAqrcA+63e5sLIJCojZ2JZQo0n7Kfs61Zbcn7wCzlpFjjosjMcfLPn0YWH4yVHXuHx1Xl9wbJ6qxlI65eu3Hl8pSzVdfSwjzSUcOTrGFV42HDxkWP0t7QvFul2vhNXRSukVCk+RoOP59K4rvZ7Eu8PfIGoWpV1HoD5D7D0l9vw/EnufI7m3Nge4D2nn9iwytn9t0lZJTPtfBUgLZGv23jTZZ4bqWZlBP+HvcmxX9vAqTkRrKK0Pn6UPr8urDfLdp9aIxoaI4/nqHl9vVQXy8+bXamU3Zkdk9BbDjPROLx9Liscd1Rybbrc9U1sppI90YCrowPMjOCGF/xzb3JPLXJ3LEW2+Jvt0VuJ8xtFR6Bcsjg8DTqMObucuam3MJsNoHt7YUlSQlKMfhdT+LoxfwQ+Ym9fkRueo+CHymOBzX+l7DL1TV1VfUKavaOPrqFpsBXYCSPUj1CFIl1lgfrf2q3XZrradxt5tvVprG6KhZXPdER+IemRTywei/b91tN82W5uLlhBuO2hpXijA0zKT8LEfFjPnw6qL7t6a3B8c+7+2vj1uinrY8v1FvDI7cgqa+Nkly+Fil82Ny8Mn6ZEkR1AdGI4+vsQbpCyOl1JQGb4gKdkgwymnDhX8+ia3dZ7aOdGDJKutWHAg/bnjjPQaaQ/wDZB+nssBYYHVmTz49dFFUg6bED/fW9+LMe09NhaGp65WIHI+v9feiCpp16Ra4HXOMXP+2/3n3XqsaBTVupaJqIF7gcn/Hn2w3E9PAA9SAALKotc3J/B/Fvbbmg6v1LiUgggfTgn+pP9PbDfD09Gurh05wJyAfoF5/HPtPK1cdKYhQfb05RJYp/ja3+sPr7RSGtelsaimrp4jX6j+v9Pp9R7L3y3S5Fx0806Gyj+nB/2I+o9pJTw6WW4+Lp8oxYtb+lgPZbO1T0YQLTu6faG8bFv8V5/pf8e0U661+zpdG5RgR0vcTl3pyqhiGH0J/2/N/YavLJJQajoTWV80NCD0JeP3O406pDcAXI+n+HsMXG2Fa6OHQrt947aN0//wB6GK3EvBIt/W9vZd+7pK06MBusemo49M9duFnV7OW+o/x59q4dtUMC2T0huNz1cD0j6irepc/XT9efyfZyIhEKHj0RSTNM2o9cbCw/1v8AeCPz72TXPVKeXXC2q5HpH04/P+w976r1hdCOSfbqMOHSaRaGvkesdyPp7v031y+v15966Y6iTqQQb8HgD+nt+P4empCOHUf3fprr3v3Xuve/de6zKvAvz9COTx791QYLHrKDb3UgHj1XU3WPWSbcEi9j/wAT79pX062Xby68SCOWQtfm9uP8Pe6dVJJyeuH0P1B/xH49+61Wgr1xL2/P+AP/ABv36nr1QyADHXBqiQXuwH+p/qeefdggp03rJNR10attIH1P9R/r+/eGOB68Z6HHl1gkne4YtcfkC39fdwlcDqhmrk164CcXJFwLAngH8e7aGA6bMo8uu/Ncgjg/2eP9vf3oowz1rWSeuLSufoDcC9wBb35VU8T1osadPO3a9oq5CzEDUOOPr7R7lAGgwOA6XbZP4dwK9G/2RkRpgbUSbKLC3P8AT3Ce/wBtpd+po2C6BQU6M5t7JBUQcg8X/wBe3PJ9gknj0Oq1z0t2zgjit5P7PN7fge2SVI7ePW+gK7F3FamnAci4PNxz/rX9mu0WjXN0pPAdFO83YtrM+p6JPurc7xySESNwWP1+nPubdo2lWUCmKDqEd23VlctXoJazdrNISJCG/rcf7b6/6/sZw7LpXh0DJ96q3Hqbjt2SAqfISSRc39p7naMYHT1tu1WHd0Mm190uHiZZQbkXFx/X629gfd9oBBBHQ22ndjrBrnowWL3VqjUeUksg/I49xtd7OPEwOpGtt41Jx6Wm2a3HZrO4nH5rcEG2cTW19PT5DcNXRZDJ02GpJZAs+QnoMRHLUzLEpLGKCNna1lF/bVntNrPeRW13MLaJ2AeVkdxGpOXKxhnYAZooJPkOr3e63MVpJPZxG5lRSUiDIjSMOCBnKopbhViAPM9WJ/LPsf497w6R+O+y+pO6pd0VfQGxavZ9TtvI9cbz22+6s7uXNx5bdG7sLk69GpYaeSQF/tqsxzaYxzIz6UnT3Z3LkLe+SuXNj5T3k3LcvWzW5hezuITPLNKJJ7iJ2BRVLZ0PpeijLE0EIe1e3c+bLznzDvXNOzi2Xf7lbgTJd283gxQxNHDBIikOzBca01JVjhQKkPPjf3X1C/Rfyz+PndXZlb1dJ3fgunKnZ3ZVbtndG+sNjq7pvdU2fpNqZvE7UjqsisFVHJFT0kkUDRU6q7N+mON/e1W+8tHkjmjkPm6/bbzvUdgYLpoprhFbb5mkWCRIQ8ulwVVCFKxgEngqmvujsvMS858s888q2K342eS/E1qssVu7LfwrG00bylYyyEMzgsGckAcWYJjIfI7pGq3F8SOh6PMZiH4xdA7+p9ydib+zeBrKfP8AZ2d3NvCmznZu8ztPDfeS09CtDTLidt0LRyVaUy+WsYTTyQwG8u/cq3F5yvyXC7jl7ZLkTXNxJGwku5Zpkku5zCmsrGI0ENrGQ0gjGqU6nZUKYdj5ogteZucZkQ7/AL1bGK3gjkBjtI4oHjtYPGfQGfxGM1y4IjMh0xjSis5Pflh8h5O7++u5e10r8hPj9+dh7nzmA/iYC11JtSTJyQbQxlQgZtBpMXHR0oQMQojCgm3sM85XR50563Tmpyzre3Msia/iEOoiFD6eHCEQDNAoHQi5Qt15M5I2zllAqtZ20Ub6PhMoUGZx665S7k0yWJ6En4I/IToHrOh+XGM7y7J3L1lL258Z9z9PbT3FtfYuQ7Ay1Qm8M7Q1O68PQ4alnpKcVFXR0awwvX11LTcv5KmOwDyx7TScubFb77Fv1y9odx2+S0jeOEzNSV0MqBQVFXRAAXdF41YecV+6acxb7c7JLsdvHdCwv47t0klEKgxI4iYsQxorOSdCu3Cinyb0+WPSmyvhX8g+pulchu7a29e//kjs2Ot2TnDV5jK0nxr6x2g+QwNZubftLS0lBUZLJ7jqXaqoaGJFVUnGhKZ41dfJumxbb7dbry/y94kE2630OqJqs30FtGWQyTBVRnknYlkUAYbAQgFAm2b9uXuBte/8weHPFtllLolWir9bcSBX8OIszqiQrRWYk5U1LAkGWqPlv8a8HtX+WqNo7j3xvfMfGOHZG4+xdlJtiLCbN2/m6vs49o9s01PX5rRUZbKZGp+3o4vAiUKRU4lNRM85jgRcwcxcnbdackyWbz3T8vPBNNB4QSFG+r+ruwC/dLLKwVBSkQVNRdi1FW7Dy9zhuF1znHdpDbJv6zRQzeIXmdRa/S2pITtiiiUs5rWUs9AqhasO/wAk+yvjFvjsDsHs7Yvf3ZvyB3H2RuDLZzZ238ptHcGy8B09Q5zOvmqnCZrObzlkqsnHRLM9Hi8fiqCnplQCSWpHjEE0N+/p9tt33jc+bNs3u+3683GSSS2heGW3h29ZJTIySS3DM86xhjHBDBFHGBRnl7RG8weww9xNp2zbeV9y2ay2K02+NI7iVJo55b9o4hGrxxQKqQtIVEk808skhNVSPuMiPvxL3X1BtftfZ/ZHbnYK7RxPXm5cNualw0G1dxbkye5K3Fs1dRR0cuHheCnWGqjp2keokB030KxFvcZew95yJsPP1hzjz7un0EG03MVykK21xcSXDx1dAhiUpGFkVCxkINPhBOOpM98rbnffuQ7/AJS5G2z66fdbeW3aVrmCCO3SQBHLCVg7lo2cKEBFfiIB6V1Tv/41ddfIzL/J7Kd15Xt2oxXZGc7V2119szrzdW1M1ubdFfmKjP4Ok3DuLeqQUWLo4KyWKWvlpxXyNGjxQxMXDrJm17p7Wcv+7lx7uz8wyb4y38+4wWdtY3NtLPcSSvNEs812Eit40lZWmKfUsyqURTq1CMd12z3O372rt/aeDYI9kVrCGwnu7m9trmOGCOJIZWhitS8k8jxqyxB/p1DMHdhpKkG9sfKDqPtnpf5R9b95d+bp+Lm+u4O/V7+h7B2PsjeW88RuiHLY2soNxdaZHC7LmirGoh52kp4KuqjgLtCzyEROrStyF7hbBzRyvzDtPN27S7Ffbtuh3Px4IJpo5vEVxLaskJD+GNRKq7hKlSWOlqxbzxyDvnLXMmw7ryntcW92O17aNt8CeaGKSLw2Qx3SvMCniHSAzIpagYBRqBBM/jP3H8Jupt+/MHD5Lf3aXV/Xnafw0398edk9ibg2InYe/Nx5/feRxibyzq7G2rLFQ4qfI01POmMx82WEFLABFUZZ5maaUe+2+8ci7Tf7vBHPcW1rc7fJaRTSRCWaR5GTxH8KM6Iy4B0IZCqL2tMzVZgN7hbTzrutjtMzwQXFzbX6XUsUchiijSMP4aeLINUgQka3EYZ2ysIWigPdgd5/ACg+C/d/S24M13ZtusyfzGwnb21uo8XiqTO787f6k2N1WNq7F2pvHtgU9Jt/ANU5uurcpmq+npKmWkWNkoMbV+SJkFe3bxySvJ15tMzXEZa+WdIAA0k8EcOiNJJqLHHWRmeRgrFaUSNqigW3Laec25ttN1hWBwtk0LzElY4ZpJtcjJDVpJKIqoikqGrV3Wh6Ue6O7vhR338KPibsztL5V939QZ342bGzexux/ip131duHc9J3Q8O/Krc+B3PtDdVTWUW0cXkaiGoZajKZ0VckLyB1o5DTaKwxl3flPeeUdstdx3G4tXsI2jls44WcT0kZ1dHLLCjEHLyaiCa6TpoyGLa+adn5n3G7sNvguUvnWSO7klVTB+mEZHQK0zqCMJHpBApqGqqk/3D8i+pNv8A8unN/Hbraqy+J7H7i+Y2R7j7E22q5mqj270nsbY/8A6p6/z27quCkpMxIMrVVOVElLBfXCkkyQOEjYjfedti5JbY7AlZ7q9M8q9x0wRx6YY2cgB+8l6gcQCaHHRwNo3KXnBd7vQrQ21mIY2wNU8kmqWRUBJTsATJ4EgVFT1WjO3FifqST/sPYYiQY6EE0nb0y1EiliAeBb8/7xb2ZotFp0gZiR0zzSkg34Auf+Qf6e1MSamr0klbGgdNDMbsxJI/H+A9r1GQOkkhp+XTTPJ9WY/gn8X/ANh7WKK49ekLvXpqY6xqJP1v/j/T2qC0OlemWNBQdYJOG+vI51fi3t8YFB0nd9Ar1BeQsDc+i97fS/8Ar+1KLQV9ekpqCWPUMnnm9v6fT/EX9309N1J69bgN+Cfp731rr//V191W97C17X/w99DupKXiOnSkjLn0Brjiw5/H9PbMgo329O9L7CbZqq4x/tOQ2n6Kef6e6de6MNtDq+rqWjH27EnTYaLjmw/Pv3XujbbH6Pr6oxaKOQklbER3/PupJAwK9a6O91p8V83mnpkixU5UspGmE8k/U/T37S2nU2KevWwppXqzLqP4J1DrTT5SlWnj9DsZUANuCfr7Idw5i2vbgfFk8Rx+Ff8AP0xJcwwkiRqn0HVhWyvjps7aUUKpQxzTRoLtoW1x7BF/zxeTAragRIf29IJNylI/RwP59DXS7fx9BGqU1GkSr/RVsNI/Fh7C0u5XFwxaWQmvSKSWWU6mbruaNYxcCynnngCw5v7bjcvgnqqd3HJ6Q24c7BSQuFccFtR/AsPx7EO2bdJO668+nS22g1N0Xfde94RFKElB0k3JJ4/HuQ7HbEtu6XjTA6OYoRHQ9Fa3X2XBCtRG066hrB9fA/xv7WuKGvAHp7NdXr0UTevaqwPORUAL6vo/uvTsRoNPRON7duxM81qkA2Y38h+v4+vvXToAGR0UPenciRmUtVrddVhr+txb2wePVuit7m7emrXlWDXIz35BOn6/g+9de6CSvzuSyLXnqGSNr/RmJufp7917ppSMvdibkGxa/wDh/Q+2249e/F1kEQHPLW+hH+8n3rp3r3v3Xuvf69rD68249tycetjrhI5Kmx4PHH/EH2317qKHFwD9CdNyfr70cCvVlyR135bcXX+ntMTU1PT9KYHXvL/ivvXW+uYkAvfjj63/AMfem+E9e6zLJYj+pNrX+vH19sdb6mJZrC/H9fp/vfv3WxkU6lobWX8f6/ts8er9Zfeut9cwl734H+9/19+691geMBvrax4v/th7YYUPW+okkQAawPN7m3+9e6nqy8OoJpWnIAX8lb2/sn839sP8R6v060m3fJb0eprXP14/PPvXXvn0pqTbAAF4iRYWvzf/AFx71SvXun6Db6ovEZY3ve30/p+PaY9PIRSnUk4nQOV/H0sOLe9dOdYmo1jI0jkDluLA/n2n631GlKRm4IJt6vxaw9+690zT1ixNfUvH9SfoR/T3RuPV14dQJdxQxHSJF/I4HKn+vuvVuo8u5hpJV7qbf7b/AGP+PurfCevdQGy2tr3B1Hi/4v7Z6310tSGPOm17E3P9PdH+E9OR5JHUSrrIYUYeQGwaw/H+x9p+neHSNq8zZyAeLj8f4c/n37r3TBVZJnDEsCbE/W3BP+HtOaE1630zNkAwIZ+DawH1Fve69Oq1cHr33GpCQRfTax/pbg+2mpXHXmpXq8r4/YLPx/yp+u9zQrSZHZe1u5slUZrbs9M0suUyNXUsIaRSPojq1g/0DW9t1TXQceqalMmk/FT+XRPf5hldicVjOg+udqV1dHt6ox9bv/N7GyFvvNi5zMUwjbGOVA1LwGU/Sx490f4unB1XMkJBtyL2PuvTo+DrP9sX1EpcD8ccG/49tycB1sfCOuQouAQD/jcfj829s9e6kwUZsf1cHjgfn23IM162jUNepsVGxew1XIt9B7b6VjIr04/ZHTpIJLfX/Ycj21N8NevHptmpSCBo5F72Atf/AGPtrqvSdyEZVbafp/rD8/091PHq6HNOknPGSxGngNf/AFv6nj3rp3qDOthcclbf61v9b22/DrY6ZKmMnVxf06h9DyR+PbfW+oAuB/Q+2XUcenkPb1mWXm5PP9Lm3trq/WYTkcqB/hzce6ScOvDrMtTYXP8Asbk29snpxeHXTVDMbKAR9R/tvdW6t1KiUOL6rEEcC39L+69e6eIEXSB+SP6i/uknw9eHTxAtlC/7V+P959snpxeHTgicDi5/2B/1vac8erdOEULJFNKiFnjRnQWFmdRdb/7H3rr3Wwd8TZKnYn8q/OnY02Kp6bcG4szD27UV8Ymmq6bKTn7eTGU6+t5adTb829sSfFTp5EC561ye28rH1/vc4Whyu4IdlJuPG0PYI2hUD+Ibwwhq1rs7l45EBamDUjNCoNvULe2mYKpofs/LpPfSOsBZDShqaeYHHoj/AGn2VtDA9qb6oOlxlMN0buytiSn23uUrX5VcWgtBX5Akamnv6gykEfn2gJEb1T4XFSD5dRhf8x3W17yXtpFNrORqjp3IDgsR5k9WFfC3fMPWfX2Yz9B2RDjtsdh53+4u7MHkIJzmsJPj4BlMRuPBVZOqGOd9FM6A/T6+3oaCMkeZ/n1J+1zLc2plQ1BOK1AI9QDw+zrZA+QeOi77+DeW6+zMmOz+6uh9l7Z7j2JuaNUauxVA1N91uHDVtT+v/KyVMSk2Nvp70WJGnp4qIZwRnxeP5cD1RTR0f3lHSVTI2qppaedhYAq8sQkdSD/Qm3ujfD0swDQdOEWOAuChJP8AW3AH+t7Y631wloVQEkGw/wBb+ntuXgOlXl0h81ChDqBYWb+n49s9e6DqphCsy/63+2/Htgihz1sHqHDVPBJY/S/BH4t/Uj37j09xHSvoMpwjRtYj6k/Rh+ePbJFDTrR6EPE5pQUJbm4v/T6+9da6EjHZeNlWzXPIt+Bz7YPHp5OHSnosirSKS3KgEcmxH9PepTVerEY6WNHkFkRQSvFiLcXP9D7TdVPTtFURupBtc3v/AEPHHPuj8B07EoJz0nctArksl7cj/iR9fbXSjoN8jSlkdWuLEkX4uL8e2349aPHpC1UBuQVIFyL259168OI6TlRAwf6cAC54/P8Aj7Zb4j0/09YTWJgCPT6eR9AP9b3UmgJ690a3pjNQUG5aJZWUIZE5P05P9fabrSatVB0v/mRQ5XL7VjqcUsjxtT3vHcj9P09tyfD0rHVNWzsVu8bsip3+6Ufdiw9Yv6vbXW+thbpg1WL6mjjyKsJXpEXVJfUBotex9tt8XWvxdAPuNZDW1TICwaRrWP8AxHuvT3QUZCgqXdl0MS5Yf4AH2ywoaDrfQ19Xbbnx9NJkWifykft3Xi/1/wCN+6P8J62MHox1FWVOE2zksvVq0ZEMhRrWFtPtj5dXA8+q3N5byOUz9dUNKXvUMAb/AIvx9Pbb8OrDpjiz4Y+mTTew4+v9T7a62MGvTtBm7W9f4J5v+fadzVq9KeOenimz4Vhci1x+Pp/sPbZ+Hr3SgptxDj9wcr/UcXP5906308LuNiwRJNWsgcc2Puriq9OL8PRvej8gKRoXmQ3lCm9/9j7Y631C+WHY8cGKhxdPMBqjsQp5+n5A9tycB178Q6qpzGZ1tKxa5JZr/wCxv+D7b6WeVekLU1RmkJJH4+h4/wBt7Sda6xCXgA8WB5F+ffjw69135gD/AGf9iDb3Tp5SSM9SoZWPFjwR+Sfr/X23LU0PWz1JWRjyVsP9j/vftnqvnTrhrGo6jYmx/I/2Htp+PTqAEV65hiT6bHj/AGP+29tv8J6uenbGw+adLgsCR+P8b/T2n6oBQ9GD2hg0lEfove31/wBe/tt+A6VREFaenQ+47b9PHEpZLmw/oAfbfTvTnJhaeSMIEAHP1/F+OLe2m+Lqp49BVu3bUSwSFV50n8X/AB70OrJx6KXurFCnqPKihWDG4+g+tvbB4np7pM+PkGx/rx/re25Ph60eHWRWlQ8XI+nI+n9PbHT8Z7KdSkmU+iQAEmy3/ofr9fbDChp051mCK36Te/44P+HHvXVtR6x1cKpBMbEftMt/qACP8PbRJPHqwYsKnq0frDAUuP6r2WkMfiWooPumKrZZZJBdm1f19+K1XPW+lfDQtICAFHpLMXH6iCbWt/re03W+pRw3kijfkSO3IJABA/1A/p7bk8urr04YbH+esakAKCeCrhkJUWKmAow/x9tdW6pf3liqfDbs3vASyU1Bn8mSxHKr5eLj+l/ac8QDx6svHSvE/wCr9vVtXQFN098P/hbL2D27X5ul7X+WMtVtMbIwkhiyuQ2jkb0W38vg2X1EtVPEsic8XJ49iS3tbWSEpGzu7qaI2FVBksW4DPr5dBy4k3K93ZVtEVba3z4xoWL+cYX0pU19eqlc1Wbt6gz27dr5PHNVbw25X4uWfZWcEWSiOBSp87UlbXwgKfuo3CzRD1D8+0H09vEIJLigVydTDyp5U9B69HVu7X88kMRKqcAn8PzHz6sr+du9uutlbB6O2F8bKqu2GO9OrMZvP5CdeYCsj/u9tOeDxw/3Tx7Q+pIqpv8AKniZr3PtTutvY2CJcbdNqE60dQahWrhacdNO77einYJdz3FrmPmKEAWU+i2cjukSlfFPzBx9nVZ1KixpHGiCONAqRxoulUUfRQB9PYUJNaH/AIvoWoSakmuT0oKP0kgf0/437Yl4jqx6eUNtN/6f8R7bPA9a6nIVNieVI/2A/wBb2m6fi0efHqQstjYWt/U/717rJ8PTpOKdc2kB4JH+w9p+tdQp3AQ3IF7sPyef9b3o9XTpoma30N2c/Q8C/wDyI+6EHyx07SpA6TGcmjTG112KvUxmhp1Bu0tZV/s0sKn+rOQB7tAkst3Giiughj/pRkk+tB1Ug5PGnVxfd3xwzO6vjL8cTnclJtrsvqPbWNr+x8Lt3IJj9/7f2BuCIVWP3nh6e/kq4aeKxqI4lvc8+zi3021xLMArAgko/wALKeAp8/XoN3F0Lp1hBYxk0R0zRxxB9CDwB6L92p2TvP4o9UbOTovsHf2bzm9dy/xOp7d3/BLPFuHGU8AmhxeMpK5WsqMNMoA+gPtiOWPcrzxr+Dw40HakY0gDyoft8+lUqHbrQRWk5ldz3FmqTXjUeXp1E2J/NP3BS1Lt3z0dtjflTUSRvUb22bJ/AM7G8X6JHhkbQw+t1CWPtc+zbVeBmjkKN+FSM/PuyOigbve2h0p8K8R5U9Ojg7A/mMfy/exdyGo30vZnV2SraCOikeSkNfjIpadg6QMKRAngkIHkBHNz78eUSsPiyv20/CdRr60GerScxX0grbIjEsKqe3t9Pt6F2moPjHvesyO59vfLnq2n2s8oylLsOKjOOWGRvWEaOok1PI39sL+fx7Ib7Y5Yo2kmkZ9I81IPyA6OLPfbiWRYRZ+GGOKMCPmSOim/MfFdNT9UP2hh8pk8htSDLJtmr231dmBjMpntzVC/bpka+qgb9mlWMhz9P8T7d5bub2O/FtaPGrUqGlGoCgrgHiemOarHb7mxNxdpKwOCsTadROCSfIDqqLavxx6I3TlXwMHZG+ut95CrpqzbFFvbctfX4fM7gd/LRiSs8oT7YtwzN6bfX2NrznXnCJgl4kFxblCHZIlBWPgfLD0/PoAbZyDyHcoTt8lxbThwYxJMxrIDX1ylfy6u7xma2d0B1NsubtPOLsLcWeggTGSbHiTc2F3NVYy0Utbg8vjg0SLJoPkS/DE39xUIoZpJJoi/hVJUEGuk+Z+zqYozfJFHBRHlQAOwICgjAx606ip86ei8LVtndv8AU2c3/uXW0iybgqftqWWrUWTItFNZNd/VbT7aEltDINZ1+voPT9nW2truYaKrHU1BGTX/ADdBruv+Yn8g81VT1OzsRsjr0SxyQQ+PFirydNE4060qRdNYH0Nvfk3JIpO2MEZo3mD69Nfua3kUx3Uzv6itB0QzsWv3n2lX1GU7G3rufedZUFnKZbKVP2cBc38dPTQMihL8AafbC79uCSCSOisMagBUj51/ydL/AN22PheBoovBaf4T0H2zavcnTG/tudo7Ahp/41tWpV6rHSq4oM/t+T9rM4PIQIQJVlp2lVdYPqI9m+375bXR+h3mrROa/NXoQGB8hWlfl0TXGyz2jfUWRya5Hn8qfb0e/v8A6G3z8vtj7b3d8RqPBZLrJqabcW2ulq0RR9rbfzLQeTeGCoMrHpVaWAh5KWB1J9Vl59jDa5th2y4NkYnilY9smsSI3+1GT5E06Au8226z2JnvLhZSp0zduhUU/Canz+fVE3Ue8q3429u7g31kZsnjN+bEy2RpsVR5fzQ57C7ojnan+3q1n9flju0am315HHuUOZ7DcuZdrttrth4QcKWZOGgDJH8Pr8uob5QvLDkvmG5vtwb6hasqITXUWPbX+IdXkfLvY+8flp8XeiPku23osF3RsfY9Zkd3bfqtEu6d/wDXdNA08mfqKpADVPSLqnZSC6ra59xzs9/L9fPynLItyi0WOX8eDgknzrgk+XUq7vtdnHZJv1vGYTcEa4/wKzeSjyHVMtM1PX0dNXUh81JWwR1MEtra4pBqXj8Efke1knjW87QS9siEqQfUf5Og88RBzgA9d+P6n1fTgf6w/PvWth00V9R10YWsptf6W+n+v79rbqoUDrmsV2BK2Ycf4W/qfdSSePXqCvUgKF4H14Fv6/63tpmYY6uqN59ZI0JINiPrYHn/AG591ZvU9XCAGnrx6coUZR9DyQQbf7D2yxz0pjj0GvTpFGTa9rn/ABF7e0Ur4z0qjSp6cYUs/pBuLc/09opGBFR0rWNB+fTzAlwSOQf9h7RlqYHSuNGPw9OsA0jUfrwAf969opX7j0YIKKB0806WW7cBvqbfn2Xympx5dLYhSnTzSD1X+huLf0I+vtLMTpp0qQdw6ewSTe1uLcf19lx+HpfH8XTzTyyhQyueAP8AWP8AX2XuqkkdGaO6mimnTrDWztYah6R/sQfaZ4YwDTpT4kmnqSpZiocn+v8AyL20QAKDp0HVQ9Z1XUTf+n49p+r0HWe1rWP4/H4vxb3rq3XAqDz+f6+99aIr1iYG+mx02uTzybe9g0z1QqD2nrF43Hq0kj8XHB9u+ItKE9JWiehx124cAXBF7EW4/wB597BVvPpOUYCpHTY+rUS1/qfrc/n2qHCnTLksOsZYA88X/wB9b3YCvSerDA4dclBILfj/AGHA/HuvVCzefXduL829763rPXASqp4BP/Ee7BTXPW9R6z+QAXt7rknqhJJz1GeUi4HANwb/AFI+g92UVyevAeZ6wWHpsQR/Tm4b/X93r/LpuRwBTrsyFRYWA/tX+t/6D36lT00ZCBTqOaj8WJA/qfbgiIHTepuA6weXk6gOfpb6W938NRx6qX0mh67EkrDSicfRT7qVQZJ68W1DqXHRTzNdgefz/wAV90aeONcdXWJ34Dp5pMFLIRqvYji39SfaCW/jFelcVg8rY6UdPtci10LEgG9uP8Rz7LpN2HFeHRmmzY7hnr0u2tAa0TfU/T8e9JuhY4PWpdqIXpmhwzwVIIViQ3+wHPta96rxU6QixZJa04dDvtCqkpRDqY8Bfrf8e4+3qFJQxHGvQ/2aWSILXAHRlcHmVaGNgy8W+v8Arc8e4tu7RopDQdSfaXEckS56d6zNBImYuB6SR/sR+faWO3eRwKdKZJ441qDnov3YGaaWNzr9Ok8Ekf7H3IXLdjpYah59R7zLfsa06Jbu/MMsswDgck2vf3PGy2YKr1BW9Xx1MD8+gQyOacSsNXpY/wC8+x/bWAMQA6AVxuBDHqbjM++oAOeCtr/T2xd7cKZHr07b7gagnoZtrZ4gxnV9Lcf6/sB7vt1AQR0N9p3ChAr0P2GzxZUs3ACcX59xxe7cAe4dSFZbkWXjnoRcVly1iXAU/gn6G/sM3tkFqOhLa3bMQQelK+T0LbWbEXFjx/hf2VCzz0aG8Y/Z0hc1lWHk9QBb02/2H19iHb7MClR0Hr69VRQ9BnXZtlDIJLWuPqfx+R7FdvYVIJ6CtxuJAKjoM8/uMoGvIQDcAXv/AK3sU7btQNCOgpuG56Qc9BZW7gcuf3Prfg3P59jC324KtKU6ClzuRLevXGjzV3F2/P4/qD/T3uaxohpwHVIL1jIDXoZdp5Rg8ZvwT9OfYF3mzoCD0NtpvZC1Oji9b5Fhpcm2kA/nn3CPM9stSD1NHLM7VU9GRp8sTCp1XOmx/ra3uLZbP9Th1JyXZ0gA9JLcWULRtY8gfW/4/p7O9ttBqB9eiPcLo6CCfPosW860t5iSOQb29yxsVuNS1x1Fe+zVDZ6KRvGZTLKR9W1Ac/8AEe5m2OOi54Y6h7en78dBXIfqObfX6GwJ449i5AKY6CcrHXU+XTdNIEXTf9XB4+g9rRU8OkzsSQR00VL2IHFh/T/H2qiSvSOc0GnpmqJLBjxfkgf4+zGEUpTotlbyHl0xVEhsSRy319mCjHSJsGvTJUNey2sG5uD7XRBaY6ROxbPTdOwC/XiwBub839q4hmp6SSMaUHTJO4vp/p/U/wBPayFKkt0jPmeog5uf9c/7H+ntSg8+k5IA6hzOfxa5H0/wHt+Nad3l0lJyWPTe5Lf7D6fgH+v19qKdNManrgWUcqRYDk+/GvAdV6jmb1DTyL3Zv9j9R7cEfZU9Nl+6g6//1qG8dgKyucKkbhWNhpUljb+o99DdQBoepKHGvRg9h9O5XLyQWo5WVitwI2Jsfz70+k4Y/Z06xrw6sA6s+KmYyrU/jxM7Fgn1hcjn/Ye2QrE4613Hqz/p/wCBedyH2skuKZIzpJLwsLX5tcj2luLyzsxrupAg+Z60zog1OaDqzvrD4M4DBJTz5SGAkBGMWgFhYDixHsH7hz1YW1Vs18RhwJwK9IZNxiWojFT0drafUu1NsQxJQYilSSMW8hjW40j62t7j/c+bNyvyQ8pC+gx0WzX08g40HQoQ4uGNQAi6UANkGlfp+APYWe8diSTk9JAyngc9ZGgjUXsoUC1vofr/AF91Ds1CMnr3TDkKqONSdSoqg3NwBYf6/sytYXY0OenEB49A/u7elHRQSrFMAObkEA3t+PY12XYpJnBZejK1tCxq2Aeihb37UhjWaM1IVRqCjWL2/F+fcjWtjBZUAFWp0eRxqi08/Xole/O54qQVAFV6PUDZ+CebXv7WkgtqIz050R/f/fdJGlQTWoh9Yt5Bfg/X2xKSSAfLqhzjoj+/PkEAZhHWK4JbSNYP59tdKV7qN0UXc/bmTyjyrA0ln1esMeD/AIe99X9KdA9XZCuyEjSVM8r6uSpJtzz7Zc5p1vqMkdlIsv5t/U/1A90691mSK4/Tcf7UTxbji/v3XusyIuv8G4P0Pp/23uj+vXvOvXIlbn03+oI/4p7r071E55/H9Pz7917rE7W4/oPUf9h/T3RxivWx1Gkeynk+k8AHkg8/T2117qIGLXNyvPFz9P6H349WXiOuy6j/ABv+R7Snj09Q1rXrh5P8P95966t1I1i3IP8Avf8AvfvTfCevdZQ4FibnkWN+Qf8AD2x1vqbFILjkn63t9Pp791ZR59OCNq/rcWH+v/iPbZ49X6kowuAfr9CPr+PeuvdSffuvdYZQANVrm49sv8XW+uAj8pCf1+v+t7oerL6dKXGYxCVuFta3qB+t/r7Zfj1cdL/G4hCLaVU3sDYn/Y+69e6WNNhAV/QAQvFvr70a0x17qScOIySBwFv+T7Tnh1dQdVR0z11IEBOgAi/9T9efofdTgV6eFfPpEVpEav8AVf6/g/Xn2n6t0hctlI4Ay6tJH1JP6j9Px7917oLsvuPS3pexAP0NyADzb3Vh59bB8uklLnGZybmxYm/1Nv8AW906c6lU2U8lrMfqeCLfTngn3R/h6908wZO/Nz+Dxb6j6/X/AF/bXW+pL5cJEzBrn8e6PUqadXQ0b7ekpkMvJIeSwvc2FgCPpz7TVzTp7pKzZF9bKWJIIBP4Itf/AG/vx4de6wNWtIpAPHB+vP149sdb6gzysDfV6f8AA/U/kD34dWTDdcmrlipKmeSSyQwO7n66FReWv7o/Hpw8etgXYHZWJ2B/Kz6m6W3c1TTbi33u5d57epsHEJKylwv8biiOTy7J/YBYONR+ntvSurV59U0jVq8+q5vnnMuR+TldSUu4abdtFhet9q49dx0kSQx1U6RI8kUyxceZAdLn6m3PurgcT1foowpLWYc3Fhccgfke2+nFyNPU6KibSbqL3ufqeD9D7pKe0Dq1KDqXHQsx/SNIX8Dn6ce2OvdOsWJYKPRY/wBP9bm/uj8KdeAr09wYayk6LlgOSPpcc29tdKhqxXrO2MsrAKNRH5H0/wAb+2peHVj0ma6gKNwPyf6+2uq9JOvx7HkgcfX+g/1/dSPPq6DPSQqqBw5sAASfrxce9dO9MU9NJ6x9SLAg8f6/J91cVHW+mqemkN9AvYEEWt9PbPW+m40RFufrzzcD21IaDp5B2jrC0Wm9wp44/wBjwD7Z6v1H0ECwY/7z7bc+XWx1wAl+rNdfyP8AevbR6uvDrmpa4sT/AE/2HurdW6dYtXGm45H0vz/j7r17p3p2K213+gA/2P090k+H8+vDpR0y3H45NwRz+PbJ6cXh05xxspU8m9ri34PtlxQ9W6VmNpCWBsOfwfUCPrz/AMb9068TQV6tq/l3ZqDsvZXZHwtymdpsFuHccFXu7p6pylQsFFuPOIhmrNtNNIQBJI11iW9z+PbL/ER04p0rrPDqubvr4u5/Z2+89Rb63rRdB7gqJZMBJhNyYqSqh3IIKkrLNQ1LowXTYyXuLj2y4ckaDSn8+rSIzUKminiKVrUdVF9sde4/ae9M9sfE5mg3pR1EtPIm+UpGglrKxhc0mNjKiyK3H4HtEwIOhxUnifXoD7hy0J5XV1XS/GWlHJ8gB6dGO6g2bkcHiqDr7I5Om3HnM7kKHc21MBhcacnUZ3dDSLT022Kup0lkawUkJcC/tTGhSPSTU9CvaNvfb7RLaR/Fb1+Xl1s91+A3Z8fv5bu/5ezNxYuk+QHcNThMNn9rIsSy4jasS6MXtekcerzUsfomT+v19tuADjoyK/rVYcOHVS+PpVSho43TS0dLAjA8EFYgCD/vXtpvh6dxXHUqSnjUXUD6G1+Tf2x1vpgrl0hv8Re30t7bk4DpUeHQd5cBg4tyNfNv8fbPWugzyD+LyvIQioCzOT6Qo/qfbLmpp1ZRnoUesfj5v7tamkzMEZ2ztdeY8zlUaF64H6NQxyfrU/196HT46GCs+HW5MTT+Sg3nQZWoYqYaJQod9QvyR7abj1U8egnzfWnYez2rZsrhKiOkxxBnqNB0On4eE/2h/W3uvWumzE5/yaSshK2+v0IN+QQfz7ab4j07GfLoQ6DL6dJJ5uLj/Ye6MuoU6c6WlHlhZbkjgf7f8e2CAGp1RsdKymyd0Davpa3P+HtmTy6ciqT6dZamuEkfLfXkj8Hi59t9Kek/VeKZGV+ADyeCf9f22/HrR49JCtoQGLRgFbn68k/63unWgaGvSOrYAsjgi1rD6cE39tNx6UDrLjFKzcHjj6Cw/wBv7qRUU690KWCqZaKrp6uEsjRMrADi9jf2l60uDXo9W1ty7f3vt2LEbg8TOsaofJbnjTYg+6P8PSpAVFD1mwXx268rczFkKCmpWmWYP6FQ/m/49tdXNPLoW96UYwmNiwtHH4okj0BUGkWUW59tN8XVeBr0BdRgHl1O0ZuxBvzb/W9649Og1FemVNqmeugTxDiVdXH41X59sHjTq3RlbYPDYKgoYadTWOY1NgdRZrfj3okgVHXun/uWlixHTLz+IRy1FO3FrMdS8e2DQmpx04uR1STklk++qXLG7TMbm4+vtqTh1YdQRJOn0f8AxJ/I/wBb211vrPHkqqMckkC4ueT9f8fad8Menk+EdSVzsyW1Fvx/vHuh4dX6cYNxt+XI+l+bcA+2+t9Kbbubkr8xS0wdirTKLA3/AD/j78xolenFwvVpnWdDT02HpJWjGtaYSEgDkiO/PtN1vognye3Y9RueemWRtMTFAl7iwP49tOa49OvU6JzU1Mk+rk+o8/1F/wA2HunSpSSnUNVIW/PH9b3/ANf2mk+KnW+uWpv6/wBB/X/be6nh17qXTwtI4Bsbg/g/jn3QdPLw6U9HjGa3puNINwD9fr7pJ8PWz05nEsP7H+8f8V9sdV6Ya2geO5AIIuRz/T20/Hp6MUFfXppSVlcqSQwH1Jt9efp7bf4D1c9KvbUt5lu3IYDm3PN/r7T9U4dG02KkZji/SCQt/wDX449tycOnoRXu6G+CwisPUAAL8em4/HtvpR1JTSQAQPzyTb8+2m+Lqp49IndnjjpJGYD9LW/wv9D70OrJ59E13qYg8lwCxJIPFyTz9PbLChp070HkaggHk/1B45t+PbUnw9ePWUxk8raw/wB49sdORDz6xGPUbkWI+hNwf9h7ac5p0/15BJH/AGi3P9PpY/T3Tr3Uzy+WKSKQX8iOgsPoWWwPtmo9OrIa46sm+N+8KbeXWtBtV5FXK7SeWLQz6pXpHN0OlubW9+Ir1fod0o2jYaE12uHuPz/T2n631LamWV4QdSyKpKWueD9VAH59tSVx1sGnUTc2boNg7cyW5Mm6RNBR1C0cUhCTTTSxFUKj62v7a6cU1FT1VV1V1rmPkB31sPreldEqext9wz52tqbLS0G11qvNmKurkPCrGg/UePd4IlmuFRzRSePp8z0xcyGC2kuUGooCQo4sfIDozHzz7w2fs/u4bLwhg3/1X0vMu3eucNJj0O49u7gosZ/D5slBVxguKVJ1NRGFOm4B+vtUqvc3b2kEuqFTxJ0hgOK1+3h0jjm+m22K6uY/DuJfjUZ0k8Pzpx6LB8RMfFuDt3H7w7Iibd9FQ1NTvfcH94J5Hl3FFjyamairKqe7FZBpVVPHHHtFcyLPOoIwhA01wQOI/P16XRRPBZuS3dIO0+YJ/EB8usHZW6P9J/Zm/uxlxcWBpN0ZyZ8VtynULTbfxOPZqSioqW39gxhTYe2Ll45JdcaBKYx0pto2hto4JWMjKPjPEk+vSJGPFybj02K8c+0WK9LV+HrNDTSR6j9bfkf4/wCt7Yl49bPU1X/BBve30/2Hto5x1rqXGZCAAL2P9DyPr9fbLChp09FQnrJqsbkMACSfra3tt/hz0+eHXPyD6gE/7x7TUzXqvUKVxySdVr8ccD+g96Y0yeHW0I1dMtZOkcTzSuscUYLM7Wsq2/s/kn/Ae/AaiF8z5dPg41cK/tHR1fh70/1g0+S+RHyaWZerdlUM0/WHWpjkTJ9y78qUMGLjp0UFxDRyhKglR/vHs2spNus1l+sBLkeRpXj2qR+Rb7KdFG7NujxpbbKNLuwDSHhGo+Ikf0hgdHN7r3duHYmQ6dbfO25u3JeycRW/c5PAz1dBuzbWxMy4abY9RVUa+Tx0IKKnnKrpU/T2VvIEbVN3KQTTPw/w/l0rjgWSN0taQEHjgAuPx0/pZ4dV2/OTt+De2V6v6W2/kXyWy+isXP8AY1emNR/FsmxeTHTtESsjwROEZ7klgfZ7b3DQ7eYiQRJ2gHiBxr604DogmiQ3by07jxI4EjzHRC6q5Qkfhjf/ABt7tCcj7OiuUUB+f+Th0npx5CdXqUjkMtx/rEe1sRocdFVwxCFlOeodM9HQSqy0FKnq1B4oVRlP9dS/n2/Ks1ypBdj8iSeqwbpLbEM5qP59WR/A3OY3fMPfXS1dLHLWZ3r6o3VtWmq0Wr+4yVC7LV4uhp5bhZpIVIDp6he/sO7xs8kdpHuqMI/DbSSBktgg/wCf7Ohjse9x3U524/qCQcDwAPHqJWdOdK1UO1e6ustp9k9L5/r6jng3LT9qL/ezbW5NyY99AoKGhyztIlHUtf8AcSL0D6e17b5uH0T7fu5hvIJUBHg9jVPDUwzqHAg8T0WnYdsj3dLzaRJb3KNpHiVaOg9AfI+o4dGv+VEm4G+KvxlzVXtjHYraD5Ouy+JzWAlNVtunyNazNV4SjqTbxs7s0viIFvpb2CGN08TIqMVeqoaeQHA/MdDi3aziu3QsPHABkUHzP4gPQ9EVpsuWAAcX4bk8A8XPsjZdJocHo1oRlOHT1DXq9vVf68nn/Y+6EGmOreVB+fU8SRvYGxJBtz/Ufk+0vdw8un1GladYZaWNwDpU3H0+l/8AAj229QcHiOrCte3HQt/HHt3c3x+7Y2vuXAbkq9sbbyG5cQN3VsUYnOOoPugJ8lThv8yii5nKfqX6+zOzup5CkDSaGSmhj5ZyPtPl0hvbKzu7aSK6iEiurBk4B8YB9Qek1/MC6hpKb5dTfKDr/q6gz2E33nsXkNsZuoMVdsPtjJyURWsysMMn7aTJqZpE0j1i/uV9r5qvYttfYb691WoVqSKKSRg0qK8SCcfLqHtz5MsLi6td5sLGl3E1HiPwY+EkeVBkdDP8PfkhtjqXCdh5LcGQrOxv7o7iqcwtBnxHWSdcy5tBT5rr+hoZSVnxORS9I8Yusa8gew3u97dWk1luENuIZwg8B14TqDxkHq4wSeHQg2yyt92S526e5L24NLhCKGFjhTGePYc449FO+afx6wXU26cF3F1lV0mY6H7/APLu3FJhomON6p3dlX+6yXX9c6ALCvlcilVregcexgu623MNot1Aym6RayoPPOR9qVIHqOgq+yXu3SPbTKfDjOlZG/0RPwv+Y4/PomctFpBuAT+T/g30It9b+0CTBvhNB0ie38gP81OobUtiAAdXIBJ49vLL0laEHhnrEkErEg8WNrj/AHv3YuDnpsxkcB1KFOi8t9eOeTz/AIe29Z6cVDTPUmOFeQo5v/rkj227EZPTiR0NePUyOOxW/wBOBb2nkf06eRCfLpyghv6uf6D6/wC39pJXBOkdLY4wB1OhS5sPwef8Qf6+0jHy6eRAD08RLZQF4/H+ubXv7Su1M9L0XSKDp3hjFlX9RuLi39P6e0Upzq6UqPLp2QAnSBwPxa/tCel6DAPTxTKAyA/Xj/evp7TTEUp0oiUE56dFI+g/1/8AW9oGwvS+MAHV07QfpAAt9Lfke0EmW6XgAnqdB/nCAADbk2HN/wDD2y3wnp3FKdOKEkrf62t/vHtMeHSheA6lR/Xn+n/E+0/To6zcf7H/AFuP9v711ann1ligkmYKik/T/kfujyKnxHqyIXNB0pKHBSSWurXI/I4+nstn3BFrXowh26SXI6fotsFlGpb2/FuP8fZU+7AHj0Zx7QaVp1jqdrEqbR/T6E/7f3eLd19emZdlbSdIr0k8ltqRLsARpBNxfk+zu03NG4HojvdpccOI6Rk9M8LFZFPpJAYi3Ps8jkWRdSnoOywyRNR+sY+lv9sB9D/S/u3Scjup14n0lf8AY/8AGvewaZ6r59RCVUgNf8g8fS3t3iK9X65PIxH7dv8AXP5t7qozU9V4Cp6iuxPLEm3J/H+8e3ACcDpMzH164a2PC8C9yT/X/X93CY7um2OKdYDMSSBcBQSSfz/iPd1QdNscdR2ka/5e9ha31vzf26UA4nqhdj8I6caSgmnsWW1zwvI4+vtPPcIma16ehhklYahXpX4/CmylkDcXsT/j7Jbm+4gGnR1BYgnPSwo8KGsAga9hwOP629ks9/Qceju3sMgBel9itra/UY/6EED/AHi3sOXm8aRQHoQWm01AoP5dLOLayqv+bIsQb2/3g+yJ93cmoP2dHi7OWzw/LqLWbaIRiEIBvzb6f6/t6Ddm1ipz0ln2ogVp/LpGT4BRUFSOL/W1r/m/s8j3ImPj0RS7fSQmn8ulBjsd4BpX68f4/wCt7LLi5MpJ6MLeARmi56WdDVPTFULHR9DyQB7IriITVbo9tZXj7a9OVVkg0RAb8Wvf6D2mitwHFB0pnuOyoNegQ33XExSH6gIeb8X+nsfcvW4qOgDzDcVjJ6JVvLIESy2J1FmH0HAP9Pc8bFa1RaDHUD71dDW1T0B+RrysvLMLk/Q/n3INrbgrpHQAurlmYitOsuOr2uPWQNQPBufbd1bg8fn1e3uqHJ6F7bGV9ScnmwuTb8+wVu1oKEnoZ7XeUPHowuByB8Mbhjf0/wCxPuNNxthqIpjqRrG4JUFT0KmFr2tcm6n8Hmx+vHsI39r5DoXbfOWzXpRy5CRQLt9QbWPI/wBh7K47UcejOSZgcGvSIy+Q4bUxJv8AX/Yez6yt60xXoP7hLVSSegnymRKtJ6uTe3+0g+xja2vAHoHXU4Fegb3NlmEli17cek34/r7HO0WQ04HQI3O7JcgHoOp8izsLNYj6An68/n2J47QBeFeg1Jcktnpyx1WxkXX9RpJt+P6H2lu4FHDz6WW0+qjDNOh42hK7NEdR9RW3uO95QcCOh3s7HUOjpbCkMFNFcm5VST/sP6+4I5iQPMwp59Tly8xSJWPQ409ewiU6ibr+D+LcD2AJYV1kU6HcU7BePSSz+QIRgWseSefrf/H2cbdbZBp0S7hcmhHRcd315YyEX5vx/Qf63uUtkthg9RnvVwTUV6LnmKWWvqSqKxuxP9fcn2E0cEVGx1G17DJcSduQD1CG1Kh04iJBFyStv9h7e/fMSNQH+fSVdqkerUr0xZDa86Lfxm5DEi1vp+PZla7tExpXpBc7VIimgp0HmVoJKUs2k2vze/HsS2dxHLgHoPXkDoSx8uknVPwLAc3vz+fZ1ElPy6ImbVUnz6aXWSVtKr9B7U1CjPTBBOOPWMYeeZgx1ccaQDbn8X93N9FHgdVW0dxivXGXb82lrqbX5uDx+fd49zjrTpt9ulpjpOVmCmjNwrcfQc+zODcImFD0XS2Uqk9JqaOSE6XRl5Ivb6f7f2axOjqAp6KrhGReHTVOxsSPqOL39rlAAp0iY9tPPqEz/wBmxFh9Rzb+vu/2dN9R5Pqqj+0Lk/1/2Ht2MVNT01IfLrhwABbgnTb/AF/b+OmqYp1//9dN9UfAXPVj0j1uKlUsELExfX/WFvfQ8o5U0H7f8/UlCo8urdeh/wCXbFElHPW4vSoMZLPGoFuLk3Hsi3PmHatqjJuJQzD8I6rLcwQijH8urV+uvi1sfZ8MCvjKeepiRB/mk03t7jLdvcK5mqtgBEh8xx6KJ90emmAUB6MxjNq4/HRJDR0cNNGvAEMag8D/AFVvYAu93urly87lvtJ6LHuHdquST8+n1cekdjoHFhz/AEH59lxuC3n00XL+fXPREg+gFv8Ab/7b3WpPXuodTUxxgG4Cj68e344nc0HTkSipY9ILcO7KLGpIzzRtpB9N7XsOLn2I9r2a4uWAAOelkMDStw6LLvbuCljjljWoRdIYABwAPxcn3Jm1crLABLMK/wCHo6tbFV7n6Il2V37T0IqBLXJpBbjVb6D6WPsYJHHEoSIUp0ZqqqKDqtrtj5P0ERqfHkkV11gDyH/Hj3etR8+rdV19h/J+qq2mipary6iwNnN+fp7r17opuf7MzuelkDzuqMWsdZBu39R7alFKH160ekJLLLUktPI8rHk62JH1+ov7Z62h7uPWFwB6QtlP+Hq/x9+6VefWDQoPINv9jf20/wAXW+OeuaxoeVuCP6/4+6da6yBeLXPv3XuuCKSSwB4tz9bC/uj9aOc9ZG/PI4BBv/j7r06OFOoDGwJ9+631Ele/BtYHkj6n3V/h631EkkNvUOTz/ja9vp7Z691F1G41Eck6QPr/AK1vr78eHVl+IdcDJY/gf659pTx6UdeEn+sT/r+9de6zCT8A/wCwt703wnr3WZX/AADfn6f19sdb6mxN/T8XP+IP096PV14dOcUjWH+wIH9f9v7oerdTY2BBubE8/wCx/I96691mViv+I9+6910z3B4t/jf2weOet9TqGMMwPJN7ce9Hra8ehDxMJ9FgL2P1Iv8AX2zJ5dODoUMTSKbBuBweP9t9fdOvdL+hoAyAIv8Ar/Q8e9Hhjr3U6sxgSAuiEgjk8XHP+PtMenkPl0Fme0Q+QniwIH+vf8+68cdOdAZuPKiFZAhBI4+n9Dew/wB69ssKGnW+gKzuWld5Llma9x9bcH8e9de6DWtqJ5ZbtcXJIF/qL3ufdW4deHWOLUL3vz6v+Qvxb3Tpzp1hlIBuR+f99x70TQV631PWY2v9P68/X+nPtjrfUaarYK30uBf6/wCFvp711eP4x0yzVZkUjg8EXBt/jyfaZviPT3TNIZPpb82N+fxf3rr3XluHFiR+CfwDbn2y4oet9SDA0gGn1X5/H+xI916unGvUeuoKibG1NDTreqrkWgpQSBqqKtvHEhJ/qeL+6Px6uer4t80u19o47orY2NaTLNtvqjD5DsGgdlMNNM+MSrFNDLJcadS3IQgXHuvWuqk87lJt07q3TueVi8WbztXVUIc6hTUKv4Yadf8AAaePbbjz62Oo0OPLtcq1ibm3HN/8fbfTienT/BiWKgFD/jb+hFvbcvAdXPTrTYY2FlIAH9R9L/T2z1rp+iw92T0ng2/H9PdH4dbGDXp6ixWlQNJ+g/1v6+2ulQYHrqXE6gSBZrfX6fT21KKr1s9JDJY4IGup5JI4/wBhz7Z6r0iquj0q9x+oi354/r78eHTiGh6QtfTkykAG12sbDk/ge69OdMdTSfqW3FlP4vf6e6t8J630zTUgv9Dbm1vqf8T7Z6301VFNwB9D/ZP9f9f21JXy6eQ9tOmOoha30N+T9Rb/AF+fbPV+oYgYnkWH9bj/AIn3SQYr14dZhAv4Bv8Aj8j2yenF4de+2Lmyg3/oBb/b+6t1bp2p6Rxp4N7/AO2sOP8AjfuvXunWGkcmxtcj6n6f7D3STh14dKGmpvHpuDxb/W+n4Ptk9OLw6UVJGHMYsPpcnj639tPx6sOl9jKRTpKD/AcixJHN/wDW9t9eNDx6WmNgyWPyeHzuEyNVhdxbdyVNmdvZzHSvT1uHy1I4enrKeaIhuCLMt7EE3Htl/i6svHSfh9OroeovkD1/8zsHVdT/ACYi2Rhu2anFHG4fem8aOm+03TlPt/tKfLYHJOFFHXEabmVrE829t1xXp3KmseR8+ildqfynM2N0UO2dqbP33v2p3DBUUa5upoUWiFZT+mCal3FDGKVIQORJf1D6H3Wg4nq9Ae2oNOl70N8Bcx0hhpM/vDPQdRZjrrcLxQ9ldg41I12wUXyVU20I6tQaqyXCTrqBYcH3RvQcevAoSTHSo8ui1/KLvCi7q35BRbTrM3Xdd7GkqKOjzOfqPLWdgbl4XI72KJbxxTyDyQo30HtpxQ9OUIyegJp5iyC5uebg/wBT/S/Pts+h62PUdc5JCRwRcX4/JP49sHj1bpjrLsWv/QX+nH9fbUnAdKvLpC5dFVdV73LAA/1/x9sda6zdJ9cUvbvc23dkZIyx4NH/AI1nfGOZaKiby/bX/o7LpP8AgfbT11dbHVrGfH3NTHQUcKY7EYxExmFwdLEI46SgplEUClYgBc2uSb+9dPjh1C/gooZYoYnY1UkZkaZ3u0ch5VQfoLfn203xdaPHp1nxkO7cdJtbKwLk5wrtFJpXSk7r6fVb1D/C/uvWuqyu+Onst1JuIZKraGDHZyRpKGjhsFDhvWdA/SD+QfbTV1dOJx6DDHZN2Is1ibGxJ4H0+p90aunHTnS4osuSArEE8WH0/wBj7Tda6WdFk72u4txwL88f4+25PLq8baTgdOr5OwA1KBa1xf6W/wAPbfSrqGtcGLEMCLAH6j8+2349VPHrzTK3ItyPrf8AqP6e6da6Yp6MTMfqAW5P+x+o9tN8XSgcOptJRKtgAbHTyALmx91690saKnC6ACdRHI/wt7Snj1ocel3hpqujcGKR4xdSDcg2/wAbe6P8PSvo6/xwrqnI56KCpkLxuwU6r/1sSL+2ut9Gj7i2dHSrDWAD9xbgj6fT8n203Hqp49ATTYiOojK+MHTbnSPx7106vw56k0W2AlU9R49SoC5v+QvtluPV+kJWbqxR3lR42WZVdJ0URki5Kvzx719nXuhH+TGYEvXVDQwMGQ062PAFtHA9piKGnV16p+zdBaR25DayTe3+xt7bfh1cdJlorX+v5t9P9h7a631iMV7Eg/14/wAPadzVun0+HrHJCGB+v0+nunVuoUkAAvzxf/Cx/HtvrfQydI7Unze5YCP83C4c/wCsCD71J8FenR8PVmW3K2TCU1bBKCI4aaRVY8j0p+CPafr3VVPdWQOV3pkpgdaieQAarfR7cX9tyevXh0DhgFzyVub3vf8A2HHtvpTH8PXeg2+t/wDD/Y+0z/H1Y9ZYKcSM2oHgD6e6nh14Cpp0sMTi1lKGxv8A63P05906dX09Ol7S0McSj6khRwCLEj3WT4erHqaYVYWZOCeTcfW3+HtP1XpOZfHq1yuoXuRyLC35Ptp/i6djHQY5eJoZL2N78sObk/W9vdSKinTnWbC1ghmHIVtQP5P+v7S9U8+jO7GzyoIlZlIBF7/j/H3R+HTsOGp0YvG5qjeHV5UFwPz9P9hf210p6mzZiiijMhmDE/RQR9QP6D203Hqp49AxvXdcIik1SKqWb0k8njj3odWTj0UzO5c5KscgXXV/vF7XuPbLfF0703q4/wBb+n+t/T3QgEUPXus34HtN59OxefXKwI/o30t/X209Onh1wYFRcj3Tr3WcxAqHBsTYkH68fj2z1tOJ6VWx9153ZG4aXNYSpkgd3jjracMRFVU9/VGR9OB79051Y9tbvva+Tx1K2SemhybKvkpENpC4/VY359sHj1vp7yvfmx8Eksk708dT4/JFE1pHOpb2QD8/19tyGgpTj1sCo6Jd2325lu06lacB6XCU8loo9RU1IB4JQWt/sfbA6tWmOjCfB7ruHcO3PlXuqLKfwTeuN6az9B1bWIj+Wirko75irapT/gKAQLSORe/B9qbURgzFvJcA+Y+Xp0ivmZWt3FdGvJGKfaPP7B0QzdM9JuDaXTO7odxpWfILc+Tk2huTCNR/xOkpdp42U+TdmR8QId55lMLORfSxN/amNIY45+6sKZHkWYjC19RxPSuSktwEIox4n5dGj7K25iOveuqHKtndu13a/ZiQ4Ov2htSF4cTtHamGUa8itQpKiaqU3Kg3v9fZEdOgSA11Hh6faen1Dl/DYdigUJ86+Q+zotCUgjjEQDMI0VFJsCQgsGJ/qfz7bf4enwe2vmD10aa5vYLfki3I/rz7Z6eTh15aMs1l1WPukgBFerHp8otuvUsvoY3I/wBgf8fbHWsdKqn2TMUZwhsFuxP0Cr+b+2Xyx6dQ6aH16bKvAQI4hSpp2lK3EXmQux/oF+vtmQimnz9OlBVqVpjpJZHGTU7kaCLE8EW5/oL+2Oq56YMfj8vuLcWJ2jtjEV+4935+qSgwW2sTE1RkcjWSELHGI0BKJcjVIwsByePam1tLm+cQ2+dTBa+lT/M/Lqjzw20D3NwQkaAln9AP8PR8+v8A4j7X62wtb2R8gd87OqewNvvMkHx7p8jBXyYquRwIKncVdTv45pUNgadBqH0I9mN1bR7YGt1dHkBIb+LHlxoAfTj0hg3EbjizjfwHoVlpQNX0HED58Ol3lOwZ5ty9ddrZnGbag2r0wUqk2DQGCkw9NVX1LkhBUeiWSZAIyoBt7JfGczo6oAFHwj8R6MGtqWz2rynVKKa/QeQ6K72F81OwqzK9n1XXuWqIpe2Tksfnc1maaCoqds7Yr3uNu7MVk00q6LK0iAH+h9rbe48GSSeXBYGiCh4mtD8h/kHSK4s4Giht5SWMJBDVIqR5/wDF9ER8EdNF4oy72ZneWWRpZppJGJeaWRySzMSSbn355pLiTxn4n/VSnoOkM4CtQdNcuq8g4/Nwfxb2ujoKdFM656T9QBe31BPPtevRXKg1aem6ZQQbcsv4/Nv6H2siNGoeB6KZBWqEfPpadKdkV3SfeHVvatBVTUsW1d1UJzCwn/gficjMtHVUdQpuDHpdiwItb2bQQx39pNt8i6vEXtr+FhU6h9o6QR3E1jcx3dvhkbPzB6uJzXQW9+4u9NzZvanYW3ZdwZPKR9gbepdyZamw2ysXsfKIKin27RrWMtNVVFSmpRGillI9xOlWEtnHFRY9SsoPc7KTRz6U8vy6me5uLaCK33Kdjol0BWArpLeVB5HzPl0ZDdvx+3Afhd3113Vbops9tOk/4yPsPbUdfBVvs3dWMkvmqbFaSWWNwkjAKbafx7V7Dd3TXC2ukMGwqtxDHBP7MdI99jsbeVd0iGide1nH4040Plxz1RRt3dUeTxtDXK10qYFa1/06WMRuf+QfaLc9ne1uZLZhlCf8/wDl6UWe76411Hj0vqLMI1isg5Fj9f8AePYfmtpEFM9Hsd3FKBTpVUuSHpAIIuP9cfn2X0K/F0YI2ofPpQxVSyEHVcX/AAOLf4+2nBOQKjpzqaRHOpikVCkisjowDJKjCxQj3QfImvl8ut/Nc/b0PPUHYe1qRtr9X9309fubpOj3BHksRAahhU7GyMwMcj4ycn9qnk1XfmwPtdbXMjTKGY0r3L/GPOv59J7qBjG0kGJWFFPmW6Zfkn8BqzriTf3yD6z3RS7S6heox24NvbarsjHXVW6cVWzXVaCugbw1S8Eyp6mA/p7HsPMniQi2vrYHOmFia4OBT5jqNpOXxHMZLK5bx+M+kUFRkhh6HhXoRvh58j+jhsneHWfzEoKfO9J9rUEmOk2rg4Vm/uZuCJDRbe3VjKbmaCrDMhBDAH+h9p7QnYN5/wAVVpIJFYsB8YkAJ1qeBApkenT9/BuPNO2p9JIkN/bOoiZv7N4qgNG61/EK0PkeigfJn4Ydl/F6aizWTpMluTp7cSmu2l2A1HPE2PochOZMViNywuNUUwhaMeV7A/j2cW90u8W/1tquiSvfFQjhXI9K+nmTjoqvNvEN49kpBI4EEEFgBqAp6GuPTop0uNdCCQCpAKt9RY8+kj6g/g+21vVpRRQ+fRbLasxqV0n5f5eoooWs3oNvzz/Tnj2/9UDivSYwAHrwpeLFQbWt/sP6+6/UnyPWngVhjrItOdRuPUP9tb/X91aY0r69bWBQM9SEp72vxa30tz7YMpGenQgHDqckZZAouv1A/F/xf2nZvXp5YqdTaeDT9ASfoTx/sfbLtUV6fQVNT09RxhFAA5/ra/19opHNa9K1WuB1OgSxJF9QP54/3v2klPl69KwtBQdOcAJOo/Xn6fT/AGHtO2OlCjyHTvEPULfg+n/Y+0M3y6URU1dOaKDYH688f439pH8ujGDuPTlSsQtmP1P0/wAfaWWmrpUD3dTFIRw3055P9B/X2wy1FD0705Kb2I5t+bfX/W9pc+fT0b6hQ8es6sWtb9X+2PHtlkIqx4dOg1FB0+UOOmqXXggXFzb/AHq/tDPdJEteltvbSSsMY6EjE7fAA0x3P+qI/wBv7DN5uDSNQHoUWW2IgDuOPQn4fbHk03T/AHjj2UTO8mSejlY0VNKCnSyi2iun0xj8fj2kx59OJwz1hqtpWRrx2AABsPewKdX6RGV20yqwCLxqFrc6f629uxXDRNqHSaa1jmHDPQN7k274w5C6bXJ/ofz7Fu2bqSAlegZuu1FTqp0F1TTPA5FvT+Ppfj2LYZRKtfPoHTQ+G32dR1N7j8kcX4+h/wAfbnSYoAteoci6rkmzKSfxz7eBAA6r1GkPFxx+Prf3dACaHpmao6wSOVKgEkEcj8fTke3+kx49YSzEXBGm/wBL/wC8397ABND1UmgqeuccMlQ4Eacf8V/N/e2dIh1oL4lOlXidvSSsrMpYnkD/AI17J73c1jUqOja02tpCGI6ErF7Xchf2vV9CT+B+PYVu94ABzx6FdrtIqMY6WtHtkJa63t9b/wDFfZBPuzNno6g2fzI6VlDgEjYDSL3Btb+v19k9zuTMDno4g2/QRUdCXisMgQaRYi3Nr8fTj2GLm6LuQT0Jba0VVDDh0tIcGsiWKfUCzcfgf09l8juDUdGKotKdQa/BqiMNBIP1uB+f6e/JNJGwYHpuSGORCpHQYZLFRpO5CWI/DcD6829iO1vC0Y6DVzZBZDjqAIET0/Qhb8f1t9ParxGbpgRIhxxp1BqphCoseSbk/wBPx7URxhscekcz6BjHUCWuDRn1AC/P9f6gce31twHwOkrT1TPQO77rh9vIAQAQbcHk/S/sccvW48QAdAjmC5GkgdEn3pWATzAHgXt/j7nrYoSFHr1BG+zDU3QK5CoJe6m5/wAfp/t/Y9tk0x56Atw+a16x0NWQ5ubEEWt+efdriMOnVIZCGp0KW3K1/LFa1ib8n+vsI7pACp8+hVtc+adGN2/WnwxgtwSBz+fcXbnAddepM2yZjGK8ehiwVR6LjkE8fX/Y8+wPuERB6GlhIAeNSelVPOojGnk25J5AA/N/ZUqE4HRuzEip6DfcVWUZ2Butrn/Xt7E+1w1IHE9Bbc52qT5dA3lMkT5LkXN7ex1Z2oWgPQJu7qtc16CDcE7yy6idP4P9SP8AD2NdsiCrTj0C9xkZjUdI71c3vq1cfX6H6+zzAHRCS2ru6VeFhZmUMfrpvzza/FvZPuLhc/Lo8sE1LjzPRi9l0n7sCm45Uj/H3F2+z9pI49STssP6gPHh0cXai+OCJfxZQSeLW+nuEd5fVI329TRtK0iA+zoT0mIjJNhxwP6cfkewmY9Tmo6FCy6VoekNuGs9EtzYgNyP6f09n+2QCooOg/fzMFJJ6L/uGRp5GVSQvP0Bub+5K2xFhUOOo43Fmkc9Q8Jt5KkmaYARAjk/U29vX+5lB4aHPTNhtwlJemOlmcLT6AiKFA41WH9fyPZJ9a4bVXj0dixj0UUU6SuX24skUhXkrq5AH+8ezey3PS+cdFV5t2pSVp0X7eGHECSah9FPHHA/r7kfY74yMB1Hm82QiBNB0BX2jz1LxAXVTwf8Sfx7kPx1ihDHqPTFqkKgEZ6WGJ2w0wF4z6vofr+f6+yS83gA4PR1Z7STQ0r0IFFszWsYEJN7Dkewzcb9pPHh0JINlYmgXp1l2FdSBCfx+L3/AD7SJzHQ0r0qbYTpyK9JbKbDZQ37LcXH6f8Abezaz5hBbj/PonuuXyMhegj3Ds0xrIDHYjm4H/Ej2Nds3wOQCeghuWzlQRToEsriZqGRgQSgN7f1/r7H1pex3Cj16BF7amJqnpONcMSfSDxzY8ezAfLos6wOpDq3Fiv1v7fj4U6Zf4uugQb2P0+vtyvVOv/Q3AMT0jsrDpGKXFU48VgNMS3+nHvIa5563q5JXxKA+XDoTNuU7cTToVMVgqeiRIaaFIowABb03sLfQD2E7vcJbhi8xrXpE0hc1Y16VEVDEoLBRcD8j629lD3LE06Z1mmOvOEi4uFsQ30554+nvwrJxqevVrk9NdZVpGOWsCbljYA/6/tbBCzEDienVWuB0G+49+4fCxSNNVRl1uNCMt7j8X9ifbOXby/cBENPXpbBaSSNkdFk3t8gsfTRTLHVpAFvazr/ALH8/n3JW18kx25El1Q9G8W2qKFz0STsX5P0NKlRqyN0AdrmVbf4fn2NbeytbQAQpn16MURIxRR1W7258xMfSJVGLKBSBIbCZfqPp+fa3j0+nw9Vd9pfLvKZmeohoauadmcgEPe2oWXn2w/xV6v0T7N743BuKeSStq5ryM5sXYixNx7r1vpMHUx1SMZGJ5Zv+Ke/de6kxxWA+hLf4fn+vtO5JbPVSadSRGwBBW/9P8Pz9R7p05Glcnh15l4+gB4+o/IN/fun+o8kV+b2/ra//Ee2349bHXQQXHJUEc8mxH4Ptvr3XMxgC+o/7c8/63Pv3W+vBGXUPpq+lvbRJPHqlesMtrH+oHP+PHv3Tq8OoEpsLf4Xv/vHv3Vum6RvVb/Y/wCv7bkJFB69bHUeRjbXe/4HAPN/r7b691Ad21X1XN/8OCPfutjGeuBa5uSL+0z/ABHp9TUdeVr/AENv97916t1lVje35/r9Px70RUU691KjcfkeofQ3+v8Aj7ZOMdb6mxMQ9/rf6/8AFT70erL04xuQQefwR/hbn3U8OrdT43B+oJuSf6e6db6mDkX9+6914LqNv8P9f204z1vpyoTaQgXX/W4uf6+2z1ZehIw7A6OAOCL3+nPtqTy6uOhXw1mCn6c3/wBe3490690JmL0hRwAfrcgW9+6904ZCtjSJokUaypJYj02/w9pjw6cT4h0X3dQlLzFWJB1/63P0916e6L7naSV3cte1vpz/AF49sNlut9BblcebudNxzyf9f+nvXXukVU4yVmBC+kDiw55+ov703w9bHHrE1GEsCv444P49t9Xp1w8RQXJ5/wBY/T3Vq6aDrfWJpWjBBJ5+lvwPx7Z631EklLEj6/QWNrni/vXTkbAHPWAU5b1BbL+Rz+faZviJ6e65rRseTpII/pz9bc+9da67OPe49P8AqbD8G559sN8R631Np6IrYWGrkWt9B711ZcN0t9lbYrty766/23jqJavI5reu36Oip5LrC8slcAJKpxysK/WRvwPdXHn06erivmJt7qLrna+byfXvcA7I7Ux1LjNl73wuLoo0wu3KiopR9xSY+vWxnFP6oiSPx7p1XqqrF4MJBDFouFF7C3Bc+RrD/XJ90f4evdKeHB2VbrwACBYf7b2104h8ulRRYlmAXQbk/gfj+vtuXgOrUANen+DANb6WtYn/AG/J9s9b6c48NpN/Hp+v+9e9P8J60MGg6ljHFR9PoOeP6e2Olg4DqDVUBClgosLXPP8AX6e6r3A6sdeyR0kMnTagV0D824P+v7SN17pA5OiCqwCj8gcEck+7Hh14Cpp0HdfTKjNqAuCb/wC2t9fden+kzUxLctYWuP8AXt70eHXumKoTTyR9b24+n+3+ntjq3TPPHZSSQbgAf4e23rQjp1AKV6Z3g8n9m1jbm/tjpzrxoQVsgvf/AA/P5t7pJw68OssWMLfVbEEAfkc+2T04vDp2gxWlAdPJ+vH190bq3U1aBUsQPp/UH/W96691y0aTa44P00/0P490f4evDpwVxpHH4/2HtnpwcOnOhmXWg+hA+l/r7acDj1boT8P6gmm31vx9B6f8PbfXuhFxaBioKixHJt7ZkFOnI/i6VUmLpa2FI6qEShJNcDi6y00gF1mppRyjg8hh7b6e6MRtD5f/ACz6xxMWB2f3luVNuUcK09Lhs2xzUVPDGLJGk1UbgD3Tz6qFQV+fQM9yd8d5d+VEJ7o7LzG9aWlQQUmIlY0eIpYUOpIloojoYf4ke/VqerIqK2pR0CzaY1SOJVjiRAqKgAVFQcIg/C+0zmrHp7qZTMyjg/S5HN/9591PDr3WSaUqNQ4+pNrXNvafrfTNPU8nVfkD8jm5vz7pIKr9nSry6RuYfUrXvzfSP6H2nAp1roY/hpl6bF921UExWKfK4mSlpKhwC8bNJpKozfj22/Hqy8erVJsMsNbNSx0btIjEy1sqkM5kN0K/4X+hHunV4/PpwGw5aiaNpZFSnlI+5cKVMaWsRG1vqfdHHn1Y9KHb2yWiyscVLTeKiglURzspNSy3GuTj+v491Hz610UL+ZThsLhxsHFRwxS5WenavkbV++IdX0aL6rfg8+2WOadWX4h1VNFE0TCyaVYi3+0j+nvRNAen+lHSORzc6hbn/AG1vaQ5Neq9KGCuZOGP+tz/AIe6SDz6chJ1U6mfxIMAAxDIbnmwt/h7a6UdZIa4M6vqNgORe17H3R+tHp5hrkk4v+Bb6fX6e2+tdOFOVcqPq1z9f9491fh0oHSloIIyVJX1f1I/x5t7pjSevdK2kokYgi35txz7RnrQ49KmkoiWUC/AHHPP5591YEjHSvo6Xxxxppsgta11KMCt/wA8+2et9Gx7czDVGDiMgsVQBb8349tPx6qePRftv5OGQ6GK/W17c2+nPvXl04ACo6E7FLFUQ1a6RpEDgG3+0n2yxJOenOiMV+3fue3Y52nKRR1gNr/7WSfehg1690PnyEij/uhQxRMWVKdVN+QTo+vtO3xHpxeHVY2fp11PcAnUfx+be23+Hq3SFeC5P6QBf/ePp7Z68cdYDD9bEfjgDn/be2JPi6ejrTrA8R4I4uSNRHHH1/40fbfTnUN0uUjs2uRtKIqankYmwAVeefdOvdHQ6B23kcJB/Fq6gqKSIgMGnjMbaDzquefdXGpDTp4ZXo2u7ctiaTY1dXROqTSwP6+FLNp/1Q+ntOOvdU+bqqDXZqunJvqqJGD/AFBBb8H+vuj8OvDpMlDyPrxfkf7x7a6Ux/D11oFuQRwebe07/EerHj04Y6MGQ/645t/vHuh690JGIhXgjSCfrf8AFhwPdPLp1DjpSLEebf0/Av71L8A62esujTdTyb3+nH09putdQa1UaJrrf0sOLXH59tuPPp2M4p0D2b0tLMAdOljYf7D/AF/dOnOkqhcXKtYqb3HDf7x/re0xFMHpskg9LDDbslodKSlwF/obav8AXPujfCenI/iHQlUHZaQoP3X4A41G/wDh7Z6V9ZKztSQoRG5/P55/1/r7o/DrR4dBjmt3VmVLXdrG4BueB+b+6DraHNOk3FKVN2YnUOTf8nn204z06OpyVFz9Txa9yP8AevbZ4de6lx1HIH4P9faby62DpGoHPWfyi4+n+wIv7afj0qHWVHB+vP8Ar2Nufz7p17qTe6g8Wvx/tvr7ZpQ9bTj1zXnjkFfow/B9+6c6n0c0qTRSoxV4blX1FXUf6/tlviPW+p9W8tUwqJ71BdgY3ZixTi1hf6e23FV+zqyio406i1lXLS0U1jpmlVaWKXkiGoqj4YJio+oViCf8B7T0FPl1cA+terQO9dv5b4y9X/HY7Cy9DiNsb62XR1na24pHRZd9ZCeHXkNuVYB1Q0rfpLn6j8e1t2AqRrANSlckHifX8ui2wZp5ZvqgdQbC0wgHmPWvRJk6yrtrd37c7h2/mdrZXanbGKkzOKj240OQoNjYihf7TKYCWn+kZkCuQWA9R1e09zdfUW0VsqBBFWtPxk/iPzAx0Y28A8RyxrTgeuO98piN0buyOZwWN/hWDVYsbiaBnLsIKXhq15G5LSm5I9l7CjHSO30+fr0qGoUD5+fSYem4P0Ivb6f4/wCHunl1vrA1NcW0i3P4P59sDpxKV6eMPiDUSIum9/px/j/Q+6OoIqfLpwivRg9hdeZfc+bxO19t4atz+48zPFT43E4+Bpp5HkNvPOV4SJPq7sRYc+2Y01kRirMcAD/Vj59NyyiFHmlKoiDJPCny+fp0d/H9H9H9MbL3F2h8o90VDDZ248ftL/R7tgotDl9xZOPVSUqZhissmkkLNoUqp/PtWtjHGWF0SXGPDTNfOpb0HRb+8Lq4kSPaVASRdXjSGmmmKBTxr13tzu/4fdhbm3R0vn/iTjaPb2zIcXU707Xw+7KuPMbDwe4HEVBmaiGNbzaL6mVS3059rYm28WyxXlg2iVqLMGOoeuPkOi26tOYVl+r23dUJjU6oCgKufIavIk9Bx8k/gBSdUy7h3PtPtWg7A6lxOIoN1U1Zi46dtwU+1M0qy0NXWwSFW8cccilpRc/19oty2D6GWVo5hJDGAwI46TnI+XSjZeaE3SKH6iBre4mJQq3w61wdPrU8OkpsLLfHP47ZjDbUjzUO1dvdj7ciqtzfJhmFdvHBU1QnkyOK2dA1zTTPGxjSaMhg3tna7mUXcdtadquQS/mtMmg4VPRtuFrLPbNOU8WSEkpb/gkbgA/qoOSOiz90/JfprK1W8Ns9J9LtT7aieHG7F7M3flqmu3jkTSL4q/eGfjnBNRPXv++pka63sPddy/dcd5N9MofU1akksD+Ly4k+VcdPWEO7tbQvuMyrIATJGigJngi+gTh8+iTV+XzGUTRk8tW1cZOqWnM7pRyMBctNAPSwv9L/AE9khcoSqYB8/P8AL06NWAZwVPTJUPcIosqgHTYcAfi3+Hu0akDPHpHOQSfl00TD6X/Lf7Hj2rjOK9FE3xHptlF5H/xH/Gva+OtK9Fc/AdJ+rQAsbAWIt/j/AIj2vjbUvRZKO6vTewHH41cMR+R/j7Uoaj7Oiq4BD19emiupRPHNTtptLG6XP0BZbLID+CPqPZhbzNCFkHEHovuYqqSPPo7vVO4sX2f1xsrb24dy1+Fy/X2Wiw8+amrJ1SkjlfThcrUKlyYYedRIsB7AnM0M+370b62oI7tc/wCUV8j1J/J94m4bILC4Gt7U8D5g8OrcfjP2V1dPid2dYduPntlbazzzbYwHetP58rsTdG4cjRHHQQ5arGoUEcusfgA3uefaDbUhUrNHIVdq0NK6SM5PkPn0YbxHuLxiK1iSdfxRE0cr56R5kcada+/Y2DyfSnb/AGX1Fl6iknl2VuvJ0WOrMa5lxlfgpJ/Lja6hlIGqKRWure5Kv9pjvbaHcYWDiRBqb1cfFnz6iW33mWzu5LWYFSrHBwQPQj16n4vdKSeMCS/AJs3NvYNu9odScV6F9lvsbYrToRMduFX0fuEg2/PIPsL3W2caDoW2e7YBr0t6DMgqLSf1tzx/jf2R3FnIi/LoQwX0cuWOelRSZK9tTXNxyPZewK8elysjjB6f4p4po2RwJYpBplicaklBFijKfqPbZehBHEZr/q8+nF+ML5+XRjenu8MdtKjPWvc+FyHaXx2zAajzG1pKiSTN7JgqfRJltmTk608Ny/gSwNrezrb9wRmSK6NQpBB9D6/Jh/Pot3Cxkuka424rHdKMEjtkp+F/k3Cvl1y3p0H1LsCiyeSwmI/0u9Xb3Sb/AEFdk7OqZP41hspK/mosB2TiqbmGqo20orMDe17+zDdLmW3lSe1uSaVZg3ClaEL8yOI6RbdaQ3scguLbwbjTQoDQBvVT5j59KP48/JrtrI1eZ6e+Ru96Dd+AxdI+Dxuzt24mDIS5eYKVTb9ZFVi/meIrHS1BGpGsR7f3O+aXwdy2tmt0C1ccQ4p/hPkPLottbC0tlezu4fEmZjpIPwt5NX/CPPpEd3/DvaEm3st3L8Y82+7uqKeqFPvTrfKPp7N6k3PYnL4ysxHMk2PSS4pphe6C9vZhuNzA8EV/aNQsq8cGpHBh5U9fPz6QWVvc3Fw+2b5B9PeqTpZTWGWP8LK3k1PiHkeiES7WeRBU0Z80Yuuko8ckduGEsLgMpH0IYD2gG7+FJ4NwNLf5ft8+q3XL9xbsVUAkemek/NhJoidSEEE3upF+eefZgl7G3A9Ez7eV4inURscRclSLccE+3xP5g9J2t1UZHXlobn9J455v+PfjNXz6bW3qTp6mClAAAUfT8+2DIfLp8RN6dS44NJ+n+xFx/r+2HlY8D1dITXPU6KIm4v8A7f2nkc+vSpEoKDqYqWsPqfpf2nPGvTwHkOnCFB/T+v8AX6e2XPbnq6gjpzjte4/4KP8AivtJJ5dPRKQ+r16nR/2f9j7SycejKHDY6n072NuCAef9j7Syr59P8M9Tv1G/Gk/Qe2j06pqK9TqfyN6dJsP02vYe2JdIyenUVi1VHStxWIklPkkXniwP055F/ZJeXqx4r0c2lnJK1WGOhMxWKClFCgji55t/rD2GLq5MhI6FNnZBKA9Cnh8aECjTx/reyoVJPRucUHQu4PGqQp035tyP8PdX+E9abgOhIo8Kkka3AFiOCL8f159sdaSmrqVUbejMLEqp/wAbf8U9+PDp80Jx0HOd28gViFUG5sQOf8OfdOtdATufBKgk9AIN73H+P0t7ft5mgkDL0xcwieEo2ei9bgxXhkdwgGknTYcD2O9uvPEjBrnqPNzs9Bp0hJl/tWtzY/4/j2Io21L0GZAA3UCQAsben0n/AG/t9eHTBB1HqC/0/wBj7dTj0xMQe3qM/I/4n8D/AFz7e6S9dRxmV1iUcAi5A+vP09+Zgg1Hr2nX29CLg8IZCjFRY6Qqgcn/AB9hu/vytaHoR7fYBlFRnoZ8HttUVSUDE2ubfpP+HsC7hupLla9Dnb9rBUAjoSqDBqqiyC45Nh9ePr7Ck985YivQqt9uROPT6uLVUFkHH6rjgD2hNzIejD6WOmOPWeKBEN7Bj9Dx9PbTykrnraQBTnpTY6SKPSDxcX5b/G/tESK06VJQGnQhYqogchZClyf9Vc8cge2XOadKKdOGYggEfoIIKXN7fT3Q5690B24Ghinb6cE2P1+n4t7M7AOy0HAdFV/pqNPHz6QjTDW4Zubk3vb/AG3sQBGIB6DzTZKnjXj0nMrVAIxHA/FrW/5H7NLODUw6KruUgV6Rc2SKq/qIHPP/ABI9nsdsDTHRC9wwUgnoJN55AvBLdm/P5/w49jPY7YCVaDoF77c6lpXonu8KkM8p+tmI+ouf9h7m7ZIqaQccOoV3uQ1Y19egdq6m8hFjb+n4v7G0URpQdAiaUjHWGmntJYk8WNj/AKkH8H27LH2dUhaj1Pn0JW3Kgl1NwouPyLjn2FNzjoDToUbXMNfRjduz3SIMfpotc+4w3SI6z1JW1ykgV6GzAVFlFzYWt9R/sePYC3BCSR0OdvehqelTUVISM2NwRx+Px7J4oTrr8+jeW4JBHQZbjmZ1fmwNxa/1uOPYs2uOjhh0E9ykGkk9A/XrZm1Nfgnn/eD7GtvUEDoFT4cnoOcshdiTyNVwfpx/sPYpsnCr0HLxCa08+k+sF2Bv9OLfn/bD2aNLVeipYTqz0r8JFqkjJWw/N7/g+yLcHFDno7soypVejIbKVWqIBwLMo+n9Lfj3F+/sVVvmOpI2MEOPtHRqMFNoTT/TTYD82+vuH9wTUc9S5t70jp0ulqSYi17cc/19h1oyG09HviVjNM9Ibcsh0EgnSQxI4/P9fYi2tRqAPRBuZ7OgVqW8lSUb8n/YW/HsexdkA0jPQGm7pSD0uMbHGtLHHGAbWJIH5/2HsP3bP4tT0e2ir4IC9OciACxsOPxx+faRaVz0pPTFVDTMVJOh1uR+Lfn6+zGM9mrzHDovmw+nyPRd9/sr1E0MdtRJBF78fTj3JXLmpYw7dRxzEQzGJOg6xG3RLVK/juOD9Pz/AIexRfbppiKjFOg1a7drlBI49DvtvaIlEZMYsQPxb6n6ce473TeypIr0Pdu2YPRadDhhtgmRY7U68Aclfz7AV/zFoauo9Dmx5f1D4a9LSLrXWhLQrcC/C/X8X49kR5p0tTVno8HLFV0hf5dI/P8AXfiRiIR9LN6fp/ifZztnM+tvi6Jty5b0KQF49Fy3jsvwiQeMEcken/Ye5Q2TfA9M9RnvGx+HUaeinbx2y6NLeG315txYf09zLsm6hgO7qJN32tlDaV6AjIYmSKZl06RqsOLi39fchW95HIvHoAXFrIknCg6wJi5H+trf8Fv9fbjXUa8D1QWrHy6lDEekjRfj9Vv95t7bN4vl079GKcOv/9HdhpK+mk4jkU3t9SLj3Kk1vIuSOjZ1YZbp5jnVVvwLX/Fz/sPZe8bM2OqihwR1GqMtBArGWWKNR/aZgLi3+Pt5LSRyNKk/Z1sRsTToJt3drbd28rmasikdV59a2H+HJ9jHaOUNy3ChC6V9elsFhNMKAUHr0S/tP5Z4mginhp8jFHpDgBJAD/sTf3J2zckWVj33Xcw/w9HlvYRw/Fnqtntb5q01MJwMolvV/u3n88/X2NYoYLddECBR9nRioVBQDqtrtP5ywEzRRZUs12tplJB4PBsfd6k8et9ED378tdxZ+SeCgqJmQl1vqexH4A5/F/futdFmzG79xbhmMmQrZCrliUDtwCbk8nn3sY6dUUXphiiAJX1E31M7ckn/AAJ9sv8AEenOnJRIBwi82HI/3n3Xr3UjQxGmwvwWtwP9h7917qUosAAPoT/rnV7TyKQajz6qR1nUPawX6XP1H0/PunVlcrw68wIIN9P1tcfU/n37pQpJFT1hY2a31J54+n+Jv7bk6sOuSgENf/Dn+ntvr3XTgKAebf1/3r37r3WMFifp9L2/p9Pz70wFM9eJxnqJKVsf9USQfr/sB7b6cBBGOm2Y8E/UC3+2+vHv3W+m5ybMRa/JF/8AjXur8OvdRXYKbC5Gn/bm/wBB7Z6303u+k3/1RP1/x97Boa9bBoa9cCdRueL+0r/EenQtTqPXh9Rb63916c6kDUv1+vv3Xus0bAm5vzYH/D/Ee2Camp6304Qtaw4/IP8ArXv711sHqdGSLg2ve4t/xPup4dX6cImOkHi//EH3TrfU+M8H+nB/2/vdevdSVAtcfn2y5zTrw6yxtpYNe1vbZ6uvSzxNYqW9YPFzxexNuB70a0x1boWMLkBZeRawtxbVxz7T9b6EWjyVwPUFOnjj6+99e6zS1ob9RDBgRY/QW/K+0x6uvHpJZhKaeKRSF1EmzWAI918un+gRz2MLNIqL+k/qv/j9OPaehGD1voNq/COzPqQty31/p+Pp7917pglwukkMnAseLf8AEe9Nw68OPTHXYhRZlUrbV9LX/qL+2+nCOk1U49kuCGubFTxyf8fdWwMdb6ZnopOVYEC/Nv6e2et9YP4a7PcKx/AN/wAf6w9+68BU0HT1S4hyoBBKnTfnn2ncUbpSMADpQwbdOgOYrr9dVvxb6Ae6de+3qUNvnjShP0P6RcXNgLH2wcnrfUqDbZL/AOZa54DEWDEjjn3odXTj0dX4L9YU2b7Zz/aGbgcbV6T29UZEVDoftc3uXMxGnx+Fop/0mpjdeFBuCfdWHVmNOlX8qYdjzYXZeR2Us9PuLdObyGV3xRNQyY6KLVUHVDNTzgSNMhNjIfS1rjj3TrQNR0WKix0YAULyLX/1rcEEe6P8PW+lFDSAhU08j6cgHjjm/trqwNDXpYYvGh2W62N/oLHi3vTqCPs6ePS2iwwtYLyQARxxf+vtP1UmnWVsJoW5Qf0/r/jb3VqUz1oVrnqE2NILXB/IsbEAfn2x0tUgqKdM1bRrYrb+z9B9P8Pp7q5bTjrZ4dIWvpR6iBq0Egf05+vtMRXqvQdZWm/VqvwT/r8m3PvTHqytp6DHJ0nrYkG2p/7XNveunvmOkpVRAX4HNrf04/4n3o8OvdJesF1K3sSWH/IvbHVumMwlyb30cfnkn3Rz29XQZr1yjpVJst/r/Uf7zf2n6e6dYscdI4JJ/wBYG31+vuknDrdanp7pcMWsdH5BNyP6X9snqy+nTuuJIUEpwBa3BA5tx7qR1bqLUYzSt9JtY/S17+69b6ZJqNufTaxJUixJtzYn+nurio691hED8AfU/UfQj2x05XHUmCHRJ+dXHHHtplAyT1sdCZg5Sqpb/AfT+g/PtvrfQt4fSSha3A5H4tb+ntmU+Xp05H8XS5hC6f1HkXsbXtf21091AyFgjcKCLgE/kfm/uh49b8qdIeojlmm8cSGRybKEBJLHgD/H36vn14Gg0jqY+x9zNTCs/htR4dN9fjf6Eeo/T2mJ1Gp6dPTOlNPQhlqInjKXGkgjTzYix5t7117qNK1x/W19X+H9APbBwadb6ZJyrFr/ANbD8cD+vuj/AAnpUCCtR0mMiGIZSACSwUj68fS/tLU0r8+vdJrA5rIbO3RitzUBdJaCojWQQmztE0gvY/4fX3STj1sGmetjLondezextsYGqzFXHUZ58ZTy0uRQp9syhP8AgNW2/wB2L/j7oOnEGK9GVTYU9e8B8FDJRv6ljppYyJvwrXU8fj223HrZ49Kg4PY/UWHyvZfY+Wx+HwG2qOTJyYx54pKnLywIXgx1Ml+SxAB91NfLrXWtH8gu5cv333DunsipQxYjI10sW3MWQRHjMLExSniWI/QlbE2Httq1z1dAK9A1NjFY/sqTGSTb6EE825906e66OP8AGgFmuF+h+pJ+ntMRmnVOB6g1EctPYSqULDUvN2/2JHurEAZ68hIz1ANTLdrEgAf7cW9sdLQaivWSCuJJBIDH02F/x7o/Wj08U9eyFP02AA/x/wBj7b610rqGsRyhDc82/rci9gfdX4dPISwqel7jKhSqeoE2W3+t/j7p+Hq3S9x83A1W4HFgf6fn2j610tsWUkkiW/qYqCP6m/HvRwKjp+Ni3Ho8vU9RR4XHU8koPkYA3/Fj/j7T/Pp3oQe1tyw1m3kWOwfRYC/6uLW490fj1o9FfxOdalYamsbknk/X8c+6jq6HHRiuvMvFkYKuN3GpoX/P+08cn20/xdOdAf8A3ZqK3s+PQhZGrF1EXIsX/qPdRxp17oX/AJR4mDDbNoEVRq+3UH/YJ/xr2nYUNOritMdVMZx0YsSblmNre6tXTTqwr59I5ofqQePr/j7T9bJI4dYgrgngW/w+v+HHtmXiOlCklanrFIgCjSpLyPHHHGOXkkdrRqo/2o8D211bozGwesotsigyObpI6vdNeiVOl1E0GKo5bNFpj5HkI5uRx7p1voX91b0OMpqTBQSkySMqszBFkbVbn0CwH+Huy04HpxOFOhIxePpsrtQYvN0v3uNyFOwlDNplhLrbzQtfgj6i/tIeJ631XB251rXdb7jSmeWStwObElVgMi4Ot4yxLUtQf9Uo/wB49tSdeHQUGG9jb8i3NtRPPF/bfSiLVSh4dc/GR9FN/wChFx7TMSTU9X6zU5MTgmw5FuDyf8T7qeB690u8ZUx/ter1H9QH0+nug6cT06WcLGQDQBYfX/WP0PHvz0Io2Or9ZypH1HtL1XpP52rWnhKqyh3DEhR+PyTf224zXq6gk46BrKS+R3PpLavqL2F/98PdOnumiOLSGZTywIIP09sSfF1U9eeMlTqH+uVt7ab4T1dPjHUMwMo9N7W/rzf6fj2z0q67jQ6grOw45F+bfi590etOqnh1mICixFibW/p/T3QdWQ5p1xuR9PbT/F071yWUfU/ggcD83/x9tnget9S1mFxb625uP969petKSDUZ6kie/JP+8ce23Hn0qHWdKhSP1Lx/vuPdOt9T4Jwy8str/Tn6+6P69erp4dS1kW4swBP1/wAPdOnBkV6lJJf82/Gkfn/W9ssQTUdW6cRIXVQDfx8nmwA/p7akrSgxXrYIrQmnQ+fFnqrJd5/InrvrbDR01Qzz1m5clS1oBpaqhwlKa5aWe/AErx6Lnjn362ge5uEgSlTUmvy6TX1wlnZtcy1xQYzQk06M/wDLTtrrfsnOdgY/afX+4M5JjtqwbNrOvSlRUUezt04BRSZHJ4uFLhYWb1F1Fre/XMkLS1gGgrggeR63Yx3cUBS7fXqJKt6qeAPRY91R7S2JtbamI2dhptrbnz23aNd3Ysmp0UMRRXZ446gkI0h+vjAvf2iJJJNanjXo0hqSSeHCnQe0VVGUCABNChQo54/r/sfbBFD69XpTHTomhwLHki9vpx/Xn3U8Mde65hUPpsfqAb2vz/Q+2erLWuOl9tumjV1kN/pyCBxb6W91eugkcenTWlF49Wn9Z7m2R8Z/jTnuz85uHGbd31vc1FMlQYPus4do6PXFiqlbiledboPox/B9qogtrYm6jI8aVtAHmBwJ+QPRHcx/X7mllIhNvCviMfwlxkD50PWuf8uPkl3D3vu7Db77Fr48N15tUVuL2Lt5ZHxmHrqSncvjqmsoJCsktdMqqzVMt+TwfY95e2+2ktm2+xUyzOVLNSrJ5Ma57f59ADnXeZIJluJCIbZAaAnT4rAYQDFCfXh0gsf88MNNluhOzwuL2dldn5T+4XZvXW2aatgn3VtOgcLR7i3hX1hMFaXuSF5t+PYzuORrmOG62jT4ilBLDcH+LiUVRwJ4dRjZe5lsfpN4dvBMkpgmtRXtXgJSx4jzx1sLdBZ/r35r/Lnojam8Nx7rpdmZTbOSjz+CxMj4PDZ7aklK8+G2nmqeo0LLDIViZJEGkAWB9xPtcdtdboLHfCfDmJhouCXzQE8BkUPU2b5Ne7Ry1cbnyzHHJLAFmUy50LUanUDJNCadVnfJXbh29212ls6ooo4KPZO+sztrEYZrzUeKxtHUN9lTU8clxYR6Tf8APsE3dvLY3ctq3aYnIxxpXA/ZTqQtuuVvbC13BDXx41evqSBX7M16LvUQERfTSAoHj+gUAekAL9B/QD2lqK0HnnpZQDB/2emYhh9STc8kfWw/s/63vZP7etPwrw6i1BF7g3LcEH6ADjj3tK9FbP8AFX16bJiNaj/U/X+lyfatRQdF0h1Enpuk/wA4T/X/AIr7XIQVovRfMKgA9N1TH9Lcg824/HtVDgdIJVqvDh0zSrpZvpZr8fgX/B9qgaZHSCZNa06hyJb0nhP7LD63/ob+30ejah+zovdaDS3RjPhpvLb2xPktsqPeWLpM3s7sKKr69yWMr9ApTmc+n2uDq2aT0IY3/wB2Nwvt+82+Ledplh0apoayR+VBjVXp/aNwl2XcRIrFY5aLJ608iOrbOtdndo/GHeXZ3XGcm2hVbO3nkkpct1xu40+5tivJWZMVe25pczS646GdgYrOsiaQefcZx3d4tbO40LUaSKcQThaj/D+3qU54rHcoYdztAzGEl45BVXWgydJ4j5Hj0Sz+bt1euE7h677mg2tj9k/3y2hj9j78wOFlFbt6i3PtmH9muw2TiLRzRVWsaWVje1r+5T5Zv3utsl2d4wjWZBRVyKfiNfMUNfy6iDmiyWK5j3JHMq3dW1sKMfkR5HqqqOSqpG1QyN/XQD9AD7XvHFIvd0H1keNxpOOlTjN2zQsqTFlsRc8/737KLvaEdSUFejuz3uaJ9D0oOhPw+6kcD90MOfqeQP8AH2Er7Z2BrpNOhhY79G4+Kh6ErGbiRgBrH4+vNiOfYVvNtOcdC+y3Wq4YdLehzSNb1cHkfX6/T2QT2UiZpUdCS3vVkGTX59KulyPANx9CLi/A/oQfqPZeVp2sKdGCyI4Hr5dCJ172VuvrLNRZ7ZVdBTzI8csmHyCfdYCreOQOZJMe+pFka1taKDY/X2ot7vwm0yDUB656pcQR3C6ZKinmMH9vRoN11nW/y1ymR3jtTB4Hp/5Jpj6Suy1XU1VPjtrZt8YoZqrCeYqq1sgQW/N7ezqGZ7uItqASMljGKANj+XRQ0DWBSKQNMjGgbi614Fj6V6AXN5Tuf46di7J7CygqMXuiaeLJw5OaCRtl70ejawpMzIo+1q3IusqEMxv7Q7eZwrXUMZMSsCKitDxOn1A880HRlKv1KPazlZMFHUEa1U/iHmvqD0bePq7anz5eu31sqv616K+VWSyU38e6jgp5cfsvsmgp6ZTDmNssxEVNUzMLMrWFyTb2KJRZ82M8+uOLTgKOws+kUKmtAaihFT59BL69+R4k264huL6zAJWfDPEK1Ik82oCaH0HRCuwOr9z9c7vyvXvZO1a7Z+88RPJDVYnIwlI6tUNvusTWMBHUxP8AUNESPYO3Cy3XY5KXAJU8D/npXh61oehbBHte82a31g6yRN+IcQT5MOIP29BjW7LRixhJUgX0kci30uffoN9KkeKMHoqueXa96ZHSWqds1MB5iZl/qBfT/W9vZtFusEow2fIdEc20Twtw6amxkkfp8dyD/auPa1blW8+kP00inKkdeNKyCzAf8VJ+t/etYJrXqjRkGlOs8VPp4ta9+B/xHujOPXrwQ+Y6zqoBFlv+OR/X3QspFCethCDwPUmND+QQPqPpf6259tkk46eVK56mIv0J4+lv6f659p3y1Dw6UhT1JQkWAFyL/wCsebfX2nfLdPRkhvt6kw/rFrliT6f6k/X6e2X+E9KWIA9elNQY6eosfGbfWw/PPsrubmOJaE56XWtrJJkinQgYrb5LIZlN+CALcH2Hbzca1CHoR2W2MTnoScfgiqg6eBb6259h+adpDnh0fxwrDQUyOllRY9YtIKAcggcX/wBv7T9LIydGPXpZ44Klvp+Abfjn6e2Dx6eGB0IOIrkgKhrWD8Hm5/r7qwqDXrxNRToYMLW004UeRVJ031fWxF7D2m8+tAA8elBUvAY9CSLf+g/P+w9749PdILMoGViFUcn8H+o9t9b6BjclAZA54P6uLf4+/eR68PXovW6cX/nTouRquPwR9fZvtNyUbRXPRBu1qChcefQCZSnMMkn6v1fT8Dn3IlnMJEHUcXsRhfT0xSmxJHNk+n05t7XpTotAIYkdNz34/wARe3+Pt+PpLKO77eo5sFYgk2BFj9B7eHHPTH2dPWDpTNOp0/Ug3PFh/Ue0F9MUiKjy6X2MPiSivQ/7axa2iYLybAH/AA/r7jndLk5FadSLtNoGoD59DfiMcoRV02AHqP8AUD+vsC3MrSSHodWsCxLnpa09CqoSouOORx/sOfZe57ul+peo9UVgBN7fixP+H+HuufLrdQMnh0j63N09LqJcKq+o88k/0HswgsZJjQCtei243CKI5PSWqN7x69Mb2seOf6cf7z7N02ByncueiSbfAHorUHT7id6FpFfym17AEn8D6n2X3eylQSo4dGFpvZagc46Xs26hJAt5+CvIuf6fQX9kYsZi1CMdHTX0Xhhgc9BnnMws0q3YcXsfrcXv7EljZGKPtHQZ3G+Ekh0npKSVyCTUzX+tv6W/N/ZutsxAABz0TNOKZ6SmYrxZiG4FyB+P9t7OrG1IYKB0T3tx21r0gKjIKysC5JJJFvoD7EUdvTgOg1Jc4I8ugr3ZWXp5hqP0b+v49jDZYP1FHQR3qfVGfXoq26Zg3kNzYkk8fm/49zBs6MAMcOog3Zi1TXoIqqYq7BiOTwbX4+vFvY1hTUlT0C5D3U6jwThmHPK8Djj0/Tn25JGNH2dVU5BBr0Im2aj91A9h9CCL8m/sL7qg0HoSbbJ3j16MftmZXWO5+gX6fWw+nuLt2TSTTqTdrkqAOhrxVRpWMqR9LNccewHeR1J6HFtJQgjpRvO0i88AAkEfn88+ytUCGnRi8gYdInPAshvf9R5H19n+2kLQ9EF+NSEdBdkoCQT9QOGH9LexfbSUYU6ClyCR8ukHkIHubLfk2vyCP62HsQ28gGeiC4Qk48um1KSzAuCDe/HtS85pTpMsdTU9KnEx2YAEW+hBHIv7KLxtSV6M7RaSCnQ77NlENREvH4/3r3Hu/LrVuh5srtWvnXozWBOtVa/NgePob8i/uJ9wHdoPUq7f3KOl/ErFLleLc/0uOfYblYaqdH4ViKjpI7gVmicEC5uB/gf8fZ5tpAcH5dE25IWFT0CWTPikLAW03F/6tf2PbXvQeY6AlydLk9KXb2RR4xGzKGBH4P1/I9le52xVta+fRlt1wGGk46VsjpIAwsB/he/+v7I1Qq1DXo5LBlqPL/B0ktxZOnx9JIxkUzFCFtbgW/Ps82u0luJgCDTom3G6it4iQc/4Oi15OrGQrWkJ1HUeT+efcp2cH0tuF6jK7mW5uSD5dLrZ+EapmjYg2JBJ45v9ePYd3rcFjUivR3s1k0rhyOP+Do1G0tr38V0Gni3Av/gT7iDed3AJFepZ2jbBUEL0aHaezo5lUGMfi9wL3t9fcTbxvjITVjXqU9p2ZWpjj0NVB12HiDCmuAvqun1/N729g+Td7t+5AT0K12q0QaHIr0HO8tixqstoAp9VhYc2/r7Pdn36QSBGY16It42KNlqq49eihb52aD5rQ/k/gf7C3uZ+X99+GrdRDvux1LY8+idb22boMwMX1vzpF/r+Pc47DvYYqA3UL75s2gsCvRXNxbWKTMBHyL2NvcubZu+pKV6incdrCSFqdMcO3SQAE4I/w/H49mEm5gcSOi9NuJ+EHqam25CrftsQEJBt+LfU+0zbsmoDV59O/ux/TPX/0tpaj7jpaeZfJWKgDclnAsP6+8w5+TGePCg9DU2DEdvXPcPyaw+Hp3K5GC6IdRMqcWHP19o7T26WRtU5Cj59eXa2Jq1B0STtD51YvHCpWPLxlgX/AE1C2Gn6cX9i6y5Z2iwUaE1Eeo6MIrOCKlBU9Vb9w/zCYpZ6tRlyUXXfTOOWB4A59n6hEUCNQoHADpQFK8OHVYPaXzlyuYlqFoq6djrdUCSG5JNgTb37PVuiYbl7u3pumR3krp0jkJNjK1xc8+66aDj17oPXqqytYSVVTLMzHUdbs17nkc+9de6nINKggWNyOPr/AK59+62tK56ckS4Uj+g5J/3q/vfTtc44dS0SwuLtf8n629suCGr1fpxVTYer6C9j+ePp7r17qQF49IsT/t/fuvdSY0sL+on+hH0/pY+2ZWqQPTrXUtIzpJIF/r/ja30t7b62g1NQ9cWsRZha9xzza39feulPUV05JH++/wBb3SThXrY64Lf6WIuObj/Dj2117rmwUqQfwP62+n09+691HQre+rg3Nvx/jf3VgfLrxFeok5uB6QPUfp+f9f3TpwADpslsfp9D/Z+n+x49+631AlFuL2GoD/YEe6Pw62OoEhPN7WvpseDb/X9tde6gObuF+thxb37rfXdiPqCP9f2ncd3T68M9et9ORz/j9P8AX906t1mViwueT9Pfjw691yQm9vx/xr2x1vqfE3qHH1B5vwOfeutjj04rzpP+t/xv3VuHV+nFPqP6EH/Wt/h7p1vpxiPAH9QP94Hv3XupS/Qf778+2X+LrfXMfnkce6Hqy9Z4KhqdwwJt9CBf/XufdWNB1boRcRkyQnq/ItZvobWPtnrfQhUOSbRYsb2BHq9+6905nI+iwckg/k/j6n2nOOPVxk46j+Y1LG9yOTf8H/Xt7p0/005TGK8Y9ABIve31/wAT7bkp14dIWsxRu3o/J/p/Tj231vpLVWMIJBQWsCT+f8Pem4deHHpK1ePIdgUFrsBdf959t9OGvSfqcULt6f6H6D3o4HW+mZ8UNQ9P9D+n/H/ev8PbHW+nClwPkYDQBz9SB/vHv3W1NGr0rqDb8ShRpBN1508cfW3tM3xE9KeldHhqeKHXKY0jRWd5HtoVFGo6r/Tge6kgcetcOjk/Gv8Al+9r/JHbtX2bLVR9UdMY+qFMd7bgo1/iO6NDfvjauOqtIqEUD/OAge2GI1U63UV0+fQldmdPfyyOgsXJFuHuLfnYu8FnTH1+G21HJUrDIeKk1H25Kwv9TpB496qOrL8XQg0/Y/UUfW+D6P6M2NnKTqnLrFvrF78xJjym4KLPSHySzbzV2DaICNTaz6R+PdWqQKdOEVA6QfzK617Xzu0uvN85XCY7dtXsjCePdW7ti0EMdJNtmqKyUORyNBQ3DOiECaci4N7+2+tUp0QGjMMsUMtO6TQSr5IpozqRlt9AR/T6WP591f4evdKGkiGsFlDXAANvyfzf211voQMPT2KAhba/r/rj3s8D0+ehNpKJNKsQhFhzb/H2l6ocjHUuahjlRtKgMALcf4+6stePWwanpPVVCwuAot+Ta4+lrj2x0rRdI+3pJZGlKqQtrC1zY3Fz78eHVug+y0WnVa17sbAfX/H2l6r0GGY+j/T6/j6/X8+6N1voL8oRdgAf7d/6Xtz790+OFOkHXy6bgg/4c8C35596PDr3SOqqkOxUC2km3I5/xA9sdW64Iy+IDTc3/oL/ANfbb8D08lKdSaKPU4uARcc/gX+l/bHV+l5i8cZrOUGki30vbn3pqEUPXullTYlbAaB/jwP6ce2D1dfXqZ/DUX0lRwPyPx7qeHVumbJUyrGQqj8i2n/e/dOt9IyriWMMGsOePqP9h7q3wnr3Scmn8ZJB5F7EEcWPtjqw49YI64FwWPN+eR/X3R+HTnS9w1f60UHjVf6j6Ec+2evdC9hqoM45I9P+qB+ntiUGvTkfxdL2lqi+nnnkckWsB7p091yqFMiEE6if8Tb/AHj22ePXujCdL9ZYurRtwbg0JR0w8tpAAth6vqfejw630LeS7y6koqtdsiOgcIWp3YCKwYek+05BHHpzPn0i95dbbW3rQS5fa0lOHaMv44tPN1vYAe/db6I9ujA123q6WkqkZTHKygkEX5sD/re2G49e8uka41fUX/qbn/X9ttlT0pT4B00VMXkHHIGosAL/AO8+0mafn1bpM1FIrTG63B4tbix/PusnHrw6FvrvtLffW00I2/k52xysGkx8rMYmH5CA/Q/4+6Dp1Ojf7f8Anp2Rh6UQU+JYyaG1u9QzIv8AqTGh+n49ttWvWz0AfZndna3clW/98dx1s2IEhkgw0LtHTIGP0eMGzcf191Jp1roM46BVH6dNrW9IWygWtx+fbTEnHWwD5dZ/shwUX6Hiwuf8feqGlenxwz121IQbsATb6hfp/X2lNK06qa+XTHV0DS6wsbSaVLOdOoKo5uSfp7o4JHWx8ukfUULqxC30/UC1ibD6f7H2z0sHAdNLgxsSAQw+nPP9CfdWFR149ZIpWDElifp+f688n211XpR0dc0Tg34FuT9P6fX3R+HTkfp0IOIyDOE0kkWHKnm9vdRUig6c6FHETtIqEkgKP7X0a4+ntM4AbHWj0Im3Q82QpV5C+RL3B/P+A9tmlM9Pxig6OPTZSDHUeNp1Q6mWME2IBuL/AI9sdO9Ou8UrMxQUkNErm68kX+trc+6tSmevHpDUnW+dqAHMRS4/K/7G/tsdWTh0r8TQ1myVlmrpjFG8Z+rWH+8+2n49XHSUxvamIx27KfxPHUTtOnqDA2OsA3PvS4PW+l58kNz1O7NpUa0kJlkEKn9sFiLp9OPaZh3Hq4OOqusvQV8Mj/cUsyDUTYxsLW+vurE0p6dWFSKnpPNGw50mx/BBB5/HPtP1vrDo5/A+vBP9P6e2pfI9Oxt2/LpX9bYemzvYu0MTVxNJTT5JXlUDljEweMAf4H2z070e7d8eP6+gy2ZqyrzkzwxGYgtFEtxGAp+lh9PdCKHr3RO9mV1b2Z2LAyeWWkFVb03Yfr/oPx78OrpWuOrHcptOGixlFRfdiCXxRokCG7SEWGkAfk+0x4nq/QJ/KbZ0T9IzZHMU0MddgMhSyYiohsZR5WCOjOObEfUe6tSmevdVhqgkRWYaSQvFh6SRzY/717Y6URA049eEX41E/wCuTb/ePbMgzXq567MF/wDU/Tg3vb20eHXupVLUGF05YEHn+lv6e6Dq6celdS5coOH4IH5PPvTqGFT051nmzYXhTb/E3/PtN1XpGZavecsSzXBb/Yj/AA90fy6uhINOklINb3tweSbX5/x9t9PddGIfQAA/7Ef7G3tmT4uqk5p1ieJgD+R/sef8PbLfCerxg6geoxS/04/w9s9KuuIjBa5Um35A55/x90c4p1o9cGj4JBH1+h+vtsdeX4usTKw/F/8AW9tvxr091xUcgcA35v8A1/x9tnh17rnb/EcH6f19purR/F14sf6n/e/bb8OlI6yqxtf6Ej2317qZTyMfVciwtb/W51H3R+tHqbHUW+pJP+wuBf8APunTo4dS4p+bAnVeym9rfki/thhnq3ThHVFbL9ebMb/U/wCJ91kOoaRg9bGASOI4dWh/y5cZldp7U7c+T22cOu6exdmbho9j7M2SrrBW7rwUqrU51sQ7EF5o4DIVCckgD8+1Fu0VvbvdqNb8Apx9tOi3cInu7yCzL6IWBZmpWjeVfl9vTf2Fk6nqfuXcnZm2MjjK7YXYqVu6Ko1cSU+5tq17r5M3sbcePYXSVHslm/V7QToEeowGyKZI+R+zowtZBLHoYGqdtfwn0Yfb0QjcW6a/d248tuTJTSyT5Kqlmp1mYsaShLk09LGPwum3p/HtNWvSyLDUUU6jQT2H+BsTYm+n8H/X9tvx6dJzQ9OcVW4VQGJHP9r1e6da6cYcgNS6zxcXJPPH+Ptk0rjq6mh6E7atbE0ihjdW4H0bg8Ej3Vsqen60NR0dnA4Pqzvnqz/Qb2bU5PD7lqayaXY+6aQl8cK1V1YWjzDEgLGsn1B490jeMR5JD1pXiKfLpKxuVlXwaGP8QPGvn/sdUJd89Fbprt7Q9fdjNkIpNq7ufbWbzZWonx2OSaq+3xmYqKOMFUpfHZxItxb2POV+ZRtDTJZ0RmWqg41AcQD6n06jrnfkSPmRoZrgs0akkgGtD5GnkB69BhnfhDS7K7Om2/2JPk90dc4msp3j3PslPuajd33KrJiqXCUaEFo2chJZOLAH2NT7o0tq2RVLmRSoV/hTHcxb/jo9eo0tPZCK93FWv9Qt45A2pSe4Dgun+R62s/hv8cOrfj13L1p3vmdx7hz+xOufj9k9xdnLU+WTG7Xlkpw219sRZKW3+XxxsitAlyCCL+4ytblbS9S+3NPGgUvKzr5Ofn6kmvUrbzBNe7PcbPs7i3vZGSKINktEKau3yWgyeqge7tzx9h9l9i7+po5Y6TfO8stuGgiqTesTHVFQ0dJ93fnX4wp9ge6mN1cy3FSfEYsK8aVx/LqSrGH6S1t7MgDwIwmOFQM0/OvQJVNGVHAF7EG4/oPrf2yaeXSkEkZ49JyppSLgKEY3sP6/429tsDXxONPLrxFc9MVTTtbi9wbHj/bn3uOQE14dILiGilkHTLKhudQ+v+vf2YIwHROwI49N8n6yP6fj/W9rEjqKqekUlNdDw6wSLqX6eq9h+f8AHj26p0mvSV6aummWK5Ym17/T6kn/AA9q1YU6RSAhjjHUUxgjQ/P+uLW/Pu9dOR0lkiVx6dNtRTzhVeGR4amKRaiiqkYrJSVcLa4KiBxyGT8MPa2GcRSB1rp4EeoPEH5dF80ZcaPMcD9nA/5urXul+xtxbp6a2ruI5ak3FhqHeONj7M2pnJRJksxW44LF5q6sku7RfbqSqngGx9xrv1o+3bo9uwrC51p9h9D1L3Lt9Due1pcqaTopjankaYOnh1YZ8yOntjfKT4zb6/0Fbn21vPC7d2rR79xPXNDkRkN27C3Btun+6yAicjy/bM31jHFvYj5ZuZdu3qOezlDQTqFkQZYL59A7mOMXezyW+6RtHPbMSklKLJU4A+Z4datFJrqKOCa/72jxVfHqSsh9FXEQfoVkBBHuQZh9NO8RHA4B/h8v5dRiIhIqu/xef+brzxlgNS6T+eLc/wCPuqyGpz02wNaHruGWopm1QyOAPxfg+6skUoIanWlleI1TB6V2N3ZPTlBNq/AuCbEHi9/ZNd7PHICUHR5ab3LDRX6FDDbuWRV/eBNr8Nz/AIAD2Er3ZGXu09DLbuYFcDQ3Qk47cmsKNf0P+r/H59hW62sDgOhdZ7xUVLdLKjziNp9S3HA+lyL29X/FPZHPt5HAfb/sdCC33EOMmvSiFTDVLEJiGMTiSF1bTLBJ/q4pF5B/N/Zf4ckLUB4j8j8iOjSK4Vh2tQn9nR4ukfmdkNkbJr+kO8Ovtu9//H3Oya5MPnaeJd67FqiPVmNobhYGdHH1KKRc+xTsnMy2W3y7VcxqY5DwPGpPFG4p8xwPQc3nk623Tc4eYtvuZLPcIF0h0NY5F/hlj4N8ieHSx7U6l6gXZmB+RfwW3PlY8ZS002M7I2NuTJSVm/8Ar3ISArBl8IJT5jADwSn0tf3bfYNla0S826qaFBaMmp11ySfxAj8Xl1rYb7mNbubZeZtLyE/ozRqFSRfRgMBvl0wYj5fY/duyNvfGr5adfTb7w0NUtRie4K2OWi7Z2hNkSWpMpS5tlE1XQXsxgZtIXj2/Zb/MNke1v4kntql46j9VQcsoc5YDyQ4NOPTc/LaQ78d/2S4a1vSoSSIGtrKFx3R/Cr/0uPQWdwfH/evTbU+YqxFu/q/MyqdrdnYFhW4SWnnXyU1DnZYuKeqCEB1I/Vfn2D7valo11ZHVHg/bXyHzHmPLoVWG5Q3Q8B6xTr8UbYP2r6r6HoGDQRyC9lKnm4IZGB54t9f8PZBrYMGQ0B/aOjBlRsMAem2q2/TS3Z4Uv+NIAvz+PahL2eOlDWvSSSwt5Twp0nazaCH1RHSwH6GA/wBt7Xw70ww/RXPsaudUXTNLtqqhB/bLD/VKouPa5N2hk4mnRZLs8ycBjpqlx8yfqja4/JW3+8e1SXSNwbpFJaSJinWEUzcHSb/0/wCJt7d8Y+Xn0x9O/n1k8JvytgB9LfX/ABFvdC56t4TDrmsLFhpNh/Tm/upqBVuvCNtQHSxweDeeRZHS5uD+n/G9/ZJf3wRCqno7sbDxnDkEnoXsXg1UIAnqtybDj+nsHT3byMc46GltYpEoLip6ELGYXnVo/pc2Fhxf2loWzx6XjGBjpbwY8qijQLD6cfX2mcAMQOqmtc56zSxpGOQAAv1tbn6X916ciPdTptat+25VrAtzyLAfX2nPHpTTGOsn964oY7s4BXkeu1+feqM2AK9eJRRVjTqXRdjvE66JgObfr+nPF/bJhlXJU9NiSImmsft6FDDb+WuiAeS78c6ubfn23UdKadPdRmFnS4c8gk8/4fUe6nr3SUyUglQk8m3+B/PvXA0635V6CHcVD5A4VQdV+bcXP490hcxT6q9MzoJodJ49F/3Hg5GMhjBX6k2F+b8+x9te4KAAT1Hu6bc71PSAbFTG6kc8g+mx4+tvYkW7SlR0GmspAaDqHLhZuCrHj8EfX28t7GBx6TvYSE16ZqqjniuLXAHPtbDPGwJ6QTQNGR0qtuRlCrMt/wDXv/X2UblJWoXo32tCrVPn0YbbRUCH+mlbEfX3Gm6Vqa/PqSdnAYrXAp0NOHZbKAfoOSf7X+wPsImmrPQyjwo8+lqugx8EKdJ5uB+Pr7SsMnp7j0EO8Nwx0fkjR7G9ib/Qjjj2b7RtrXT6jUivRLu+5C2QqtM9Fw3FvBtcmqQkX+mqw/17e5N2zZFCAheow3PeW1nup+fSHTdepiWk4uber/H639iI7PReH8ug2N4OupNelVi91EGPRJ+foT9f6+ya62kZJHR3a7vkAHj0JFPuRpolGslgL3BNrfT2FpdqVTSnn0JE3RmQUNem6szBeWMlvqP63H+w9q4rEKhA6TT3ZZ+sDV+pf1er/E/7xf259OVOB001wXFB0l8tVExtcsSR+D9P9b2bWUJD9E19I2k9B7NWuiN6SfU/9bgD2I1txUA9Bl5yR8ug63JVmSmmuCOD/W/sUbTDokXPQa3SWqn06LPuaQ3cAnm/1/1+fcr7UnbXqKt0erH06CqrazEn1Af8T7F8HwDoKSEVJ8uoMD6ZPoVBP5P9Tz7fb4KdI4Wo329CJtp/WnPANuePz7DW5rRPn0JdsIrn5dGG2zUFBHyfwLX/ANj7jPdowx4dSTtb4Hp0MmNrCNKg8N/jx7A9zDQk06GlrNVRnpawy6oST9QP6/4ew/IhVqdHCNVfn0mcybj6mxIIB/qR7NbKoA6L7sAr6HpE1sAe5YCxFvpYX+nsQQSUIA6Ds0VOPSVqaFbMpFyOQR/T+g9nMM7A0PRVLbgkmnScmg8T2PP+Nvp/T2ZIwZeix0KnI6cMcwVx/hb+n+39prodtB0otjRwehg2rUr9yhv9dI/HP9fYJ3iOqNjoZbRIA+D0avatpUS30IW3+2+l/cP7uRG9ft6lvae9BTPQv01ITFbT9ODcEk2F/YKll7j0L0t2KinSTzuPOhjptcsbFfoPz7N9vuMgV6KL+EhTXI6L9uinkhmaTSRGCdShfz+D7kraZlkjC+fUc7rEUc0FB0H8mffHyAoSLk8XtYX49iNduFyueiB9w+mODw6kvvmrZAqMeP7QP5/x9trsEKHUwr1t9/lZQqmnSEzu4qqrEmqRmLXFr/Q/m3sQ7ftkEFGA6Idw3OSXBPULBYyatnjN2Othe4Jt/X6+39wu0t4iD0nsLVp3DEHPRpdk4DxLECg4086f979xJv8AuWst+fUq7Lt2kKT8ujU7SxIRYxpuRpvx/j+PcPb1ecepZ2a0px6NJtGijVobqBYLxb6n8+4t3B2llLE46k3b4kSEHh0YvE1lLDTLCyR6ivquAD9OOPaizuII4yrAHpFe208kutSaDoMN4UEc7SvEqMra+ABxf6+yzUUuDNGaCvRsqiS1EcnHore8dtGXy6Y1tYken/D6ex5sm66KV6Am8bXqJx0UbfWzSVlYgD9QtpFz7mjYN7oygHqH9/2QUYsOil7k2nCszqxF9RuAOQPcybVvLsgPl69RBuu1IJDXpMR7epIVX9r88G3A9mrbnJIePRYu3RLkDqQMVABYRrYggiw/T/yL3X61/Xq30iVoF6//0xp3Z86cZi6WUnKRvOFawWS5/oB9ffQ78+pKqaU6IP2r/MDy1YKiCiyRVXLgWlYEfj+vurqWFa9OCukHogG9vlHu/cUsqR188gcueJHsLmxPB9pm630A2S3Xn83I33tfNZzyut+B/ifdutdRoVVbEguW03ZiSb/1BP59+6309QL+B+Qf9790bj17p4h+sf8ArL/vXvXXundFHC825/4r7917pyQXtz+kcf8AE+/DpxK9TUsP9a3+v9T7q/DpwdT6dDc/m6/8Rx7a631nXlhe1rH/AF7+/de6mRKODfgccf6359tO44U60epicg2vweP9b/H2z1oMVyOum0ker/Efn/iPfulSmor1FkTTyP0k8f191fh1YdcF/PI+huP68fj2z17rg4CrqH9qwb/YDn37r3UKxBA/Nuf+J9+PDr3WGbSCCR9Tfj8EfT211ZCTx6aJP1f7D/iffur9Q5bX5+lx/vXur/D1vqC59BK8/wC8W/x59s9e6hW9V7fT6G//ABHv3W+HXFjcn/Yf717Zk4jp1GJweuvbXTnWVPp/sf8AiPfuvdc0/Wb/AE/H+HHPtlviPW+p0X9n/Y/8T7r17pyj/s/63/Ee6tw6uOHThGSdP+F7e6dW6cI/qv8Arf8AEe/de6mgekf7768+6Pwr14ddgEkD6n211sceubI1uQbG/ujfCenOpWNrWp3CFrLe4+p/Nzb2z1vpfUeWLKuhwDx/X6fnn37r3TxTV8k0qrquPzyfrb2nc1NenE+LpZ0JGkEcCw/3v3Tp7p7kgSZLG51Lx/r/AOF/bT8evDplmxKvqOm5/I4445HunW+ktX4kC/o4tz9Ba3059+690hMhjySwSM+kt6v8PoL+2unemJsU7NYqbEX/ABx7917rmm301atN/wCo4/3o+2GABx1vp2gxAQaSg1c2AsP8feuvdPNPQBdNxp5HAtzxx7TyfF0+hquejRfEn401/wAqe8ML1yI54dhbdpxu7tPNxnRFRbdxcnnGJ830E1S6CMLfkN7bPaR8+rElVOnieHRzv5kXz923tihxfV22MfuzC9JbB22Nr5PY3WtEINxbWpKeH7MVVXVRr4VNXb0sfVz9faXQIdbHzqTX1/1cOmljWFS3rlvOn2dawPbHykxVPvmlPX/X+R652Hjsa+rEVkX8czW56iujM8OS3DkHEmmolBDMAwtc+25biK2UGXz9BX/iutyXMFuBJITT5Zr0FfUHYXeO7Mjl6Tq3feV2LDJNXZnctRLlhHt7GUc4Jhoft5G1nXazogt7Sx3clyMAIRxJOPkKca9JLe/lua6VCEZqTUU8hTjXq5P4MfLfszFdPZrJ5ndVfFnursvVUW5kNFVZzF732NPU2yOLzeIlEjmhnjLaahV0oSPUPaiJg0YJ+Lz9OjKJ2kj8R8H5cOjJ/JzpPa23sJsT5Q9MUUeP+O3eUMdXRYSCU1EWxt6SANk8SjAnTFJJqMaE3W9re7EVFOr9FqoYvX6uCOT/AMlf09s+fV14jpbUFREGQXtYmw/x/qffjwPT3S7oK8AAFhpsObc/X2l6oOn8Txt6lYD8f7H348OvcOuDmJvSyg8H8f7C/PtP0oiOKdJXL0ahXKji1/rbn+nvR4dO9BBnouXFiv1HB/JP09pPxda6CnKRNaQMb6bgX4v/AI+/GnXugny91Zhf/Vn/AGPvXT/Hh0G2TmClgTySR9D/AMR7917pHTPre1ubm1vyL8H2y/xdb6m0ysy6SAbkkn+v4HtpwSMdOI1DTpV4ijDMCFuLgkN+Lmx4PtP090KGKpRGiDSAp5t/sebW91b4T17pZxQKFBVRza/9bD+ntnq/ljqJVgKzHgDV/tuPdTw6t0lcs0S3vwLWH9bfW590630GGYqwusXA5+lvzb3VvhPXukHPV678825sPoSfx7YPV16aZKuVDdSLavrbn/W90fh1cdLnAVzFl1Et/qm/1H9SPbPXuhswtbwiowbjm4N7n+vtuQYr07GOJ6E3GTNptwDf8/njkn2z070qKVBLPAhW+p1DD8G5/wAfdW690PXYGZyOD6rkpsReGaWlKloSVblPqbe69bHHqjbeW4d34jdk1bJWTm9U7k+RzYB7g+2peI6ePRxvj58psricpjsbkJnlpWZElVmJuTw1wxt7a610frd20B29S0mVwNOFlnRGbQvJLD/D2w3xHrfl0xUfxH3dURxSNFKqn63U/wDFPej09F8J6zSfEvKwOVnPhAF2Z7i/+PtL1fptb4vQxzky1aDSPUb/AO8e2n49bHXBugcPTyhfvo7J+oluAB9fdB06nDrjF1BtpKho5clClhYeoW4+vur8OrHp+oumttVcmmLJQ8D66xY2+n09t9V65VPSmISXxQZGBnJAUBx+f9f203xdOR8emDOdF5XGUwqadhPGwJAS5HP5J9+qTjp3oMqrYeYp7LJSzadQDSKpOlfyePaVgA1OqMSOHTbVYh6aMweBoowtySoDTEc3JP8AvXup4dWioGFekjkcRTeMs0Xp5NxbUG/H09p+lfSArcGwaRlBA40XH6hf8Ee6Pw60ek9JRspP4sbWP49t9a6xG4Om5AJH+8+6vw6dSlKjoQ8Ak7PFHECznSABYk3+t7e6CtcdX6OB1n1LuDeH26UtHO2sjkIdIv8A4+0r/EetefR0cJ8aBtilgy24Z0p1UK5SQ6WGmx5HtthUZ6UoSRU9Mm+M3tXELFFSSRStTBbMrLxpNvbPV+kKO78PjTBHI8T6WHBt6SD9fdWFR1oivSjm+QVDJTp9lJB+kXClefbY6unDoDu1u6ajIYeVpGKxaGBcEDgD8Ee25PLq46JXg+0cbHn0kirGlqhNdAXJswfj3VaVz1vq1/o/OUe9aClTMok8DIiksA1hYfUe2ZaVx1dRivRic38fOuM9SGcJTxPIhP6UHJ/r/sfbXVuii7/+I6Azz4A+RVViipzexJH09p+t0rjone6OoN0beqJIpqGeytpU6GPINr8D23JXT08ukHV5enSn672fV7fy+O3Tkb0TYmojqkeQWusbBnXn+tvbHTnTP8k+4aTedUcVhZSxmYKyxMeZNID30/4+6tx690PHxJ66/gmMj3FkYDG7aX1mO5Orm4uPeh04nHo8VFt6XcmTNTRY9gzOEpZKu4MxH1eljPJP+t7THierdEk+bvYlHT0mI6SwsyVORgnGW3tUBw5o5AP2MeWHAIP1HtuTh14dV6GKwtpsFFgv+qvyD/sPbXT8Vc+nXIIv9P8AeT7Yk+Lpw9dNGrfUHj/H22eHXusUtOhHpJJ/235/x90HTqcOuKxyoRoOv/D+n+Nvem+E9W6xsk7CxFwf94t7TdV6hTU7Nfy3A+otbm54v7q3Dq6fF1g+2Ivf/Ym9z/T6e2unusLQ/W54uQLf4e2ZPi6ox8usTxEC1rj/AH3PtluB6diU1r6dQniVvxew+p/H+t7Z6U9cBGRwP8OD9fp/j7bfqp64lVN9QNx9P9f/AB9060Pl1haP+ht/vvx7q/Dp8cOsRRhfi/8Aifpwb3NvbXVuuYHpBt/Tm/8AxHtKePW4/j64n22/DpQOve2+t9Zo0bn8D88j20/HrXmOufvXT3XMSkCx/re4+vtg8et9RMjkHoaCqqYwZJkjtHGb3d5HEYA/x9XvVNXbWlTx6svHhXrZP6T6x2R078U+gNlb423m0xG+sWN14v5HbXr44ajoDsXMz+LC5HdFFGweSB5HjjbzArp9naiA2yfUxhgwxLWghbgGb7fn0EZri5l3GVrK48NlbutytTdIBUoh8j546rA+c3YmJfeFL1ZTUFNUdj7ZnqIO5ex8bU082G7Rq4bHEbnx0NIfHE9Sp1TAAcjn2GpwiVjZtbqxBbyanmOhXZu0sayRr4UbKCqGtUr+E/MdEhSvUgC/CjSLg824ANv6e2DUmvSmMnX28P8AJ04QVwNufqR/tx7abj0oNf2f4OnKOsJ/I0/1t+f6e69a6kJVH6XFyeOOLf19sHBp1ccR0p8JnWpJkVpLWta5sPr70/wnp48Oh927vKMIiPKV5BV1ZlkVwQVkideVI/B9puq9GO2r3NiqTMU2X3Ptfb+7y2Gl2zk62roqebL1WGqDd6mRp1MclRCOIXcEj+vu8dwYpAWUEDHzI+Xz6ZltvGVjGzCQZXPbUeo9PXoVdubl/lvbVraTcWS2R2lvXN49Z66ai3HUUxqMlX28mPwNKtJaCKkp5eQwAbT+fa5brl1Y1SSF2C1NDxZiMAkeQ6KJIOdZCStxCpYgDSDpRa9zAfxEdAh8lPmHvLuajGzMJTwdb9K03hag6vwccUP3skKWEmdrowJJ7H6B3I9ll/ul5egQu2iIYEYHaP8AP0Z7dsm37WxmhUS3TfFO1Sx8z8hx8uiI1KtVO80ihQeI0/CoBZVA/Fh7L/Po3Wobu49MlRRHm63Hq+tv6e6dPdJ6XHqxPpsbEAf2r/m3tqUkLjrR6YKvGG54KkE/4/j+ntkV49VPz6TVXjrhtQKlfp/jzxf2oSegp0knsiykqMnpO1NGwPItb6G3+8X9mENwR59Ek9rIoOOmx42Rv8AbX/BH19rVkVuHRdKhUEdQ5YrNqAut7kfke1asGFOksgLL8uockIkJb+1+Of68WPt0P0loKYz1GZGUENGTzZhe4H+pI97JU5U9M6B+HofvjDuHH4nsKfZ24KipTae96eYS0VLJoqa3PwRF6Wko3b0I0lghZv6+y/mO0bctrFyhpLbmopw0ep6OuVLz927mbb8Fxj7G9etgP42dSdbbI7W6i3htjdFH1TlN44t9t9hbLzVfBJTbiwWVjNNm8dWsjeIzNGQUsL3PsF2s4gu7crIUSTtLegbifkD0M93jnudsu43QTywgvGCDlhlftPVB/wA7vjZlPih8v+4+nK6mSDA1Wan3v13UUyk0GT2juGVsgs1DMeGETSCNrE2I9zXeRPHZxTu3iMnY7+RNKoR61X/B1BVtcQ7hH9XBULJnSwoVcYdSPka06KVJTjkEEmwN/wA/7G3svEmBq49XeL+IU6ivSp9eQPz7c8XHTBh8gPz6wmkU/QFgBwfpY+7LNUU6aa3Pl16OGeE6onZDfj1f097YxOKScOqKkseYyQelHQZ+upSgl1Np4uDf/Y+yy5222mqYxno1td1uIKK5Jp0IeI3ehAV5NJ4JJJv/AK3PsMXuysKlV6FdlzCMBz0JON3OrBbSg3IP1/FvYXu9pYA1XPQus96jYca9LijzyMFAkFyPqP8AevYfn22h7hjo/tdz100tQ16Xez965nZmdpt0bTyUuHzlMsiCRGLUFfFINDwZShP7cqEcHUpI/HtqCa5smCnuSoqCPL5V/wAHDoze4jvITbXAqremCKcCD5Hqw+LuDp/5s7H2T0r3bVbb6B7s2TBkRsbuWHHxw7K7MWqYPTbP3i9OqywWIEcEzMqr+T7ka0m2XmbbIbGiW1zbiQI9PiLsNAcDzHBW4CtCegVJYbrynuN1vtgH3Pb7zwxLak/q25UUMsJ8x5sOJ6SFPkO+vi7gsdtrvnrnM5XoPN5qPCmL7uHNbA3bR1FR4IqvFZOHWiSFTrhZJAbEA+wDf8ublYSxhGOmQlivBSVy2eFaft9OhvY7xsW9M0e2zJLcxp6ESxgjGoHJocHHSk79+Ie4dkZBNzdX4Cvj2jl9vUe86Tr/ADGQpm3Ri9u18P3S5HCxX1VNMim7hAxUfX3TcOXbtwbnwjHVQ4LEZDCo4fy6RbRzNaXcfgzzCWVXMZdVIUMpppb0P29EugqaepTVE+sLI0coHDxSrw0UqHlXB4IPsHypJE2lhQjy+XqOhWAwGaDHWV1UkCwve35v/rk+2AQMUx06oNKnrtqdT6bcDn+vujkrlOtkJTv6wTYyCZSGjRvryQAfdY7iVDWvSdraCUd4p0zVG3KZx6VKk2PAFv8AYH2sXdJFPcekT7VCTROmmo2tIB+04K/UKTzz7WR7wn4ukEuzupqo6zUG06ppFMkZsfp/hz7pcbvFp0oa9Wt9lmJ1sKdClhcIYiq6NICgfT6kfn2HZrl521Nw6ElrBHAvDPQl4zGRhVNuSCLWAub3Av7SSHT2+vS5STnpZ0dGqhbJwbX5FuB+PbderdOxEcYte5sQf62H49p5Pj6qekxla2GEadQ5F+fx+fdDwz05FXWCOgoz2figRzrsATpN/qf8be37Wza5mBpQdMX24LbRkilegPze+JopGIlOn6W1fQ/4+xxYcvxSU7eo+3DmKVSc0z0y0e/2Mg/dPP1u3swn5cGk0WvRZBzM2sVPQy7U35dorSj6gE6v9jz7BW57C0BLxjPp0ONq5ijmorGo6HvGboWeNSJfqB9Txz9bewm6vG+lxSnQvjdJU1xmoPTs2ZWT+0CpFrgk8396NK16t001sscicEXYsSD/AEPtMQGNeI68tCekBlKGOUsVXUp+o/1/ZjaXDoR0WXdqshOOkjJgIyxYpa54HHF/ZwNyNKV6JG2wFiQOuEu3E0cR8i/1t7cTdKHj00+2qMU6SmS26FBYxcH62H+39m9puhOAeie82tQKnr2MxKrpATSBx/iST79dXtRWtT1W2swKADoR8Tro9AH0uoI4uOeOfYXvdEyknj0JbSsBB6EjHZYKoswBA9XP09hee1cNqUdCq3vFIoT1Prty+KM2kPCHkE2+nukG3yzSAnh1ufco41NOPRZd97pJlmbyE3JP1P8Ar29yjy9tCqiinUU8w7tJ4jUPRa8zuGSaWQl7AngEn6/7H3KdjtaqgqOotv8AdHZzU9JpM2/l5k/Nrc/7AX9mpsV04HRQL9i3S0xeaa8frIBIt/rW9kN3t4appno8tb+gWp6FvF5QvCnrJ9Nrg829g2+tAklGHQxtL0lAK8OnKSv+lm/Nrk8/7D2lSCgNOlkt0MCvTnBPrsvDagBf83P0t7SSRUUkeXT6TO9B0M21epzm8ZJla9jDSBSwdjYG4+nPsE7tzf8AQTi2txqYYx0Ntq5P+uiNxdmgI/KnQS73p9j7Wlkhmr4fTcMC6j8c/X2MNgl5h3mMPHGafZ0DOYYeW9lkKSOPPz6DzG1fWe5ZDRnI06yy+gAun1PHA9iW5g5q2pBcCMmmaUPQatZuVd1bwBKBX5jpZ1nw8xu6tv1uawdYtSYqd5gqMDxp1D6eyS396r3aNxjsr5CorQ1HDo8ufZWy3fbnvLKQE0wB59VYdg7YqdobjyGEqQRJTTPH6r/RWtwPeXfLm7xb3tMV9HkOK9Yk8xbXJsu4y7fLjQadIPVZlbj/AB+v+x9n5HQf1KXHyp0u9vVA1KOBe1h+P9f2Q7nDVejzb5AHp0Pe3qhgsbf4r/xS3uOt0hqcdSFtslIxnoXcVOSUIPC/7x7BN5D2knoYWcpDDz6ESknUxLf6fg/4fm/sNTxmtR0JYZBx6b8mNS+n8m4/2I9v2uOPSa5BPd0k6r6FW+gBPs6hxQ9E0+Xz0yTiPxlnOnmy/wCPsyRmx0XSUpTpE5IkcrY34J9nlqKrQ46JLo6T030lQ4bjgX+n+x9qZolA6TxSGuodCnteaUSxMBqOr/W/2PsIbtGuhuhTtMr61PRyeu5RULCn9sBbj/WHuD+Zk8Ms3l1NnLjFkWvRl6CgLwgkcccCxP0/r7iq4uaPUnqTba3LIBTpry2Cd0YabA35tc/63tZa7iopnpLeWFVPb0C+5drF0lLJcEEfT+nscbXu4VloegNuu0llqR0W/dG2PG0hVCCCT/hx7lLZ92Laamox1Ge7bUBWnQdfwmpB9Oqw5t/W/wCPYnN/FxIHQcXb5OAPXKLb81RMupCbsLj/ABP191fc0RK8OtJtkkr5HQ07R2oITG5iIvawI55/1/YE3rd/Erpbob7PtAUgkdGX2thUjRPRbhfwPqfoPcVbtfs7EV9epM22xC0oOh629TpHoB4Jta3+HuO9zkLkgGvUgbcgXHy6G/BVQpljY+kAA3/x9ga6y+OhrbFTEF9OhDocosouDbj68/S/HtL0qqpXPUPJVqCPlgSwPFv6+/HhTrVKU+XQK7sq0EcgUqLX/wBvb2INngJZeg5u0qCueiob4q4mSXU3q9XH0/2PuY9ggfUunh1Em+yodRPl0T/cs0bVkgJBIcm9vx/T3Nu1RsluCR1Dm6NH4pY9JCZ0sVJuR/qfpa/s4QNWvRG+itE6hhrXNvqCDwfwf6e1HVARWnX/1NerL9m7izAK/czKpBvIzG5H+HvodTPUlqK46RAmqaqTyVNRJM7E3LsSALe9MoIz07gDp1gQACyj6EE/T8/19psHrXTnTjkf0Nyfze3vfXunmIfp/ow/21vyffuvdPdPay8f1v8A6/5t7qRXr3TtD+Dxzp4/p7r17p2i/Tc/W9rn37r3TihuQLngAHjn/jfvY6dTh1OjF7A/pLWFh+LfUj3R/h6v05RKLN9ONI4/oP6+2+t9ZgAVACfm/wBT9PfqE8OvdTIluxJFgpNhawP+J/r7blJAA60epkfBIAA4/A9p+tdciFYWNuQf6XA976Up8I6hyLbg8jVYW5A/2/uj8OrjrAFCkg29RNv+J+vtnr3XTAsGUcWtYf63v3Xuoj8jUfqDa/5/xFvemNB148OokxBBuB6T+RYWPPtvpxQAOmqUC4sP8Lf1/Pv3W+oEy3v+PyDb+g96Irg9e6gMtgygH1C97k8f4e2Ot9Rffut8OunAsD+fz7ZkGa9Prw6x24B/r9PbXVus6L9B/r+/Hr3WVbC4/Itf/XI9scet9SUBBAv/AF/4r7117p0jH6f9b/iPdTw6cHThEPofxb/ex7p1vpxiFwP62Fv9iPfuvdTAt7f1sB7pJ8PXh1nAA+g9tdb67a7D62/3rn8e23NB04OoEgK2KHSRcixP1H9fbXW+ptPkWUASMQQLXHA4/wAB7917pUYnJXZSGOoMbkv+Lc29pyPI9WBpkdCdjazUU9RsQPqQfxz9fdOn/IdLClmDEMSRzbSTf6f090cClet9KGkhWY2CA6wOSPyfbXW+uOQ2+pjc6L3AP6R70eHXukPWbeVQWKcAm4sP9sR7b6cHTBNiIo24UKDY8rfm3vXW+m6SiEZI0gXNwSPqP6e2WABoOt9YjBoAFuf9VY/k+9de6xGeOmDSTMqIgLMz8KoA+ur2zKBg9PrUAKerXvibmqv44fE/tDtau2xn5ty9xwzY3Ztdii0UMmUlP8OoEqRxrtqWUIPqBf2yQa1rw6v8R1eXVAHy+7FynUWWrdvdk7+zcXYW6osdkN0U2Nj+8gq6OOdp5lzkV7GQI6iKNjcEe01xKlupeU0Hqek9zOtshlkNP8oH+fy6qO7B7L3g23cZQY56ekwuXzdbkKCWaJWz1eNTQ001dOfUI9BGmM8L9PYU3q9vPpopICEMxIC/iI8j8h0Dt+3DcRZ25gURmZjRfxHyB+Q6D7aUVVtqiy+Q3JmdwbbarpJHw1XSNI+Pyla1yKWqgU2ZL2uT7JrG0exDzbpI0RoSrVqpY8BT5Hol22ymsElvd3kaFgDpetVLn8OnzofPy6Oj8Mu+O1dtdi4KXEZWGrrNzL/o5zFKWV6LObQ3C/21RQS0DemSRXcMrHlbexNstzc3VsGuSHKmgYcCP8/Q05bvLu9sFa6o7ISA6nBBPmPUdbV3XW16zanwc+Tnxz3XQ/c47qDI4bcG1hV1TV09FX5Of75cjRBr+IXk0soPAHs6NaY6EnnTqtbHV8i0NG8z+SZ6WJppAbFpCl2b2x59W4Z6caXMqj38hFjzc/1/xPvxBIIHT/SrpNwIBy5+gtyeefaY8adU6VdFmvIFJbjVwC1vx70eB61xyenqLJrJcfm3BDW+vtP0oiAyeuE84lQg3ufrc34/1z78eHT3QZ7jRbuQQPr/AEv/AK1/aQ8a9V6BDPVHj8tlN7EjnV+f6H349bHHPQNZmqIYgA2IYkn8E/4+69Pj5dBxXuXZiTfm4/2J9+690wCI6nYEgk8j6mxPthuPW+nrGQh2Au2q/APP1/w90atMdOro/PoSMRSadNwDcqD6T+T7TedenehBoINIAH4va4/x96NCKHr3ShVrJb8ED6fjjn2x1cZx1Bq9Krb6j63PHFvdTw63Xh8+gvz2XxsEjRS1cQm5JiXXI4P0H6AfdOrUPrw6DaunpazyCKoSRhzZblgfwrKwBHurcMdezxpjpLtjqiR7KGXmxuCCbm/Htg9XXrMm2aiazMJLE/Sx+v8AsfdH4dXHSvxu26inUOvk1XFwQfp9PbPXuhEw8U9Ky+QNZhbVc8f6/uknw9XQmtOhWxcosgN21f2v8Av49sdP9LGGrWFopOBoIOq9+QbWJ91bh17o3W18JjuyNmSYuGWOTIfbkJTr+5K1l/1I/P8Ar+69bHHqujtD4n7rqNwVPjxtQ0TTOAfC/wCktwD7akI4dPHoS+kfhdSUdcmU3PLFSpTnyssoCWH6vz7a610Ziu7TwPU+Riw2HeKaClKx2VwbhDpB9sHjnrfHocML8usXU0cELiJH0KrG6/04v70enovhPSa3T39TZhtNLOqayRdXAA/w9per9BnX73qqpWaKvIMgPAk/r7o4BFet9Bbm8zn5bijqpXZieQ1/1e2+nl+HoPstR70en88VXUayCSVJvx/j7q/DrZ6YMVXdhw3EctW1mKqwZrfX8+2uq9KhKTtMx/xQS1gVCGC3fkA/j204Na9WBpw6c6z5B7v29j0xuUpJ5vGoXUysTwLG9x73WnDz6e6U+zO/KTIUryZjF3jubl0+i3ub39pJPj60ePSxpdy7A3u0gp5aeGo9SrCWQaXHAsPdDwPWukdnuvnp9c8LLNBKdS6AHVfzYW9sdLF+EdBVkMQVn0eAhomsqkEf4aiD/vXvTcOtnh0HO4sUtJVssem7jWVFr6h9QT+PbPVek3S4itytXDRUMLyTSyKBpQsfr9PdX4dOoRwHVk3x7+LOUya0WX3BTNDSDxuTNHp9P1/tf7H23w6v1Y/T5rrnp/ECnpVovvoY7clA2oLcG/tiU1brXn0SLu35K5Hcc0lHQ1nhpwWRVik40f429tHgelKgAUHRLs12A0shiq6ss8hI1M54P5+vtjq/SKq66mqWRjWg6je/k5sTe3J96PA9e6ZKvPjGyJHBVs12/SHvxf20OrJw6XOVpqjcOy5tJ1SGA2Nr86fr/t/bb8adXHRM8TgZ8ZujTPDK0n3FwbMBfXb3TrfVwPQOZfD4WKWZxHaMMFZrGwX6C/thxnq6ny6MNH3AJnNJ92Y9Bsp8lhcH/X906t0JeI7KgWmQS1cUpNjy6sSP9j7T9b6SO6t4bXrA33dPTTMTe50Ei/P190m4Y6djUEEnoBuwqfH7k2/NSYhkp5GUhREQGJPFgV/1/bHTvRRtp9C5Q7qiyOQhkqKWOcSuZFJVlV7m9/dDx691YPj/AJLdJdR4mDbuZ2llq2tpkVXNHd4ndF5sF/x/HvXTqDHQVdj/AMwWoy+InwnU+wV2xVEPFT7qykvkqaJHBVpaSjf9LD8Ee07Ag5631XnWzV2Srq7LZivmymYykz1WUydWxM9dUOSzSOzfj+g90ORnr3UMRgi91IvwAeePxx7Y6fh8+uSxA/gj/b2/2PtiQGtenD1k8PHIH04sf979tnh17rA8AFjwBfiw+th7oOrp6dY/tze4LA3/AKcc/j340pnpzrzQsBa9/wAgWsT7S9V6jyxek3sbD/G/+w91fh1ZTRh03tEdJHNyb3INgP6e2un+sehfowH+9X/xt7Yk+Lqp6xtCDwLWP+8f6/ts5HVo6hhTqA8B1C5FueOf9t7Y6V9YPFyfoR/U3JNv9q90fhXqp64PDxxaxvfk+2+tA0yOojQkfn/ePdX4dPqaivWLxsCT+Bcjn63/AMPbXVuuQB/1J+n9D7Snj15DRuuiLfUEe6sBTPSnrj7Z631yU/UX4P8AXgE/0J90cefWqHyHWN359BFhwb24I+t7/j/H3TPH/V+XTwyPTpy2bt7dXZO4odpdc7bzW9tx1EniXH4KimqVglPAWqmsEQX/ADq918J2kWOMVL8B/m6pJJHBG007aUTiTw6HzBfFD5A4btHr/CdqdPbp2hgW3FRZPI1uapGp8Tl8djKgSVuLo60kq8zDkRj6293nt5bYFZ46ZAAOP2dUt720vE8S0lDDPA1I+0fPq63vr5mYj48UW8t6ba68292n1ruTZdP1fj8DWZJaPaVRlPsBDGHwpBV6ugl/d1WB1J9fauO/Fpdt4kSyxSJoZT8BxhiPMrx6I5tm/elrHH4zWs8UniI4FZFAOQD6NwPyPWuA9dV1NTkMlkKiSpr8pXVWQqpZWLeE1cplWjiLXPihB0oP6eyCQgqAAABwp0KiSzFm4nj1mWsY/wCHAuBxyBa/+t7ZOTXrakqcdTIaw/m/1/1X09tNx6UHjXpxhrW/DEfU8tx/T8e69a6lpXuL8gk/U6uQPzb2y3xZ6utK56lw1ymwZj9L3vcj/G490f4T08enumzdZTW8FQWH4BYkW/oPafqvSlpd8V8ICMCNIFmB4vb3RwPiPHr32dS5N75CcaQSg+mri63+tz7Zpn869LBUipwesS1hqCJZpGkckfVuVufx7TudTGvr1U9w6licfgfj6m1vdetgkZ6iuAT9dX144PunT44dNzQi/K/qJP6fp7q5ohPXj1DnpFN+Afr+OT/U+0/VQPLiemOpxwcN6Rza/p/HtpwAQelaBgKE/b0nKvE8sAt/qBcf8R78srr59NS2sUw6TtXhms1lHA+lr/7b2thvlGPPonuNrYCqio6TVRjpYg1gbH/D6gf1Ps1ju0YAefRFNaPkUI6b3g+o02IFjx/sfr7WLIaY6LniAwcdR2h9IsR+k/4Ekjm4Hu6uR0w0QHWDXUY6amytGz09diKmHJUk8JIeKSjkFQfGR/qgukj/AB9qInUt4RyHGkg8DXHTDRupEsRoU7h8iOrmuqqne29todddrT1Gz5KXeOYoKXErn6+OKXDZyBhGKq55jDsBqB9xpeWcu27m8DgOVbAJwR5AfLqWbO7TdduFwpoSoDEcQRx/Pp//AJtXV2+M91f1N3HvOopZtz9bOu1sshVHy1Rga9hPFHHULcy0rMQ8bk2AsPY85X3CcF9pvmP6wrGjH4CM/n6DqOuY9vtyq31ggEamjso7WP8AF8j6/PqjA05ILFWF1DDi4sRq+v8AsfZsJRw6C5iNAePWBqVj9LEW5H5+vtwTgDphoVPlTrG1MVH0Nj+Av+393Fwp6aMP8J6jmn5/HB+hAuP6+7+KOIFemmjcChz14Q/SwB/NxxYD/D3fxFJxjqpXzPXvEb8Aqb/Ue/al8z1WgrUdOVLXV1Ky6JNSi3Go/Qe0U1tby4PSiK6mgeqnpXY/d80ZCyg3HF7kfQ+ya52dHHZ0eWu/shAkBA6X2M3ckgFpbkngE2/x+vsOXWyuvcVr0J7Tfo2OGpX16WcGdpauA01WsVTDIAHhmsyEW/P+t+OfZHLt0sDeJGSjDgR0I7Pem46s+o6Nb1P8r99bCw6bD3hV13bPS9lC9a7rq2ylHt+ZeafI7aSov4Xib1Kinm1vb73Mt9EtnuLsqgUBBNBXzp5H1IpXp6NrJbr95WEaRXY4yBQGYejHzHR8dmYTYW+sRk/kFt35Y5TtPsjA7OyuB2Z0ZmA+J3ZtuDKRC+GoYmYsaSntoCgWYe29/sorHZIzb3RcVUUYtran8NSQFX5AfZ0o2fcZrjcztzbZ9MkhLvOlGidhTJ4dzca/LoPN39FbT3X0L0tvjbWWxe3flVurM5jbe7ulqWRXk3NFTyPWw5803H2s2m0ZP9o+9bpt/LtzsNq23SeJMzaWFe9R/G3oK409O2W4b3bc0bjt1/EW22CNZIZyPPzjH8VOPRKK5Mhh8xkNv52jqcNuLDVL0mYwtcjQ1dDUxGzq6N9VP4YXv7Al5t9xZSFJRjgDTj/s/LoUwX0E0IlhNQ+Qf9jqTDVryTZgeOTxcf0P+8+yyVSRjiOI6WFlPwmv+rh1KM6k34IHP1Fz/h7T9eNadSqdWqLEIQCLAEm31+ntuTj1dDQgnpQUeDEzKWQ8lTa1x/sPbfSyuMdLeg26EUXT6C4Yj/H6e6MABjqrZ6e1xCwksUAtY6v8B7p1XrPCRCfxY/S4Asf6+6vkZ6fFaY6eFq0SO2qxvwdX+9e6BWyRQjrfn0z5DOQ0sbMXW4vcF/Uf9b2lcEsevcMnoHdxbsQCRkckC9l1f72PZhZbdLcEFxjotvNxhtwVQ56ArcG5pJC58tx/i3pFx9bexztm1KKEr1Hm67uzau7oFM3mjMz3b0gG1mtqP0vb2PrGxIA0inUf7hfl66j0H5zs9PNcSHSWIsT/AMT7Ei7ckkeRnoMncZIpcHHQo7T3RIJIyZDa441H/W9hHetoAUkL0MNm3htQocdGj2zuzXFGpkvwLeo/7b3EW77OdRIHUv7Nvi+GFJxToSabOFgDrJ/wBNz+ePYXlsHToUx7krDu6dUy4kABb/A34Iv7RGyZSRTj0oW8iYdSISs3P0Bv9f6/19tsrKaDp5CJDX06yLCrDlVPPPH0HvzOF49W0qScdZDSx35Av/Qj/iPbXit5daMQYZ6Y8lj1Mci6RY/Q2+n+v7MLa4Kmteiy+twVqox0mKWnRHKHkoTY/T/YH2cSyVjx59E8cQDZ6UcMYVASLlhc/wDGvZQ71anS5YzSo6wNWfaljrsCbG/HH+I9upb+N0005hGD0l8tnmVGBk9Nv68/63s3s9uHEDNeiq9vgqEA/b0XreGT8kjnyfqJA5+gt9fclbJZ6VBHUZb3dVY06AXK1ZMreu4H+Nre5FtYewCnUd3cpZznpj+7DOuliD+STccH+nsx8AaMjouE4MhXpT4/IOHjW5Njyb2/2HsouIBpJPRnbTgHoZ9t1waEAlja2kavp/j7A26W/wCpWlOhxtlwHQVPSx8uuwJFuDf+nsiKUrTo71VyOlLhnPng12ZS6XU8G1/x7Kr1T4bUxjo2sn7l1ZyB0bbd2frMV1RIcVGQwpdTGO4YWS5+nuIdls4rvmxYLulC/n9vUu73eyWXKZmtPjCUFPs6oE7w7C3dlcvWQRz1SaJpbgswPpa1gPfRjkDlrZbWxjZlXIHkOudfPnM28Xd86KTUE+Z6L9sffW6qfdVPFLUVSBZlBbXJp/Vbj3JW/wDL+0SbQ8qItaeg6jXYt/3aPd1jkZgurPHrYN+J2/8AOzbarY66SWak/h5BZ7lbeLi5Pvmx7w8v2VvuqPb0VmfIH29dIPZ7mG9udpkjuKsipgnyx69VifJiphrOy81PFp9VVKxC2/Ln3lf7Vwvb8qwRP5KP8HWKfujOlxzXcOBgsei4H6m30v7kwmvUaGp7j59KTBy/uqb8ggHmwsD7LdwXVHToysJO6h6HXB1dlQg/U2PP+249x/uFuSTXoebdJilehlwlQPGotclRck/n/H2Br+IgkdDWxkGK9CDQT69Kk2tbi9gfYZnjpWnQmt3BHUytNoTxyTwb3/H9PbMKNqz05NlDTpE1soF1PNrljf8AH9PZ/bx1HQfuW7iekdkK8k6Rbg/S9h/sfZ3bW4+JuiW5mzpB49JqoqA4seOPy3Hs0RCDgdFkjjNT1GppUMlhb/WuP6+3pUIFT03HICehc2xYtEb29Q+n15HsF7wDRh0LtoYalNOjidcR/u0xFx9Of6/4e4Q5obsbV1NPLAYMPyp0dXBY9JKeJtN7qLi3B4/x9wPuFwRMRXFepvsLYNGDwx0/VGBWSMkoL/Vbrb2Xx35jbzx0YzbcrgAdBtntrCRJLqoFjcW4PP1HsU7fvJDL0FNx2rUrV6LzuvaMdnBVfVc/T+h/PuS9o3pgQR1HG67OGBBHl0FA2tTKWBT+0fwPqPYxG7StTPl0ETtEQJPGnTxjNswmUNHDcgj8XH+PtDd7q+mhPSy12uMtha9DBgNuqoRygA/xX8/4ewXuO5Ek56GO37Yq0FOhXxWLSJU9IAWxIt9T+OfYNvLvUa16Ftra6AB0vKJBAobgfm/5B/HsOTP4j1bo/gXQOlXS5ERqAWN7gAE/Xn6+yia0LMSOHRpFc+GMcT0sqLJFYgEfkre+q1v8PZPLC6uQOjiOdDHqJ6Z8tmwivqku6qdPr/2/tZa2LyUr0kur5UWi9AfujcY0y3e4sfq3P09jzadrIKmmegNuu4ihz0U7fW5FXz+u4sxPq5/1h7mTl/bGBXHUQ7/uaAMA3RU8zuGJqmRi9wCTbV/xHuYLHbZPCCgdRLfX6mQ1PDpNrnfOwWP/AIKef6fn2aHbhElX6KhfBnp1NWuZka5N1BI9X9P8fbTWwWnz6fE9Vr1//9XWrSM2AIHHJ5/H599DupKBI4dTIh+RYX+oPIFuR9PfiRSh8+nR3Cp6dI7Ej/WB/wBj7TEBTTr3TnTgDTci9zcc3A9+6907x/2Obgiw/wBvz7917p6px/sAL2H+P5v7rXr3TtAL/wCwCn3Xr3T0gBUX+l+T/j9R791vj1PhI1Kf9q97HTqggZ6nLY2LfQ3uOePx7acGtfLq3ThGPT9fUb8fgj3TrfUuPg/Ti1h72CRw691LTgLf6m1/9c+6SVK9a8upsa/g8/nj2m6rUDJ67eMEagLEA8X/ANt730rBB4dRXFwQBzx/t/yPdW4db6ikXHH14t7Y631xAIJv9bfX+vv3Xuo1mAII4P1/rzx703Drx4dQpVA13uBb8/1txa3tvpwcOmuZQbW+pAJ/rf6e/db6hSCwH+HFv9hx7917qCwIGo/g2/rweT9Pac8et9QWA1G30PI/1j7917r3Gmx+ntqQ+XShBUDr3F7/AOFvbPViCOPWZVtyfr78eHXuuSjUQB/W3tP1vqZGt+fyf9tb37r3TnH+P+De6tw6c6cVXgW/PI/x90631OiFrf64H+29+6904AAC45v7o/w9eHXftrrY679tuCRjpwU6wSIDzb+v5/J9tcOt9QHjPqv9OTwf9j7917qbjpWVhY8gg8fke2ZPi/LrY406E7FVEhKeqwsCCPr9PbXSj5HoU8SPJoJNwQAf8bDn205zTrfQm4inivGCP6Ef4D3TrfSuqPtfD49KkhRY/m/v3XukRk6WFb2tdrmxXjn+tvbXTgNR0haykCs3AYj+osAPp6ffut9JGsXQzfm9zz9B/re2GJJz1vpO1FSENr8C1xxf3rr3SP3DXCSgqacLc1eikCXszPUSBAQfwPbUhFKefShAQoXjXz6vW+Rm3W2T8fvixt7cOZqtwbY2L1pLvz+DYgPQyUOWWi+7oauukXSkuiQKql7j8e2KmtTn5dWBzXhXj1qv5TN7M7l6D+VNf2ukWV+Q/Ye9qXdnUVbkRI2bx2EwVaZMhjBOP2tMsSqiRLyfwPZZdWzzWssb5YklPl6dFN1ay3FnPG/c5JKfL06qQ3JXZb+I00WeozQvSUcNFDBUq8K0ieIGVhE1irluRx7Bm5PObxGvVCqFCqeAXGafOvQF3Wa6a8ja+Xwwqha1wopmnzr6dM9FI+4o48dk9wNJicZUqaWlrms9NSyvasq4D+WReQp+vsmJW5V4ZJi6oexXP+9N+Q4dExZL6N0kuDIiN+mj8aH4m9KgcOjn9QdY0+OI3bsnPtl4cSaXN7Vz9HIA+jF16HKw1dEp8kVSpVljLKARz7G2xQRJbB7dtUfBT6+tR616knli1ihsg9q2uA4RvM/xVHkQetx/bVZhtufEHt7uIZmTK0/yK6j2jiqDGVwEoos1QkxVNRUzy3IqmYchT9LezxtQwOhIQa18uqcR5KPHUVO/+dho4IpPqTrSMK1z/sPbHVukzPlmhYAmwtyQT9fx7sGAB6fqDkdS6Lcl5EQyEW4PPtIcnqvDoR8XmvKo1Pxew5P9PfuvAUHS2ockJLAEgqAPoefac8T0oh4Hp/NQ5UW4UgEn/H+tveunekTn5AUkJIIF+fxyePp7ScDTqvQEbgkUF7Hk3/21/wA396Nfy690Dmbc+u1v7Vj/AK3vX2dPrw6D2pcs9j/Xj/Wt791vqMqEsOCNZA5t/tx7Yb4ut9KzE0RUjj1X+t/8eDf3U9XQAnoRcXGVKr/RlP1+vtMcnp/pcUqkKCw4NxxzyfoOPeuvHjjqfpv6ydKqpZmJAAX8k39pyDw6sOrFv5e/8sXs7+YDmMhuKtyNZ110Ft+fRlt7mIrWbhmie0+OwgcWJsCNX09tyyJEmpzTot3TeLTaLcS3Hc8hpHGPic/5APMnHWyNtb+Ut8K+rdrw7dwnUWO3LNjae1RuzdLPV5jKTaNMk8guQNR5AA90DofhPTW37m1zQ3dFZ+Cr5fIk0H246IH8nP5OHx57FpMhX7KwcuwNxNE7UFVg9S033CrdDNCeLf1492oejwA0z1rc9xfE/fPx439PsnelPLWUkkkgwu4Eib7fJQK3GtiLBrfj2npmnVgQOsGM62jljTVApKgcFRyAbD224JFB1YdKJuuERNaRC+mwFhbn/D20ATw630k8ntY0LxQrTyy1E8qxU1JDG0tRUSudKxxRICxJP0AHtuQjTTq6AlhToetpfDz5G5zHw5v+48+AwlSgkoZ8w6w1VQjLqDLTmzAEf1Htjp/j1Kf4p/IGv3Jh9lYbaU1dlc7Vw0cdVEdcFErvZ6ycj6Koubn3VuHXuroeqfixsP437SpcEsw3Jv6rpkm3VnK1vJ4K94gZ6PHg+kKpJX3Xr3UHcW0sDUPNLJQ04dwx1SJGHX+hHH9fbUgHHp0Go6r7+Quy90fwzINtVaikyY8j0k8DeOkmhRSTDKp/Jt7a631UjVV+SrshVJljJ/EaapenrYpL6knjezW1fi/9PbLihx1vpUYwsumztf8Apc2H9APdenouB6WtIJ2sRI1gwJF+bHknn2l6v0oEepWxE7qoNrX/AMP8PdWFR17rPHkquEj13Asbf1tx9fbPTiHNOnE7lqvGI2sQeCOf0390fq56nUO6lo/90RkfUkr/ALE+6da6XFJ2izQrSNSxiACwOnkr9Dc+6OcU62OotbPsrcS2yNDCJCLayg+p/PulKUr0o6yw9c7YrcNVxYtoFeSN9CjSDcrx/vPtmWmrHVTjqvnfe39+dd7knqcaasUizO6mMtp06v1C3to8OvdCF1/8ksjT5KgxO4XYxM0cc3mBIsTY8N7YIoc9KxwHR55aTYm9sbT1uNyEFPVyQrJIiMgYnTcKLfm/urcOtnoCcz1pm8hnHjpaV3hldIoSob9IOnW1v6+2eq9Hv+P3xfxWFhg3NulI9UWmfRMF/HIAB96YVHTisOjFdg9xYzbuNbC4FIaZII2iDxWWwUWFivtoCvDpwEHqtrsXf+UzdZUzy10pUFiBrJB/1vbEnxdaPRTMpvGpbJSRuXKqbAsTz/jb20eB6eiJINekblcn96aifyMDCpZQCeSOfx7YIIwenugto94ZGWqqEDMI4GaxJNrKOSAfeiaA9aPDpTYKrr9w5KCJC7XlUEg3tc+2h1ZOHRtqmun2ztynp9HkdoVLAj6+nkW96cHTXpzoMMLH/Gc2k82P0uz3B0i99d7+2et9GGrstl9qUEEwEkVIIxxaw+n+Htl+PVl9emvFdiUuU80gqfHKgN/VbkD20cDq/Hp/wm+6153Vci7IpKqNZtz/AE9sfPq3WPIb1yBrtD1TMrMByxI5/Puriq9OxfCehc2ZkTXPAjy67sDa9wSbH2m6c6N/h8OtRgJkhow05p20OAL3ZeALe6Hj17qs/t/b2Wxe4qp8hHNoM0jLrBsAzX+vvw6ula46Rmx9ibp7K3BDtXZmOavyUpVqmchvtMdCTzUVUn0AA/F/ad2qanq/R8NrfBjblLTxNvXcVbka5dJqUo2CUgktdo4/obA8e6+VOvdOWf8Agzs/LwSjaGUyWIr4wRDJKwkp5D9P3B/T/W9sHp2M0NOiz7k+LPYezslNjclTGsp1GqlytOGanqR/Tjke2JSeHTx9Ogg3BsfObbdlrqOaNR9SykAf6xPtnJ690jnQn6r9Dbi/1914dWUgHPWLQPyGH+vb3Y0Ip071yEdxx9T9L/T2lYAGg611FmhGk8c2NrE+224dbUVYdQvBf6A/Tk3+h9tdP9RzALA6TwSfr+B9D7YlIBz1U8esbRK30BB4vz9Pbfl1ZCAw6hNGSb24F7m/4H9PbHSoEHI6j6LG2myjhT/rn3V+HXj100NyOL/j6/ke2uq9QpIbFiF5vzb6/wCtz7q/w9PJw6jmAg8/X6/X6+2ur9dGOwH4uOOfaU8T1oEBgT1hdfwfbb8OlQ6jEWJHtvrfWKaaGnhmqJ5Uhgp43lmlcgJHGilndj/gPx7qVLEKOJ68NRNB0fP4rfA7Jd17Nl+Qffu6f9B/xXxhaqj3Dk3Wjzu+oaM6p/4fSz6XWlcjTrtdgbqfakwNFH4kgxUj8/l9nSae9VJvpIhrlABKjyrwqejJ9pfL349dLdR0dT1BT1vXfXOMziY3Y2C6xwccm+e2FoP+BG4t07hrozJHTkKXPilHHu1rDc7hJ9JaUQDJYkA/tPD8umJ47e2Bvr9i5PBeKD5ADjTzr1XT8lP5mPf3b9fs3JYnc1bjer9piGu6+26kyVFZNuOIhauuq5JCZWdGPrDnSb8e1X7oupIlS7ciRWyT8KD8+JP7OiuDetsjuWfbo1bxcVFKtTjgcAvR9u9PjLu/uP8Al+9c/MuinmpcrsSiXLdh7exkwfbWVkyFT4HydRjIj+1XDVd2KAW9lMVuzW0k6KWRDpLehrg/n0cHcbWDdU22YgSzprQHiV86Hzp6dVBRVSVUEU8TLJFKqyRuT+pSOTx7KWU0I8x0cdc1k44AAB/x/wBj7Z6upAYE9ZEn0kj8X/pe/tt+PT5zny6kLVED0/T/AFvdOtdditP11Hi9+Ppxx7af4urLxHWWLJW/P0JJB4/Fvz7bf4T0/T06cUyQFgXAv/vB/pb2n6r1LTJn6a1IUCx/I90fh1ZKFhXpyhydjybA2v8A0/2PtrpX06w5TSAQ9uefaVsHPVenmDLA/U3sbXP54sPej17qetcri+peR9Lc/wCt7p0+OHWaKdmIBYckm/1sPz704Ok9ePDrOQG+v9Tz/wAi9putCvEcR1ElgB5A4/1+LH22/DpUhLCp6gS0f+Fy30BN+PbXV/s6bZsejaja30F7/wCNvp7TO3dgda1Hhx6ZKnFKSQ6XU3sRY2/1/biTOmV6aktYrhcinSbq8ChJKiwP+Fr+18G4uuGx0Uz7OGNUHSdqMNNCT6SbXt/sPwPZrDuCuaV6IbjbpEPDppalkT9aH62IYXA/PP4t/X2vWdT8PHotNuVbPn0br4m1RzUu6+uqrOQUlXTRru7aeMzEtQ2MzdTR/v5DDRKh/aLAAKY7G/sh5khWRIdyUatHYw+zgT8+hNyvN4bS7cTpD5X7fPq3XD5jPfJPpjJbV3b0LmK3AxbbymzJq+nya1tdjqyngeqo8xQ0UztUSLFKiqraTYceyexvo7K8W+eNpVShqpJNPT16Ntw25ri0fb0mSPXkBsCo9TwFetcOTE12DrMrt3I+Zq/beWyGErjUxmOp89HOy6amIi6uFsCLe5CuZUkkFxENCSqHVfQH/Z6jQwmN2hcZUkH8usbwj8pY/ki1wP8AH23ranVGhXV3DrgYEIsOOP6f7zf3YSH06TvAp8uor0oP9lSoNhb6n/Xv7cD0PGh6YMPmOuDUir/ZNwCePp9Pz7uHY4rXpkwjj1hFMG5Fxfkc8W/Pvery6oYa9cBEbE82v+LW9+1sOHTLRGvDroxkEEAjj6m3+uPp7v4jEZPVfCand1iWSSIko7RsDcWJHH9ffmowoRjrwBVqqenqjzlZT21SFxYE8m5H+x9op7C3nywp0vh3G5g4GvSvoN4aSodyp/BPFuPoT7J7nYwwJXI6ObffyKBxT/L0Ie1OwMltjPUG69o5U4DdONlSajzFJHF5lKm5jmBFmVvodV/ZPNtzACG4XXGM6TwB9R6HoRW2+ZGmQgU8jxHpTqyHr/5F7N7nioKCtfA9MfImgqKabDdmO0n2u8WVwKrVNKfHSyyLcCxW5PsP7hy/IsX1ViviKtSwFQ/A4NONOPQq2rf4A/h3bkKw0gHKjPQu7uPUPyD3LT9Nbwmquu+6KKkranavftdT+PGb4z0UYMG1twKgAlpGb0xzoCbclvabZ57F9tEe5AMKsCzfEK/CGHlnCn16X7hZ7lZync9u/VhIWsApRR+J0I8zxp/LohW78Fu7rLcc20d+Y5cZmIXmWkrIXEuG3BDBKYTX4SrX0ujEXChiw/PtBebKBH9VaHXA9aHiQK8Gp/h6vBug+BzpfzU8R9vWLHVrVUgUEEKRcfT/AFvYeubcQrU46NrW6aZ6cR0L23scKhUOkkHSPp+Tzxf2VGlOjVRVwp6FzF4EjxnQADYj0j+vFz7T9LKAYHSyhw1kJ0/1+oFuPrb3V+HWj02V9OIVNxwbgHnnn231XoN8tXJTuTq/P0H9QPdXIpnp/IGDQ9I2t3ZFTRsZHHpU2Nz/ALb3tIJZmAiBz01cXkFstZSD0Feb3ss+vTPexI+v4/w9n9nsb69corXoLbhv6EFIjQDoJsruUyF/3TyDZr39i+y2oKAQKdAm+3dzXNa9BvmMyZDp18W/H5t7FNpZaaY6CN9uBavQa5CuZ2v/AFvx+LexVaWwUZ6Cl1clm6TVSXcgi1i3P1v/AIH2aougUHRTKwc1HSlwVa1LKoY8XHP4Hss3CATR4FejSwuDC+eh823n2iCXb8Lfk/kfX3HG6bbqJxnPUi7VuOkAg9DHjdw3jU+S4/qDci49gW62whzUdDqz3QNHWvSoptwAhQWVvpYm+of4t7Kpdu/h6NotxWnHpXUGajZANY55Nzx/reyW428g4HDo5tty9DUdKejr0ksOLDkEfm/59lM1uyip6NoboSnHT2GDcj8/T/Hj2XMpr0YIy0oeoVbYxm9r25H5uPoD7VQEinSO6IClQK9I4oqTPZQDck/4k/nj2dBqxgdEBFGPU77gaAoN7Kbcfm3tN4Z1aj05roKA9JvLVFkLXGr6D+nA5A9m9jED9nRXevQU+XQU5mvJDqbjTfn+l/6+xhZWwND5dA++uhoIHQG7nrdXkBJuCSOR7H+029FA6jzdbmtc9AzkKwFmJdb34H9bex7awaUFBnoBXk5Dmh6aYqrUxLC39bfj2reIgYHSJZ/P16UWNqf0m/54P5PHssu4TQgdG9tKSK9C7trI2IsQePp9PYJ3W1LeXQx2q500Hr0JMM5cagbqT6l/P+HPsLtGF7D0KkkJyOldjZyNBv8Ap0m/5FubeyW5QFip6NraQjhxHDo2Ww87jdxYF9t5N47SxNGBJ/ith9fcN7/YXW2biNytQcGtR1MPL+4Wu5bcdtuqZFM9EN7++Js0uYly+GANLOzyM0dtADG/NveRPtx7xxx2Qsr496imesePcf2ddr5ryxFUYkmnRftn/GiTI7ipqdaK8qTIHl0fgNa5Nvckb57rC12xpGkqCDQV6jfZPa17ncViWOpByadWjNS7Z6I6oqklmp0yc9C6KpZNevx2sPz7xHE26+4fOKSBSYlf8qV6y0MO1e3/ACa+pgJCn58OqQOwdxNuLc+UyTH/AD9RIVJP1Ba/vPrlvaxte1xWq/hUVHWBPMe7Hc90lnOdZJB+XSG4/qP9h7PipWleiAE1p+3p7xBAkW31/P8At/x7RXn9n0vs6BsnoYsJKbIL83W/H1t+PYJv07j8uhlYyEEV6GXBSMQh+gAHH+N/YF3BaE+fQ4sWBHQhU0xBUg8+k29hqWMNWnQgt5GGOptTXHw6T/UC/wCb/wCI9p4oDrr0oluKJpJ6RmSq1jDsTe4P0/p+PZ/bQtgD16ILqbShoeg2yFZ6pD9Lnj+vsUWtvqpToN3E4Aqx6TktWLhmY8Xvzx9ePZsLegwOiqW4INVNeuVLVK0w0n6sNX1/rx/t/dZ4Kx/Z1u3uNUlG6HjZjq5iJ4syn8/63uO9+qoY+fUgbKPE0/b0djrhQXp/6+m17/W49wJzQSVb8+px5ZHctPl0erasI+2hDcnSD/vHuAdxat2aZHU87Yo8CpHl0tKhYhFdvppP5ANwLf7x7LZDmgHRovQb5yVVV7W+h/3v2cbakhI6I9xdamg6AHczK2q5/wBUP9Y39yPtQYUI6jrdXGajoJJY1aVox6iz8D8g+xkjuU1H06B7BWbSuDXpb4PFjTHYWNgzXHNr+yK/uqEjo7sLYDhk9Czi8cqxox/Qtjpt7Bl3d1boXWtpQcOlfTwxrYsAgtcH/VeySWR2qFzXo5jj0CnUySoWKNSPyTx7Txxl3oerFgorXqCmQMkyKh4VrC3+v9PaprbRHqPTK3ep9Iyen+TKmnUAsRZf0g2tx+fZatmJWOkV6XNdaE406Quc3D6HJci9/wA/i3+HsQWG1ioqMjoi3Dc6Lx6LpvDdnjMnrta4+p5/w9yfseza6GnUabzu2jUa9FA35u8/vkyEH1W9XHubuXtkyoArTqGuYd4oG7uiz5DcrT1LIJbkt+D/ALz7lW12pEjqRTqMZ9zaSUhT0/YurBUEseTfVf6f4ey27hDMR0YWkhKAnj0rIqtGhclxcRyW/rdRwfZK8TeIMYqOjdZaxlh5Dr//1tbILqJ+nFh/xse+h3Uk9TIh+R/W1v8AAe6P5dOIfLqfEASbm1h7Zf4/29W6dILFlP5B02H0P5ufegevdOqcMl+b/S/4/wBb3vr3TzAbi/8AW/uhHn17p1h/H/IPvXXunlOV/wBj791sGhr04wD1Efk8e99OqdXTktwhP5vbj/H+nuj8OrDqYp0qgP1Frk8E/kD22et9TE+h+lr/AO8+9de6lpZrL/rD3Vm0itOvdTozbgni31PtOTVq+vWgwU1Ir1l+o+n1/wB9z710oUhhUdRJRZz/AI82/p791bqKbKT+SR/tr3v7T9b6xXta/wCTbj/H37r3URlOsqx/qfr+Px9ffjw63x6iy8aRyBe17/UH8+2utpwp02uPSx+mlyLH8j8H37q/UORQef6/8U4I9+691AZQNTE/Xix+o/2q3tOePW+ockdvzfn6j/W9+691wRR/wf8A3n23IAVr1dS3AdZLD+g/2w9sdP8AXj/gL/4e/de6zogH9LuR+ANHPtlhQ9b6mIn9D/W2n3Xr3TnGnK35/Ta3/E+9dOdTU/V/rD/jXuh49b6nxLb+t/8AiSLH3rr3UwCyj3R+HXh12Bzbk3PtrrY6yhPrf/ePeiaCvVxxPWN1/H4P0/2HtOTU16t1DdOT/vN/6Ae/de6xwuYXU/Uajfnj+gv7bk9Otjpf4irAKEi3IHJ4t/W3tjpR0K+JrkXR6wAb/QkW9P0FvbTihr69bHQi0OVRVUK4U2H9r/YX906306/xUMOWBP1A1/X8Xv7917qFVV6OraioA/Ja9+Px7bPHq6+fSNr6tATdh9Ra5uD/AK3vXVukHk61AWu4F9drH8f0Ptl/i690H+QyCKW5AA+nq/UP8PdOt9JWcPkhLAjlHksYZT6mSRWDRtcfSxHtuQClenoSaL1d5sb5H9L/ACx6K278f+6s1leseytubMbZFBuCngLY/deMpiJqaNqz6IToCkf4+01eBPTla5HVNPbPxx2BsTZG9Os99Uu8NhUb7tqdydR9yx7Umrqaqy9LL5TjqjMxmy0r8aYzxz7blQvwNOm5EEiaakelPXqrXePQ2183XzVGO3nB2ruLKw/bV2Fpqb7XL43KrKNGVSMfqp+PW3Fhf2gutvgvsXK6gKUHofX5dI7va7S/Gi8XXgY9D6joJan4v5eLtXGYbting2Fg2w4yseXw9Ma3BS0dFH5o1lrIbp5JQNL83B9huflqK4v1mmXQlRhcig4VPqegxccnR3W5i5mURx4oqcKL6n1PVivxc686u7p7a2tQ9aYqs62672tgMjH2PkTJJKu8c9SXpcZSY1XABaqFpNCj8+xVGkcZ0wqFB8gKcMV6HEMcMfZboEVvIYGMA062Dvl5jcd0z8GvjD8fpXSi3juPN5LeooIv+BNHtlR5aEZVhypcDhWH1PulayNEvACtfn1pWLTmPyUZPz+XVQ+cqApdgeASdOoEH/Af4e69PeVegczuU0M+hufwurge906fFKdJ6gzckTjWWuW4Or6X9piO49UbHHoY9u5WWqMYQtp4P6vza1/derdDNh5WFrkkcf74+2D0/FwPStFSApAW/wBbG/A966d6Qe4q5UikBYH6/wBrgf4e0rij9a6AfPV4vLzq+p1X+vP+H091PAjrXQV5OYSagR+GB5+l+Qfdenk4dJCRNTEBbkngj+g/A976t060FEH5kFj6SAV5H+t7af4utjpdYyjXjTyPz6b3/oR7bPDqy/EOlpSUYGkn+q/j/D2l6UdKqnjCqP8AC4+nIH9ffuvdLXrbrzL9w9odfdT4FXau3zufGYiZ4wSY8ZPUhK6Q2+lk/PtkirHqwCn4sDz+zr6H/UHWe1Pj10zsTpXr/FUuLw21MFQwVb00SRCsyTQL95VTlLamaTUxJ/r7LZwXmqeA4DqMWVt23aTdLs9tdEaDgqL6D58T0/1MU7wySyt5JD+pQbgqT/T3UPTHR/bvErrHGKKPPporsBTZWmEMkEcMsy6AyINdjzb/AFz72JTXuPSyK/a2lJY608x1U7/Ma+JFD2B1VuLI0+IgXLbboDlMTWR06ipaphu7xM4F/VYe7KVdaqehDaXlteReJBT5ivDrWNpMc9JCtPVU5grIGNPUxyIV8c8XEn1/xHv329Kxw6ehTRLCXMWuQkRRxqvqmlc6Yo0A/LGwHtP1vq4v4j/CnZ3X+2MT3F2xjKbN9i7jp0r8DtfIQLPS7aoG9VHkPE4sZGX1f4e9E0HVgSDUdHA3Y9DXr64Ix4l0JLJGoiHGlVijFgLfQce0o6UdL349df4zHV2a3WscdTkpadqel8sSyJCjqdZhLDg8/Ue9N17pCdwddypLV5OmHijklecki5DliZAT/t/devdE6zuP11MsvjkkZFEcwe/jCgWUqP6+6SCor6dOr8PSKze0KXcWOqaGth8cqxPJGoABk0rdbEf1/I9sdb6oO+SW1Y9r9uZCKGh/h8NUnMZTxeaVPrKif8T7af4ut9Bxj1A0f72Rf3Q9PRcD0taXTYMbWWx9P5/1z7S9OGnl04CdPpxzz9QAOPofejw61031VfGgIuv0POr+h9sDp1BmvTYmQu5P4Istm+vP9B70/Dq56coZSwuTcG31/ofbXVenGOVQoB4AHFjYn/WPuj8OtjrA8zXOlyAPqAfyPdCa9KOslNufJ4lg1LOxVWuUZj9PbEg7q+vVTx6US7tw+5o2oc9TQlnXT5JEUkfkm5/x9t9e6ADsj4//AHZl3Dtf1iNTOqQ/XgXFtPtl/i6UxtqX7OixY3sjfuytxxYuSStTxzLGELSW9LW+nuh4dOdW29FdkTZLH0dTmYElqPGjK8gGq9+f1e2eqdGnz3bVXHjGpYagQRBNIjRwBYfS4978uroeifb73rWzySSmUsrajYE3sPr7YHy6d6LPkuwaT+JGkqH/AM4xUg8H62Nx7TyV1Z60emutpKTKVRkpodClNRdhYcj8e6dPRcD0GOdrKXBPUQTkWmuNTAWB/IBPtg1rnp7oFqs1NXVuMZGTFKTqkS4H+HujfD1o9CNsWpq9rVQr8jKojT1jWQPob259tjramh6FfI9t0+4VWlpJI3dR4xdgR6eBx7q9SvTo6EDrXKJT10VTk5YrKQwUlfoDe3trrfQ99nb32tWbSamWWBKgQkR6WF9QX+n19svx62OiKUebmo5Kp4ZSUZyVOq9x7b49OUp0qsNuutWCR0Ys1yQATfn6e2GFDQdb6mQ7uyTVIeoWQrdeLEgW+nPtuSunpyMkYPRpupN1x1NVTmV9JjtwTYWH+v8A4e0/n06MivVmfWe9sa/2dJL4W8gROSDwSBz7q3W+lH8i+gKLd+x59z4enQ1SUrSKsaC7yePgG3+PvQ6uhzTpPfHPqOHqHrqF5qdBufdMhrMnWvGPMlMD+1TLIebW+o9tSAA16cPQ3qjTOsR1SOzf2RqQt+bj211XoSKDENjMRUZCWLiOFpBZbCwS/N/bB4np2OmrPVZfc/yui2zut8FUGJ6dJtBR9LKNL2sCfp7ZkHn0oPSgao2t3NseTIUdPAtXFTM5ZApbhdVwR7Z6r1XVubEnDZiqoSLCKRlHH4DG3uh49bHTAIzzdvzxx+Px730/1yMd+Ba349pTWuetdRnQqP6/4WsT/gPdTwPVl446hkAkgKU/wUcj/evbPT3WLxhvyBbjjkn23IBSp6o2muesTQ2vzweL25t/S/tjy6cjBJp5dQJISPoL/wCFv8fbHSkADh1gMVjp0k2I/Fj9L391bh148OuDQj6p+q/6f95v/wAa9tdV6iujC+pSfr+Prb35uB6fHUZkDXIAP1uD9R/hx7Y6t1geMACw4/pb6cfX2mPE9UPUSRf9uP8AefbUnDpb1Dk/H+x9t9e6HD4pdb7U7l+VXRHVm+6gU+zdzbs+6zdOxAjzC4RVyFPh5yePFUuPFKD9VNvaqyiWa4UN5EdJNwnktbCW5h+JVx8q4r+XVq38zL5A7069z2zNxZPGdd1nVOxszluu6/o7FUkEm0tt7egP2+CyOeoYNKEhADYjkn286S7hetAaBlJCovnTgB8+i/bbe02fbPHR3csPEaSTJJbJr8h5Dy61l93fLjdEe98zlKV8Zt/aG/Pvtp4/B1WKjzGM2dDXu0VNWbXwrcQI+oKGU/Q+x9tnKxu7YxlRJNbAS47Q6jJRm/iHUO8we4b7ddhnYw214TDka3SQ4Dqnkhx0D21NhbkfdlbiMNXS12Y2fAmTzGHyVa0IrcXVHzHN0EMnEKBeTCt/6e1e9bjZzbMsl1H4cVxVY3C/Ay40H+Kv8XSHlfar6PmRrezmEk9oFeZC1BIj51hfwgfw9bSXwb3nuLcHwO+WeKotyTZjatL13PBuraFWzNQ0+iMmPI4yOT0rIrAAhfwL+4lsZryAzxoexiNS+ucEdTvulvZ3V3YXFwv6yE+CwHwmmQT6dUW7feMYLGCP/NCk0o17+jyNpLey+6DvcSa8NXPR+DqFT06mU/Un+n6f0+0Py9OrqAWA65JOBezD/b8n/C/uj+XSg9eM9ze//J/tvrXXE1HFrDni9/p/j7Zb4j1YdcVnYG11IHOokXI+lre6P8J6e8us/wB1yPoQBb6/U/1t7T9a65rVE/4W+o1f717o4J4deAFa9SEr2H9piB+Cbi/49tUI6Vh1pWvTjDlDcX+lufUfaZ0Y9V1L69O0GUFg17fT+1/QfUf6/uvy6tg8OnWHL34DfQfUtz9eDz70enlFB090mWHBBB5N7v8A8V90ZdQpXrfSihro5FHqAuAb6v8AYe01KGnVfs6mCRWFieODqvwf8PbLg1r0rjI0U6zKgJJB5tx+R/r+69X4Z68YlI5QW/xX/e/aVlNaHqpweoMlInNrc/UEX+v+Hvw6cT4em2fHgqbAN9Px9Of6e6Hj1fpnnxurgrb820/Ue7B2Q1B6aaGJwdQ49MdVhQwayfW45Fj/AK4HtRFfMPPorn22NhVR1j23W1exd2be3nRELPgchFPIZb+M0jOBUKy/63szW5W7t3smGHH56hwp0VpZz2dxHcKPhOR8ur1vjBNmdwbw2/TRbg3r0z2HlZ6bdvTnYGWpJW6w3nCLVdZtXJLKRCfMdS3P4Psn2y28NxcNJ4EqPSMt8LMPJgfwngT0c75PE9lJEYhc28gpOkZ/WQH8YpkEcR1XH/Mt2NW7X+Wef3HlduY/bGW7NxdNnM9jcDCkO16ncsYtlczhGh/b0VGkMVU8expJul1ulqWvIljlhPdowvdgaf6PmOgPHtkG3xrbWcpngp+m7mslBnS546hwz0QqSkXUVt6SLji4/wCDA+0i3B416q8GkafX/VTqM1IRc+oj8cfX26LjPHpM0A4J1FemIv8A6/H5+vP09qEnJHTDxFTkdYmiIBBvz/UWFv8AG/uwcH7fXppkqKU6jtTi/p4IF+B9ePbqyFRwr0kaJgcdR3BRyGT06frbjn829vq4YdNFRwPXgoI444BH+2+nvfn1Qp6dRZkB+q2+l2t72rVx0xImnPWNUX6EAj6gkfX/AH1/dumuumVA1tJ4H4+h9+qRw60QKVOKddpO8ZuhdR+CGP8Asbe6lVbiAeq+Iy/AT1PTKVDRCKoHnjDB0UuVaNk/RKjLYhhbi30Ptg2sayeJF2n5cPs6VxbncQnSe4Do83xs+cdL1TlKPEd7bCp+4+tQIqSmyMumPfWwom/bfI4jJf5yoWMHV4R/S1/ZVf8AKG1bwCVUR3FMZoj1Pn5KR5evQj27nTcbBPBjkIWoJrmnyp6H+XVg+Q2HsruzaTZ3rKhzve3x6ztdT0Gx90Ubld8dU7hzlYI2OSoQTNHHDNJZ4jwVBPuM32zmLYN3azWN/DqECyYRgfIf5+pSt912Pf8AbvFvZ44bsozsUoSAork+pA4dFT7d6A7H+Lm/DsLsNqTNY+QqMJvvCt9zg8iSod8VWTp6Yq2AELNEeQfbvNGzGHXLAAGSmtAa6T8j5/MeXTHK28QXiLJGDRyaasErwDU9G8j59CDsiIVCx3IuVFuB9AeLe45J7T0Pk/tDq49GLw2LVowLA3VbAJ9efbPSk8cdP0+O8SH0i4U2XTwOPx7q/Dqp6C7ckggjkuR6QTz6bW+o9t9V6LBuzOCFpmDAab/2vz7VWlq1w4xWnSa/vEtoiCaY6Lbufd7BnHlNgbWDfT3Iu07IpUMVz1F+8b6xZlVugnqt1sHJaT6n6BuOPYwg2YUwvQIn3klvi6ap88koJ1/UWPq+vtXFt5Xt09IJdw192qvScrMj5NV2vb6er/ebezeC000qOime71E56TEtS0j3F7D68/X2bJFpGOiiSXUaV6caWDzWNwLj6EfQ+00swTpRDDrOOneKiYEMt7g/0Nz7QyXSstD0sS3YMOlhi6qSNQpuCLA3Y3449kV1Cr93Ho7tLh0On06XtHmWjClZCNCgEA/U29h+exWY5FOhHDfsq6a9PUG6dBN5ACLfVjbj2XybOGNQP5dL4930ihPT/Q7yAsvkPJ5Gr2W3GxEmunpfBv3z6XeN3ra2l/pYG7cW9h+62EsTUdCG035QoIPS9x++YWCq7D6W1X5B/wAPYcuuX5BXSOhDbb/Gwo56dpdxQPdhJqDC9y17cfX2iXapVIBFKdLZN0Rx2npqGSWWQkWIN+Rzz7XfSFFoR0g+qDHrOas6DpIDA/n8D3TwRX/Y620wpQdJ/Izaka51EXJ54+n49r7Ze4UFOi65kwBxx0EGfqGAmN7A6vofrb+h9jfbYdRA49Afc5aFj0AW5qphq5Jub/X/AA/PuRNphrQdRxus1ST0EtfKDJwb8f645PsaQRkL0Cp5KsSem9JCLqrX+n9q/wDr+1JTpMHFONOlHj6qwAuCR9Ob+y2eKoI6MbaXTxPQi4GuKOv4+gsG4/x9hXcbfBB6E+3zkOKdDHipy6gk3DW4v/h7BV5D4bV6G1pKXFT0u6CQGMEH8AH+v+I9h25Uh8efQgt3UZPTlHmqvGOs9JO8bx8rocgnn/D2kaxiu18KZQa+fSlb+a1bxIWpToVtpb2yW7lfCVj+UlNIMnqPPFgT7B+87DbbKwv7cU9adC3Zt9ut6U2Nxnyz0ht97nXqM1E8cSGre7oSoDAnkWPsQcvbSedAqEnQOiDmHdv6mFpFAL+R6IH2x3VubfjvHV1MwpwXtFrbQB+Bb3kdyZyHtXLlDCo1epHWOnOXPW68wuUmdtFaUrjoslUS/rYEkteT8nj6e5VioDTqKnJMhJ6wqxHIFgfxe9x+PbxAPHqprWvT/hwTNcDg29X1Fwfp7Lr2iqel9kCzU6GPBRsVVj/UW/2P5HsD7gw1HoaWCkkdDRgY/wBtSTzb2BL9gWoOhxYLQV6XKFgFYGxUKCPpx/U+yB6dHKsQdQ6bshUlFPN+eObfUfX2pto9RBp0nuJiMnpAZWvZQVvfi/6/6+xFaWpJr0Q3VzjpB1tT+pibE8EE2sP+N+xJbwU6DlzOGqOk9NVeQmwtb8A2vz9fZgsTDJz0WlwTQHp2xKFpF+vq5vb/ABv9faa6IVGoOldmpMlejEbIiYeO6t9RY249xhv7ggjqSNijYFTXo7PXF1anNjf0WHuA+ZxUMPt6nLlk/qJX5dHY25XKKeH1W0qBYt/hb3BW4RMJjjqcttmVYQG6UNbk18dj9FB51WB9liQPI1SOjOW4jUYNMdBZn8r+shgBbj1f09i7a7RgRjoIbhdrnPQEbnyqjWfIoBuD6vp/j7kPabJmFKdR9ud6uST59IDHViT1YOsN6rXB/p+fYku7do4tIHQegmWSbV0M+CKaEPpNgv55+v59gTcA1SD0Ntv0Yr0JNHUxBF/SSB+nj/W49ha4hdn6EsUqgYxTqTLXrf8AULW4UHgf4D2ytqS2enXuDTj03VOTHjccDjj1cn/Ye1iWi6gF6SS3NFyeouMrAJdbHgeq1+f9b25cQ1XQR0zbzDVr655PKgliHP159X6eOB7ra2dDSnXrq8qhzw6B/cufMKyjXyLker8exttW3CRhjj0Ddz3DSpNeip773SQs58nHJPq5vb8e5h5d2cEqKfy6iXf90IDUPRJt/bxe8wWRnZyRYG5t/re565b2QAA0oPXqDuYd6JqvE9B1gmqq6bylHbUfzfi5/wAfYm3BIoI9AoKdBzbzLM9TWp6GzFYyqlgQWKD/AGkEfj2A7y7hSQmtehrZ2sxUV6WVPt6penmYl/TBIR9fqEJ9kUm5Ra1Apx/y9HkdjIY2J40OOv/X1uFX8Af6599DupJ6lxkqDp+guLfm/wCfr79pB49OoMV6lRWsL/7H/Wv7alHn1Y9OtOSCovwSfbQFB1rpzj/V/vv6+99e6eKcrdbDmxv7oa8OvdOsX6k4/px/sPeuvdPcd7c/W/49+6905RHkEH/Hn/ebe99PJwx05IPRxwCbj/fH3Vxjq3UpAbgtyTa3+H9CPbPW+pilBqsSWAHP+PH4Pv3XupYv6bWtYf69/fjkZ691NTkBj9Pp/sf9h7SnDY6r1nJJ4H4tzxwPfulEZqvUWW+u4Nz9Px+Bz7o9dOOnOojsAwBH1HB/oR7Z631huGJ+twb/AOxv/h791rrAdRP403HHPvx4db6iTKCWt9QwsP6j2yOvJ6dQKgXYj+oHvfTnUIrxb+n0/wACOPfuvdRShFyeRexH5Nhe/tP1vqGY9PNrqSTYc3/wN/fuvdcAgAGnj21JWlOnlHb24PXHQf8AD2z05nz6yqn9OT/xHv3XupAj5/rqsTz+D7af4ut9S4ktYDgWIH+3906904xj8/04H+2/PvXTnUyIXsP6k8e2+t9T4vx/wa/v3XupJu355P8Arf0/x90k4deHWUAADjn8n+vtrrfXP3o5x1cdcWHB/wB99OfbDYPVuobj6H/YH/iPeuvdQyoDEEcH6kf1/wBj7acZ62Op9FWyQuAzE6Txf8j6D2yaVoOn1rSp6XmMzRUINVhf9N/8Prc+6ODTHVultQZ02ADfQLwx5+vtrrfT8mbGkNrHPH1HH+Hv3Xuo1TnLgWcH+ouLXt7aPV14dJauzN73IH0/I/4n37q3SFyuXQeQLJe4axJH+xAHtl/i690gaiveolEcZ1EkXI5t7p17j0u9s4l5XQyXN9PJH0JNvdJDinSlP7Og6HLD7dgnVVlg16QumW5WRWDX/alX1Kf8V9pqKR1sYFOjJY/dW963YsvVudyse5+uKmtpK+Tau4KKnyEdNJSvqtQZCdXmjEn0ezD3qQArnr3TB2J8afjp2JSUWQ6O68pPjp2U+MqMZuPKeSatw+7/ACwlZUilfVJB5CSbqRYnj211vj0Ivxv+AOdp+jNm9N1uL2z2luuDsPcO+a3b2aylFJT/AN0SBNJDUZyucyiJVBMVP5OTxp9ttLFbRjxDReAHGpPDqhlitIqPULWg4nJ4dWI4D4efHTqbC4Ps3feH642htDCvUbpzWQxeTp4BiZMJN5INuYbF0riSatlkVYwZkIIJt7qH1A6cEY6dWQOrKmKY/b59U4fKTvvJfI/uneHb9fSticNWrHgdibd5WPCbMxR8GMjWFuEmkC630gfX3VECAj1yevInhp4Y4nieiWbiymnyc8W4/FrfTj20ePToArQ9Alkqw1UzHVexsf8AYf1t7sDTp6gHDrPi8c9a6IBcMfryLe0zGrHqrcOh92zh2gjjsGIFh9D+Bc+6db6GDGQNGgJBvYG1/wAW9sEUNOrqWrRTSvTjUStGh5soA/235966U9BJubIAmSzWXn034P5PtLIDqz1roE8tWq5e/HP1/FiePeutdIWrfXIQh+rWPupx0+KBeuqejLMWb0kfS97H8e/db6UlJS8rbg8cDm/+v/T21J5EdbHS4xdFYqTwT9SD/wAR7p1ZPiHS2pqVQvI1fTm/4t+PaU4PSjqeiInHNgLDnn/Ye9de6PX/ACy5cZR/NXYORyEaSHG01TLjlktZKtoxok54FjyfbLGjV63gjSwqDg/Z1vT4esXOYymqHlFQygSTtEQSznkAEfUD2XzdrsSaaugNuEP7uunSNdIb4a8KdOi0ctSAPGkcRfS3PqIv6faQvpFDx6SNcRxVqSzU/LpVUW3Ep2idF8lQ4BLy/ph/pwfzb2neWoqeiC53kzKwJog4AefQF/LdMXiups7U12g+agkhW9gssjqV0/4+37IqwJ8vLo95BuZri8lQDsUEn5enWpZ2z0wJpq3KwUi08dTUyzoYgAyeQ67kD639rOpPBr9nQL9J7NTP9z7U29lacvQ4vKR5GtikF1lWjcSRMQfqLi9vabzr1brYGyeciq6WKWnUMIYIqenlf0qsESBEijH0Cr9APempTPW+gf3RnKJovAZjNOzWVE+iyX4uE9pulFK8ejFdGbpWlpKWjleKKUvaRHPoYngFv8fdW4db6FDs3FQ1eEqq8Bp4ZhbSBZIyb3It/X3Xr3Vd26qeippavWEDIrLTUsdi2r6l2t9fdXrox06p7a9Jna2FmyVYSsLzyCOSR5HHpijjXW8rD/UIvJP049p+t9a2fy53pjN4fJDek2GyH3+OwVS2HFVGytTSVcLeOqWl08WB49tycR14dBJR1KqUNuPrx9T/AK/tvpyMEtj8+lCuSUR8OLWNuR+B9PadwA1B0+eob5pRq9YUj68jn/Dj3Q1pjrXTBXZq54YfU25H+t9PbHn04nHrqiyYZgfqeLn8f7AfT3pvhPTp6VtNXFmWzD6gc2AsR9D7a6p09JJrBH1H1/1vdW4dbGTTri5YAm/Auf8AfX9tjHHp8Vpnpmqp+WFrG5Oo/nj6WHtqQYr149I2rqZEZnVyHU3H4/P19s9UFCc9LbZfZ1Ri5xj6x/NSzftkN6v1en6H2y/xdK4iKYXoTaz474zfk0O7aekCxkiZnCC1z6r8e6HpzpX0uEh2lHFSUhVWhAT62Nx7Z6p1C3Bn2WlHkqdDE8nV/hxf3vy6dSvE9AvnN1RmUReUTJYgkEH/AAuQP6+2ASOHV+i25Oamye73nLrHBT+vRe2oqb/7f23KVpU8etHrJWdjzwVxoqaNlpoLIXCm7AccH2x07EeI6Dvsfc0WXxnmgik8sK/uMARf/H2y9dR6f6DvbHY9NR0T0ngL1IunK83HFh7o3Drx6Zdybj3Jno3SBnp4RexB0+n2z1pcnpJbXy2eoK5ljleV0a7G7H6Hn3s8CenuhdpOxs3TzRiSokjmDAFSSOPrcg+2Ot9CTld41ORwscstSzuqjUoJJ+ljx7acefWxx6SGN3OKgPCJbEXFifpfj/b+2unOn/G7graSpSNGDozWFyDyf8PbT/F1sdDft7OUlQ8cORp00so1OQOT/W/tpjRTTp2LFa8ehk2xmcTjK6MUzlFewPIAFz9Qfabp3ozuy931NDmaOaGpLU+tHNmvYAg/n3puHXurVNg9p0md2yuIqpkeOaBY9DspANre69XWn59CjkNunJYjGy0QOmGJUVU5FgPrYe25eI6v9vSq2ns2hoovusqyqFGoh+CR/wAhe2evdR+xMzTvtyuocGBranljUIOR6LCwH9ePbB456cQqD3da73c/x939vbsaoqEpqkrJVsylFkAAMlwT7bcMRjh0/T06PF1NsD/RH19VfxypVKhqJlaJ35LBLEAE+0/WuiH74r4spuKvqoh6GnkP+uC5tb3VuPWx0kdDc3HH+v8A7e/veKV6f68FXSBb/Y/4f09pX+I9a8+sEkV1a4uACb3+n+Puh4deBINR1AeMHi4Y3/V9Ba3tnpQOHWFo7G9uSPz9G/23ukgBXrR6xsB9CLH8i/H+FvbHW0+IdYHjH9LgX/P09sNg9KusDRg/T/Xtf/eveut9cZE4II5NrfT8n/D/AIn2x1TpvlXSbMPTf6/8i96b4cdPIRTqFImkmw4+v+xv9fbPV+o7gG3+2P8AxHtiRaN1UjqBMDz/AMFI9tFdWOlfTe/Gn/Y+2et9c8PufM7F3TtXf+3mdM3sjcGM3FS+NikstLj6lanI0cTryGmiUoLf19uwMqTK7Vwa48/t+XTcyRywPDLwcEfZXgfy6vO+YfW/UPzP6A213Z8cJKrb1RnNq1FZvz+9EU1dt3L5OtgEm6MbnnpQxgqKOYBKR5NPB+vtZfSQLex3lkGQLQk+Yb8VDwoDwr0R7LDuKWs+374ySMSVUL5x/gNDxNONOtZbrv44de5rs6o60703yOsMbmamobEb/Mf8SGAyuHvV0ApIIdeqGQqojFrngexrBzheRQJcbbGshhHevAOrYOr5nqOr72z224vpo93laNbjKSUqYmXKso4CnS/2l1P2Bumu3tvPKwJnMfsvOxbQ2725XU82Aqdx4OCT7eOsXCxiKWrLKAVjWNv8R7KeYN1to7ZLOyNEmBkkgrqEbtkBSa0/Lo85W5Yvku33DdKSyxfpxXA7GljGNTgUr8gcdXt4Kkk+N/8AKH72yNXbE7j7b3VjNt0NdNAKDIZqin0SSRRU7BZQSpJKgfpPPsHWSNLA4Ti7UPyAyRU+fQ8uqSbvAkuREhYD5mg1elOPVHdJEKSjpqaMaRDAqAH6AEXsB/sfZRKxkJdjUno5678o5AJIPIA+gH55PtjrYwajj1xWR7/i1z/X3VhivSgV01PXMyEcm3+8+2uvdY2lv+LggjjgA/gn20w7sdbqAKk8OsYYrY3tcG/5+nv3hlhnrRugpp1z84UXJv8A7D3rwB001wfw9dipXhSDq5uT/tx794HpTqn1D9ZFqF/1dv8AYf0+nurQ0FetG5anl1lFSSBz+frbj6+22hXiR1VblgcnqYlUV5Iv/rG3H449p3t6nHT/ANWcU6mR1w/1TLwf9bg/T2w1sRkdKBdlTUHB6c4Mi6FeRb82/wAB+faZ4SfPpSl2jcelHS5j8ah9Bb6cXPtK0bL0oV1Ix0pKXLC6gsGB/qfbL04HHSuIClR0/wBPXJJazAHgEHm3+A9tdOmvn0+ROrqLHk8D6/X2ldic9abJz1kMZJ+gsfqb/W30+nvSig6uh49cGguCBb/bn3U8er9R2pQWGpB/gb8/63ur5XHXuoMtArElbA/Qf4f7f2lGOtA9Mtdho6qCakqI/JBUxskqj66WPI1D29HPLbuJojRlyPy6u0aOCGHHqyvqXdndPyE6P2dsip3JS5vHdN5qPDYXZyV2LwGZoMUEErVWJr6honkdIhe5Y8i3tzcZJb91Er6o1+AYBBbJI/P16S2lrY7XJLdQoUkmzI9SdVMCo8vTHU75pbLi3V8acRJR7hyG6Mj1NukV2Pr8xSlc5jsZmWEOSw+Qr5F1TiAKdJVin9Pa7a9xa3kFnNKZEIKgHiCeAJ86eXRdebYlwjXcUXhM2TTz+YHAV6qBeicKr+PVG6iRSP8AUuLqfa5Z1rp8waH7eiGS2lQfDw/wdN8tPa2n0k8n/inPt9DXPHpI0StxFD1BkhP1YA2NhY/n/H2oWUfD0lMTg0OR1Flht+NXB/1/9b2oWQ0oeHSd4Vp2nPUGSInkKPpfk/j+nt5JAceXSN08j1gZS11YXJP6v6D+nHtQCRlekzxA5Xy6hujKf8Ljn/D2+rg48+kvnnHWJvypAsRew/x+h97rQ46afJz1EGq+kG1r3/2/t4cOkx49Y3Oq2q9h/rWuTb8e/fLrXWEm1/ra9gP6e9hSeHTLUrjroSMpAJAt/h9Pz7uFA6rwFPXrE0wufq+on+gtf/e/bgUU9KdNOQoq3DoYfj537298aewqDsHpfdNThMjSys2R2rVVE0m0NyQyL45oMniLmEOVvplWPUG5v7fuWt7uFIN0TxESpRx8cZpSo9fz4eXVrKR0kYRYElA6fxAZGeI+dOPV/nWXb3W/z/2xm4aRlxu+9pbeNdlPirXvFHPvHO1kd9y7w2Tm6kh3qJTaSOHyE8Wt7i3feXbuIi+sZhpVqouT4n+/GPHuOMH0x1L3L++2tuiW99F/bnS10KAW9P7NCv8AAPUfn0Aue6d3H1PDDufDrU57q+syK4lKwI75rY2YEeuo21u2h5ljaE3TzlQht+r3GN5aR3MJ3O3HYzEN5EMPVeI8/LqT7S9T6w7bOw8dFDhh8EicAyNwNfQGvQubRroqiGFgNQdVKspBUqfyjD6j2H6itOjlSSCW7c49ehEyNBHJQtPGbjTdmAtYgW0391IPn1pqjy6K92DUiJJ1Ug6Q34/p9QPdKEDrYoCOiLb9yjeWRQ5A9R4v9f8AH2MeXbXUoamegJzNdSVK+nRWtw5KXySkN9SbE83/ANgfcvbVaAqMdQxul2dbU6CbI5KQszrJYBhcX4vb8exnbWigCoz0Cbq9IBznqHSZp2bS0htfj6f7xf25LYhcqKdMxbgx+I9TWrGbkXP0Nxax9tLbEHPTj3aE9ep3eSW3+tYf6/vUyhFx1aNlkyOl3iY1cL/VQL3tbgfj2Hb5iGoOj+1UBcdK6CBWFwP8Ln+v+w9ksjtqwcdHKQqSCB1LFMFN1H4H+3Htkyk4J6f8IjIHXN2MKl2Nh9ePyf6ce9KviGg8uvO4iUHzPTNU5GxJRrc2/wBf/W9r4rXUAei+a7oMY6ww5lkswckL/jyOP8Pe2stRyK9NR35Q4OOlNQ7lYBbynkD6tb/Yeyu42wHFOjW33Snn0pKfdrppAk4/1/8AifZXJsyHLDo0TeABUN0q8Zu95D4zIx5AFz/sOPZPd7IqKWpno5tN7dmAD46EPH5jyBSG5/wP5P59hi5sdNQwr0Jre/D0oelEK5iv6+WF/wDEk/X2W/TAHh0Y+OwHHpuqaoFG1H1txa/4/r7VRQgU6SvOTUnoKt1VIiVgCPpz/rfn2LtohYsPToF7xMqqxrx6ADPVQkZ/6cj/AGH09yTtkBSjAdRtuMqt59BXXOV1Mp5ubf63sYWygrXoH3Dd5r5dNcUxB/25P9P8fapkB48ekYkNanI6eqOoGu4NvyP9f8+0E8RA/LpfE1CKHh0ImFmBZSGv9LX/AAfqfp7DO4R46Em3ScKnoY8DVg6Vvcj/AFuPxx7A24xYOOhxt89RQ56EWjqFRefox4P+v/X2GZotTeh6EsMopT067qZS6sfwF5I4v79HGIxTrU0hIoDjoVOk8dPWZt5ohYIOD/rewhz1dRxbeI3PHoXch28k1+0ijh59Br8sYZjVESm4Xg2+vA+nsV+zckQhonDoJe8UcjSkP1XHkaZmkNl4Gr/EW/p7yet5QBq6xluYWI0jpK1GOkuSqn1f2eeT/r+zeK4U56KJLX8uoUdBISRp/PN7/X/D2+1wDmtOmPpW9elThce8bC4NhyQRxyfZTfXCvgno1s7YrQ9C/hKYHxheL2uP6/63sE38vGvQy26LzPl0L+Gj0KBawt/Xng/X2Cb5tTV6GVmhC5Pn0qHfTbTbker/AF/ZSoqTq6MSaDpPZZ7IR/Xmw/H+Ps0siAwPp0X3jUQgdBXmKgpqJJsBcX/qPYvsItYqegnezFRStOg8rchrfluL/wBfYlt7UABiOg3PPmgPHqLFKHYHUW/1v8fp7fdSoPp0wjHVnpc4EB3QD+o9hzcWZIyOj/bdJcV6M1sxFBhX/Wv/AMG/pf3FO+sST1KWyooQN0cXrtbPEdPKgW/w49wjzOTXSPn1M/LYBCn7OjMYuvZEAHI/r/Q2/p7im8ttZr59ShbT0XSes2QzBjTlweDYX+nHulrY1OR1a4vNKnoGdy7k0tIofkA/kW+vsc7Xtmqgp0Btz3QLWp6LnuvdIZnRZCWLWtq/x9yds+0BaEjFB1G277tqqoPn1w2xkg7IzMRyCT+ST+Pdt1tQKjh1Ta7gkg16MBgsmuhApH0H55/3n3HG4WjVNT1Idjc0UGvS+p68aNQZRf8AF/8AePYdktm19CGK5UjJ65vX/gEc8WH+Ptv6Yhu7rb3RyBnpor68gBQfVe55+vtdb2y1OOkM9wStK/l1mpa4JEWNrkDn/D3Sa31Pw69DcMFoD0zZLJsolbXcEc/T+n4Ptfa2lTQDHSS6uiRk9Adu7KkQynUSWDAf1FvY/wBlswZACMdAXebvSp0noom+q2ecSBQ3qvc8j3NHL0EUZGo9Q9v00shNB0WLI4SaurzrDP6vz9AL/T3LFtfR28HYeoruLF7ic6h59CftTaa2Q+MCxX8HkDj2FN43gsSNWOhTtW0MKGmeh+we2bqiqgA/oV/p/r+453Hdu856H1htVVFRx6Eik2kfs6hjGNX289rDi/jPsLT70PHRQfMf4ehPDs/6TEDyP+Dr/9DXCCE/4f7D30O6kqnn1mCAWsfrwf63PvxNB1YMRjqUi8gX+gH+8e07MW6vXqfADqX/AF7/APEe6/b17pzQjVzxfj/efe+vdOtO11H4NyL/ANB/ifdDWvXunaJuRYWtYf7f8+9de6eoDf6m31H9T/X37r3TlAwH15FrX/offh1Za1x06xNqAXjSRwTxxb8+6uaCnT3UyEXXm/pIsB+L+26db6kXGsenj8n6+9de6lRN+CdX45/HH096ZQw691NjYr9P9bT+AP6+0xUBvXqvWcuSLcD/ABF+Ofeun4/g6jNxz9Dc35+t+fp79xHTg+fUNjzqN7fS1if9a3tP1brGx0An+p/3wHv3WuoxGkA6uB/sPqffjw691jewAP5JJ/wtf6k+2eHVQaHpvmN2+lrD6/1976f6hubE8E/T6D/D37r3WPTqH0sw5v8AU2H49sHB631HKAkkelrWZSLA3/pf3rrYyesQh5b62+lwB/vA90kNF6cj49deL/BvafpwGvWRUP8ASw/1v+I9+631nSP/AHgjg/Un/Ae2nNT1vqVGpFhYc/63H+HunXupyi5Vf9Ye9dOdTIxpJN7hRpH+P9fbfW+pcf1X/W/4j37r3UlT9bC590f4evDrL7a631y966cHWKQkKbcn+l7f6/thviPW+ozn6D/H3rr3URv1H/Ye6P8ACetjj1jZjf6WPNyD/tvaanr0o6yw1zxOCeAPyG4F/em1EY630+w5kqRaTngGzW/w9sD59b6dRnX0gFxx/tVve+vdcHzpC21ji/Oq9h7bIoerg46T9ZnC30cseLWPF/eut8ekvVVMs5LMxCnVZQfyfbbqSa9b6n4OjE0quw+pHH1vzxz7b68TQV6MDtbHqfGLAfp/sg/63I9tyDtr0oT4OjBYDFKxjuoFgbELwxPHI9sdW6GbD4UFUTQSo02Njwb+6P8AD1voQ48elJTFmC8L+RYWA+gP+Ptrr3QQ7jytbRNL/CcxlMK99fmxVdNSy61Nx+4hv70APPINfy6dWozSvRdt35GvrllXK5vNZmB5RUNSZLJT1NIalRcVDU7NpL/4290Pp6efXuB6APcuUsJGLD6WF2F1A/A/w96xXr3n0XndGbBd1U83tww5P5t/h7YahOOtjhQ9I2jBqpVWME6jcm2oE2+nuwGKnp5agZ6GjaWCZjGxjaxAP6T9f8PaRqajTrTdGJwmEISMePSOOQpP9n/e/det9LBaAQIb34soFrcW/Htg1LHqyfGAeHSQ3HVilidQ4F1NzcX+n5966U5r0XjcuRPrs1gCf7X1F/aaTUWz1r7eglrawvq1Gw/1+bfgge6gg8OveXTUkmt+ORqHP+HvR6dU9uelbSxq6oTa9v8ACx4/F/eur9KeipQti31NtPA5t7bk8utjpYUESRqjH6Lfmwt7aPVlNDXp/FRGFFiv0/1QFzb2w4o3T4NRXrGKxCbXQ/keocf4e6db6FDpbsZ+qu2dndhRSvHDicjDFkHiY6hRTuFlbj6gD6+2W4nqwp59bu3xS+RW3937RwtZFkaaox9fRRTwVAnVjIkqhihb/VA8W9p5YhKlDx6K922sbjbaVNJF+E/5+rGNrxY7MRpX01VFURECQIXC6D9QpHsnuFkiJqKgdRZvc95t7G1lQqeFQKg/OvS4kip6VaiuyVbT0dDTxGepqaiRY4aeGNdTMxPHAHtJqaQUVegv40sum3tIy8jGgAFSSeqL/nR8qKbsncy7H2TWRS7I21IYa6sglF8jWRvodldTyoP0Hs3hi8GIDz6nDlTl9uX9vK3DBrmejSU/DXgn5efVeGVyNDkqaWlMPkhaO0XlsC8mmxK3/p7c6FFKdET3FvSHqvsr+JrUUlFVA6UqNS2EbnlD/jbg+03W+j29d/Izb2/8UcfFnoJ8nDTL/kMEio5VRyUseSf6e/YHHr3Tsu6/uZ5SVMCI+ghuZms36jfm/wDX2l6VdCH1/vSox+YWnAqDTVMsfjqZA1y5ax0f4m/HvR4de6Nr2P3pg9ibdoMRuitpoKjJU8TRUck6LUxwMBaZ4ibi/wDU+6de6KBV706wy9VNlINw00NG7apJ5Z0bxu3Lhbnj3Rz29OAjTpHRD/m1/MN6/wCm+t8x1R8d5Y873RvClkxGU3Y8i1GP2lt+pQpWtTFeBUOCw4Nxf2x1brXZx8hhdjLPJVVFRUS1NVVzyF5amrnfXPUSMeSWa/Puknl14dK2Ov0Dg20i17mx/wBv7a6fiPEdZWyJVDZrXuSNX+8j2xJ8XTh6a5ckwY3cG9rerm/+t7p1roRNg7GrN6VaqSyU7SLqcngKTz6j7YJ7j04nHoz1Z8YpExYqcZWxTTLHrMcbhmBtfSQPdW+Hpw8Oi95jbOW21WPT10MqeNj9UYA2NhY+2uq9TqGUMi8/VbEfUj8/X3pvh62OnCVAyNew4Nha4/2/tnp8cOkrX3DFQDxxb/YfX3ST4etNWmOkdkVdrol+ABcD/H2x1WlOHXLZm2583uWhoo1dy1REDwTxrHtp/i6VoxZRjq5zEbex+zetqammCLPJSxlr2vcx34/2/uh4dX6Id2bnIsVJUTRuGYu9rH6359sdV6AWrywzdAfNVeKT6D1kcfQ8+/ccdWQmvScqYcbTxKsM33EukhvVqYtbge2TjHT3QA7hweTgzL10MhjgkJa3IuCb290kUFc9ePSIyuUrMVMkk9IftQ15pCn1W976vafryHuBHT428dn5zHrj6WlXzuNM76QbH+tx7Zb4j0r6R9ftvb1Epqce8LTN6yPSTqtyLD3U8OvdBpX11X9yYNQihuQLem/+w9s8DTrS/F08YGoxuFqDVVgWRXFyxtb6cg396PDp7rDl8lisjkFrKZvFHfkKQOAf6D2x1voTMNltuzY16Rplad47DUQebW91f4etjj0GM1DNDl5RS1JCFyygMQOT9OPbHTnS6wiVj1UaGXVICABe/N/8fbTnPW+lhHuXJUGSSinjYgWCsL/g29tkimerKGLdvQo4nPS1cq8mN4hqvcqTbnj2l6UdDntLs6lovHTVE37qtoBZuRb6H3o8OvdHd6m7PpppKeJKy7eRSoWQ/T+lvderL8XVwvTe7KbLYOKOodXtEml3P0Ojm5P09tS+XTp6nbtzFXNI1NTNaJSSGib6/wCFx9fbR610i6Z6uM3k1SFvqD9LH6Xvx7T1rnq4Utw6BTvXtPZHT+26nKVENBX7wr1NNi8fCY3miaUafuZIxzZfrf3RyQuOlPl1V5u/uXcm7I3hnnkjicsXVWIVvJybe0/WugfdnbU7HWxvcng3v+PdTx68OsY5HB1f4gf8U978qdP9crcWI/2B9pnBDdaPHrC66QfqQQf+RX9tnh17qC62AFiRx9B9PbPSgcOsDx8WJJBvb/aT/h7pJ8NOqtw6wFQVseCv9r8m39fbHn1uMioJ6jE82/r9PbDfEelfWNgCNQP/ABTj3rrfXFgCobn/AG1rf6/tg46p1BmUNxbj63/r/ifem+HHTyAAdQGF0I+pt9be2er9RGXSD/iD/sfaeRqtTqp6gSj6/wC3H+xPujVpjpUCGyOmuUc/7E/7zyPbHVuoUhAccc34/oOObj3RxUde8s8Oh4+O/wAr+6/irk8uetK/Hbi2Fut1h350/vGEZLZe56InTUikpZbLS1Drf90H68+1ttfGOL6aUVQ/L19fXpJe7Za3zLK1VkTKuDRgft9Pl0dgdvfBH5E7kp9z4zZ+1PjZvelxZiylJ2Bi48ztQ5S2tqjb8shCrIJOY2H4t7qLUTVFs/hilaDNR6E+XXvGu7RFS4jN0GNKgU0j1I8+jIdb7T+Ee2oMF2v2T8t9g7nzm2MjH/CdsVNFTnE4a5P3Wbi22pAqpgBeH/E+2La0gkyXNSaEAVNPX59Uubu+QmCC28TFVNaCvkp9Oq9/5jXzG2t8pt87O2J0/BXUfQXS6zJt3J1kbUM/Yu56kk1m6K/G/RUAYxwqw4UD3q8uEhhFvFSlNIx3Bf4j/SJx9nVtrsp4Nd1eHVNP3OlaqnoiH+EDj8+q7me9yWv/ALG5/wBgPZO3A9HHUdpVU2A5t9fpbn6e2Ot9YPOQ3qAtyL6rkf0v70RUUHSriKjrn5gfyP8AX9tUINOmncAEefWJpuf7Q+lrXAP+PuwXGekjOeJ64NPYn12/339fdtJHAdNmT5dcDMG51EkfgfQ/6/uwVz5dNGYDrrztz6bj8e/GInPTZmWteuXn4/TY/wCvf3UxkdV8devCoYmwYC34/wAP6e/FMdV8bqYJzcHVcD62a/ttowR04s5Ao3UqOpb+upbfT6+2XiB4dORzKfix1OjqADa4U/4/n/H2nkg6fSVgcY6c4KgjkWUrY/X63+lv6+0UsNOPShbh14Hp1p65lZTc3/pfj/WPtFJbqePRjb3rjh0o6TKFSCTYj/avr/xX2ieFlyOjKK7jkwxz0rcfmQdAf6345t+P6e0UgCnHSn4sjh0qYK1XAsVYG1/V9Afp7qOtp59OCsrNrBVha1h9PdDx6d6yhAx4P5/p+ffhTz691lem1C+m3+wFh+PaU0r1oUrnqK1ITfg2F+dNwf6X96NaYNOnuhh6Anp8fv6roJtuQbo/jWGqo4qOXINjJoZkRnWTF1AIH3AtdfqeLe2xjyBp8/59eOplpWn5Vr9vR0+qOzU3D/EutO1aJsp1xunAbh2nTSVlA38QwudeBosZSV+Va2qaN/8ANXFyfp71HKIZVkIDDh8wfIj5jpu4hZoqI2h8GvkflT0PVU2Q21JhslmcHOjBsNmMljY0dSJBSUdU0FIZFP5KKDf2/c3gW4LRmisPPzPn/Prf0qyoG0/b9vScq8Eh1EDmxIsLWP8AT29BuTLhuii42pSSQKdJStwsyXKjj6gAfX+t/ZvDfI4o2OiK4sJUJA4DpimgdLXUow4uRwP639mEcingcdFDoyeXTbNGAeSCb3svNz/re1atQ16SSoCK9N0i2Yixtxc/0P8Aj7VIR0iZa58x1HqASo/JH+3t7fjNG6QyDu1HHUC4YAm4Fzc/04/r7f6Yk416hFrFrc3a3H9Oefbw4dJOsBIsQDp/JJP+9+7Ktem3IpQHqPJIONNv9c/n/D28q1wOmCwHHqIZOeQTx+bjn28EFOk7TV+HrC0nJ5FwP98Lf1/x9uKoPDplnLEV6k46YrUrewB5sTzf6D1e6XcQ8OnE9XtpNM+Pz6Mf11nMrgM5g90bbzVftrdu36yGvwW48NUvR5HHVkLao2SaLkpfhkNwRx7j7cbi4sZWaE1U8VOf2ehHkepP2R4ZkCzqGVhQr8jxH59bAnx5+VG1vkhV7L6578zu1eicjPI8PavbNDhEqcN3FtmKIkYvI4pTppMpMwAFX9Sx/wAfZdZ3nLHMN/Ftm5uu3RvqM0ypVjpzRl8yRjUPPo/3Had55Z2e43flmKTdmoBbWjvQ27E5ZX81HEr6dJufb+Iosjv/AHP1zh9wxdKbf39kdqbYrc9SzQ5Z6SGUR0NQkTjVLBMSSkg4t7jDf9pXbLmWeyq9gznwX4toJ7dQ9fUeXUkbJuct1Z21pu7oNxeJZJkX4VYjK18qenQ+bU6d7D37gJsjQY6l23t5YC6bl3XMMPg6hB/nPHV1AtdRyf8AW902zljet3iNzbxeFCOEsh0Ix9FJ4npNu/N2xbHKLW5kMszcYohrdRxqVHAdAV278NvkZRYp9wYPauJ3/tqrpaiuxm4dk5iHNUOWo6ZS9S2ONL/nJI1HrQC49rbnkTmqz7ru37CpZWQ6g3rSnmPMeXSHb/cPkzcn8OG6MUgIV0lUo0bNgageAPkfPqm3sISw12Sx1VTVdBkqN5FqcbkaaSkr4WiYpIHhmANlPBPs52GGSFVEtKA0qMivofQ/I9FHNMMisXGQcgg1BHlQ/wCDorO42ZWe44sTc/T/AGHuWNrAoM9QpuxbWajj0DuUmYFl5FuSRe39fY4tYw1KdAS7kIJJ6Thq9Lagygfj1WNvpx7NPBVhQ56JjcFTRa16dqPJeT0eSwA+uq/09o5rQr3dLortXwelPj6n16uDf6m4vf8AHsquI+37OjS1k78Hj0I+GkU+MMRc2J5/4n2Fr5agmnDoVWclCB0vKONpAulGb1G4AP8AxHsNzlVBJPQjhV2IoOnvxSIpDRMAQNIKn6W9oNQbNejLw6LVgR0x5CIoj+oWPNj9PZjbENn16K71QMcSPTpB1cvqa5HBJJH0AH+I9iOCKijoM3ElG9emKWvaM2SxX8knT/sRf2YxwA9F8l0qGnn1jGYZCAzA3+lja1ve2slbgOmhf6Tnpxhy7MAS+m97jV/vPtNJYoDkdKkv9XA9LDBZdvOg1gji3qseP9f2SbjYpoPRztt4Q/HHQxYnMklPWAR9Rf2Bb2wFCeh1aXuBQ5PS+pcmJFX18/T9X0/px7DktoFJJHQhivSQOpM1WpVm1BmK2H9ALfX21FAdQ6vNc6lJ8ugq3PMXDCxbhgLH/D+nsY7QgSmfPoG7u9Yz69AJmHIMn9ST+b2/2PuRrADT1HN8xHDoP6/UFLAXuT/sPYkt6LjoM3BrU9Jt6nS9kBBvyw5+vszENVr0VmVg2OHTvSTcrdieeQTb2jmTUCD0tgcYNel9iavRb6XHP1sbf19hu9gDV6EFjOE7T0KODyPrU3H1+t/qLewluVrUUp0LbC7oQOhOpK+6rYm3A+v9fqT7ClxbCvCnQrt7jWKdPJnWSM2YajYEX/3r2gMZD06Wlqr0bL4+4i9JWV4sCiOQzcHgfUe4c9x72k0dvSvDqYvbizAt5LgfPov/AMm6aaqmndrsNbc2/A9yT7TzRxRooweo191YZJXctkdEBqscdTHTcEsAdP8AU+8j4rjSKV6xynthxbh0yzY3WLBSWH1utrfj2ujulXiekT26nHl11T4UXBMdy1jyv+3v71Le47T1WOyBORx6U1JhiqrwOQAfT9efp7Kpr0aqE9GsViRinS9w+O8bJZSPp+L+w7eXeqvQgsrXTQDoSaOnKKpCm9iDx9fzf2FppASanoTRx6BjpxlOlBqWxFzc839plWpx59PMcdJPJz+pibA/4n8fS3s4toiQOiq6lCk14dBTmSJGdbi1zze309jOwBRQR0D781Y9B/NArOLr/aNj+P8AXv7EUUuOg/IlM0z1NoaEuQi8c34F7f7Ee081yVBHTsEVWqehHwOP8bpwbm1j/jf8+wvud1qBHQn2+10sC1K9GW2XSXMd782B44+g49xVv8woxHUn7JBUBacejl7GphDTRvbmygEj6m30v7g3f5dcxHU07DEEiB6FyOfxJqDAMBYgfS/sFtGWao6GIl0LXpI5/NGKNzezKDcg/T/D2d7dYa2HRLfXzKpz0XHdu4mQSMG9ZDWAa/8Are5Q2balJB8vPqNN63JgDQ9FrymeqK3IeNdXD2P1+t/6j8e5Ts9uhhg1nGOovu9wknuNK+R6Ezaj1bMnLL+n6c39hTdxECa/PoUbU0hp69D/AITzAKxdg1gLEEf7C3uONwEZJoOpEsTJQDpf0kjFDdybDn+z+frz7DEyDVUDoQo7KaV6nPWCMEtbSFBuTyT/AFPtoQl2oPPq/j6QTXpIVuXLTGz3Oq1g3+8+zi3sgI9QHRRNdhpKg06cEyQ8IuedP0v7TyWoLCnShboacnpoq6iWdDdiFIP+t/r+1kKLGwA6RzSM6EnoN8/R+aJgQTbV+LAf4+xZt8+iQHoL7lDrXovG5cQZTIui4DH+z9f9Y+5L2q9CKvl1G+52lZCG6QdBtT7ioLmKw/4Kbjn+nsQ3O8eHFpVug/b7RrmLU6FXCba8ChfFa1vov9PYPv8AdmlxWvQtsNr0Hh0LOIxYiKXX8A8D6f6/sH3t0XrQ16FdnbBSPUdCTR0cZo6klfpTT2FvTfwm3sKTyt46U/iGPzHQoggAhcUyVP8Ag6//0dcoFuLHn6AW+nvod1JXWVUAHP8AsbfX/YX9+62tK56zQrcMf6C3+x9sONJp04ep8IsVH+Av/r6vdevdTh9R/rj/AHv37r3TrBYWUX/N7+6tw6906Qkjkf6kD/inuvXunanc2H+x+v5P59+6906RNY6T+fp/r+/DpxPPp2jNgB+V+n+t78wB49OdTInseP7Q/P8AT+vtmmK+nW+pp1WX6Feef6+9de6yo3Av+oWH+x9+691KD8c/X/D2lPHqvWXy3HoH0H5/r/T3rp+L4esLk/qcqD/vJ/w9++zpzqJqJIueAb/8T7T9b64Mxckf6kjT/wAb9+691GmYEj+gB/3r3vr3WF3Itfkaf6D2yePW0A49QSzsTq/rxxbj8ce/dOAg5HXEqCb/AO+Pv3Xuuwn9Bxf/AHm3tlviPW+sU0Z4PH5vyfp70DQ1691hCj/Hn/W91fur1dSVPXLQP8f9f2m6f67WMHj6/wCuf+Ke9de6zhABc/q/Fvx/r+23Hn14dZkWwBJuSL3/AML/ANPbfW+pMaBQD+fqP9t71051KW2m/wCSST/T231vqSD9CP8AX9+691IDcAj6/wC+v9ffuvdZQ6/m4P4t/X2w3HrfXesf1v8A77/H3XpwdYGb8t/sPac8et9Rna1z/W9v+N+/de6i8hTf/Gx/3r6e9HI691hLNpIP5J/239faY9PpWmeorsP68D/e/dTw6v1G8jAnSbf7b2x1vrL91N/qv94Hv3XusZmla51nn6/0/wBh7o3Hqw4HrGWsLn3Xqw4dYydTKv4JH1/rf2258ut9LjARqroVA4Nh/W/59t9eOcdD/tf6x/46f94PtqXgOlCfD0Y7aqK7Rjm9gebW9sCvn1box+3aOl8JdyNagWB+lh9femFR17pq3RllgRoYmHAa49s9b6LTubKr+7aQc6r/AE/2xPvfT68B0XvdWWARz5LkA25A5t/h7Z6r0WrdWat5f3Bc3BBIv9PfuvdAJX1rVlboB1DUfp+Wv+Lf09stSuOt9CHtTE6miBUnUQWJ/qfx795dP9Gh2hiVHi9IuFHHPN/aeQUNevHodsXjlVFNuL3sPr9LWHtvrXWTKxxwU7ObLYEj+tz9b39sHift6cjALZ6Ldu/JEmX13BLAf0H5PvXSkYOei+53IGQuq82J5/pz9PaeU0bqp6D2peSZj/vvz7bA61Xy6cKOkZdDW1Ahb/4e9Gtc9XXJz0s6GGwUvwo5H+t/h79070poWClB/ZUcf19tyeXWx08R1yqoGrSo4sR+Px9fbXVhxz1BqssiBgHH554+h/I9sP8AF0+OHUGnyl2/zlwb/wBPqP8AW90630oqfJRm8bFSGFiDb9NuePbDcT1YCvR3vjD80N9/H6qp8Y8lRuHYoB/3EtIxqcfKz38tM9/0j+nuvVga9X2/Hr+btsLORR4yqmykWRp0i/yLTo1W+g4+pH59tugYd2R0xdWttdppuUDjhwyOhk7m+cm6u18BUbZ2nUVGIwtYunJzs7LU1VOy+qFCv0Fvr7oEijBKrk9J7PZ9t2+TxrOIB/4iMj1p1XNkJ2p2eWBzJEZHeR2Y8P8AUkg/Xn+vtsip1DozBqc9IGrzVZUV0SrNM8jm1PFHfUG/1Wkfj3Tq44dUs/M/tGWo7Rqtu4nIyPNjlX74RsT9vNq5WRlP1/H19sEUNOt9BJ133fvjZ1dT12Nr5Y6mJ4zFUxsRLCg5OtRwR/r+6t8J631bb1J88NvS4ugpN8bfOSyioi1OXiPj8hIA8kiCw49pulPQ37p/mE7X21ipZOr9lNmd4KhXF1WVUnGY2oC2FUyAerSeVB96PDr3VW+++0e+t/bpyu+N377yeTz+WZmcaitBQQsdQpKKnvpVFHA490690B+499dpx0M+KG68jTUMxfziGV9blvqb34v/AIe6SfD1ZePRa6l5aKpnaaWaepmYvLVTu008zsfVrke5t7Y6c6y0tdqlTkWuL2uQf6E/4+6SeXXh0pRV3U+o8H6W4/r7a6utQcdcTWu1gSbA/wBPxb2xIQWx0oPTfUVeqoijUX1MoJH554t7bYEig610aLB7pn2RslqyniZZmhL+S3IOm/19sUz04nxdB3sb5f7jh3THjZKySSFp9Dxu1xbVb6f63vzcOnDw6sQrKDDdrbKOXhpkjr1pRI7Ko1FtOo3t7Z6r0TCajfE5OpopDzDIy/Q+kauL+9N8J6305L+ki/AHH+t/T2z06hrjpP5CDWzaFIN+WF/9tc+6SfD1tuHTJ9gWsCuq19XP1/px7Y60OHRqvi51p/Hd0R100F4adhJqK8DS3JN/bL/F0qi+AdGc+Qe5o8KBiqaXSsUYQBWFhpXTz7r051XjumugyaTS1cwKLdiWPH9efbJ49U6Lfk9wUEdTLTU09rEiyNccfUkD34cerpx6TOP3TSU+TDVVWAiEnSzWBH+Pto0yPn071EzmXrs5WGoopFFBCfrcchTc/T/D2xKG0inXj0id8ZB83hv4bjY1MwXTIygXvb+o9s9eX4h0FmKwX93cVPPO4FS/JueQTxbn2w3xHpX0mxlpRK7NJKbtcqSdNr/i/vXXumLLZKWrmRYAxZbXta/B/wAPbR+LrQ+LpUwYyLIYtRUSmORVBILWubc8D3o8OnuoCYJHUQ0sylwf6m5H+sPbHW+muKmrMXk1RmfQTYkFrc+2pOA62OPSkEdf96s0Zdgw5K3Nub+2unOlVTVuSxIXIG/oYN6h+Pzf2y3xHrfQmbfykW454ahoAZVA1cc2HuhFR1sNpYdOWYqa+jrFkoRZBYOgvz/Xge0vSnp0xjz1kkE7K0chKlibjn/WPvTcOvdGu6irJaTOUcjzP41KFhfji34/1/derqQDnq8z44Z+iyVOtD90A08SKFLC4Yrxa3tubiOnD0jvkH2TvXpzJyVC0smRxc5MileTCgNwRfj6e2etdFCzvzY3fXUstJhsY1NJInE0vBBtb6j/AF/bDChp1YEjI6KjuDcue3ll5M7ufIS5DJPdULsxip4738canj3R/hPSry6hAWC/4i/+wP09puq9d6CRcW5/5F7oePWx12lgpX8j6n6c35PvfT/XTfX2zLxHWj1wYXUj/A+2TwPXh8Q6haCLqfp/vN/bPSjrAxGlhf6AH/W/x9tS+XWj1Ge1wRfT+L/7z7a60PTqI31b+tz7Yb4j0s6xSE6RYc/W3+sOfdetnjjrGx9Fvpex5+vHto8eqHj1ElH5/wBh703w9PJ8I6gsByPx9P8AiPbHV+ozr+P8bD/Y+2pAo+3qp6bph/t7Ef7b6e2Tw6Up8I6a5Rc2A5B55+vHtjq/TfL+pePx/tvdW+E9aPDpvlIGq/8AU/7f2306OA6aaqClql/yylp6pVN0FTEk6K34KiQGx/1veizKCQaelPT8urUcfCf2dMs2KxWryPjqKR1H1emhYc/gAj8fj3QNKo0BiAacD1YE1zw+XXdlRFjVQqKLIigKir+rSqjgD/W9ppSSSK8P9WergCvGg9PPrE7EcD+nto8D1vqKXP8AqiT/AFI/HtjrfUZn1Hj6j63H9ffqdbaQqtOvFgo44P5/I92CE5PSZnPWB57gg3vawv8A8a9uKgHDpO8lD1i8p/TqB/JFvx/Q+76G9Okck1cHrjrP4IA/NuPftD+nTWtfXrGXsbiW3IuL8WH+Pu6oaZ6bcrxB6yCobVYMCPoLj/efejGeq+Jp49ZPLyLrc8cj6X/r7oV8j1sTCvWVZSP0m1/qt/qfz7qUr054g49Z0nGo3uhtxY3F/bTx0HVhLXt6nxz8+rlj+k/09sMvr06H7hQ46doZb2AIHA03/wBUPr7RyJ+IdLY5Qw6cUmYH6/m7Di5/pb2jeMUPp0oViRUdO9PNqsp5B+hvYr7ROlBkdL4XBFfPp5pqhlK82INgR+T7RzRIy8OjGCcg0bpQUtZKhDI5sbXW/suZdJ6MY5FIx0qaLLjhXJ5v/Qf0uT/r+2jx6f6U1PWRycagL2t/sfeuvdPcTAqLNqb+n4/rce0p49a8+swXUD/vXvzUoa9PY8+p+HrZdv5/b+4odfkwmVpa4Rxko8njkFkZl/s/6r/D2yhQeRI62WIyM/P06uO6Fzu2+6O/qDYu79uYDa+L3nslN2Yc1zxUOFy299v0v3OIq6CpXSBM8v8AnEJBb/H2ZbTbW99ui2dxpUFSyFjQBlyKn59EXMNzPtmzNfWoeXS6h9IqxVj3ED+iOq5PmFsDK7G+Re9aDObdp9qZLOiDLvgqWbzU8KwR+F6yJrmwqWPmt/jx7S7tFcCUrPEIghpQefz+w8R0ZbLcxXG3o9vL4y8dRFOOQPtHA9Fdnx7XBt9L/wCxt7J37cjHRqQG4jplqaFSSCvJJuCOAP8AD27FcMhyek01qJKkdJqtwquCSl7r/rc/09mttfH18+iGfbo2JULnpGV2DKMSgAbm31/p7PoL8HDY6Dd3t0i1Ax0lKqjnjBDLc8c/8V9m8U6MaevRFJbyR8emiZgptY8CxH9Db+vswXNKdFc1fPppkLCMr9Lnj6H6+1i8c9Ipq0p1BZrcfpAsPySePbgFTTpIzaR1FmkFvp6fpb6E+31XyHSYnz6gSSADm/A4H+A+vtUiVGOkspYfEa9RzMWIA4v9S30/1/bwQD59Ma/TrDJKELEnVYMSQBb/AA593Va8Omi4Bpx6jJWOsiuoCkEE2/1/8fdnRWFG6oJNDax0L+0c4EeJS1wukgk/m/59gvetvqGYDy6G2x7kCVBx0cnY+Zo6qnhhrBHNTrokYSBWVCvqEnq+hX9V/wDD3B++2UsMviJUE1GPMHqe+W9zUxqgahPD1r6dX7/HzK9+9i/CvN1OBl2jmd74Lc5/2XrCbgooabJZ0Yh1kzctTGqiOqp/HYRvLqI9jjYo7yTliM7hJGwimUwRkfq0J/VIBADADhWueHQJ5kG0WfO/6SzJHNBW9kjNY0NP0l41RieNKdBP8iv5qnUO+YMx1HmsXWY7N7A2Vj17U2nhVjxePrt60cCUeT2vhYpdCr55w7lkFyOB7Fe/jfOare1nhhNltztQVWnwCmsKowtRVjToGbHFsfJd1dxPOL++y6MWqdDmqqWY5cA0ArTqrToD+bZvb42diy5jryHIbf2nXbwosLmOut0V9Tk6bZ2DylUIJ8ph6GtZkjMSHXJZQp/PHsx2Plnmva5Ung3HWBG8kLqNcTMBwAauWGKfLh1TfOcOReaYHsd924xMrKklKR3BP4dZWnapzq4jj1sF9kdY/GP+aJT7q6HyWCw3V/yz622zjN5bD7h2/SQUOL7Dx+6MZ/HaKaGPHAQ1cRLJDVfqKObcexNtJsuattG3XMMEO5xBzIU7fqK5oVAw9R+3oC7hd777e7gd8sZJr3YbvSvgSnV4AFF1K5JNAM54j9nWpJ3p1N2B0r2PvDqTtTBTbd3/ALKyE9BlqOaNkir6SOYx0uaxxbh4KgWZSP6+wxBCbKXQQwQkrRviRhxRvmPI+Yp0K9xFrewJe2UglhkGpXX4SCPL7OHRVM1TFXe4INzf/iL+xnYTKQCeHUd7hE2a/l0gKoBSLA3AItf/AGHsQxUI6DktQcdRIaponBU2t9f9j7ekgDJnpOlwVbpaYyvB0tfkt+n/AIj2RXVsV4cOju2uAR0Y7rXadZuWogOnTBqW7EkAA/Xn3GHNW8QbXG1MsOpV5U2W43eRAfh6sP2R1FtCGmgSslp5J2VdVyL6rc39447rzXu13OfDYxqDj7Osldr5P2aytVEoEjkeXQg5HojaeSp2jpKiCKVl9F2A9RHAB9oYeZd3t21+Jq+R8+llxyttFzCV8PSfX06Kj2f0PuHbCS1UMD1FHY2ljUspX6/j3JXLvPFtcyC3u+xz6/5+oz5l5CubWNp7I60Hpx6KBl6GWnlkhkVo2BIKm97j+vuZbC4WZAUNfT06hK9tnidlZaGuekRVqVBIvcG1vx7O4Xq2eg/dAhq9M07tdT/S/wDsPZkoBGei+R2XI6yU1Wfpe55/4r+fbbwITU9Wjm1cOlliqvx6ObaiCT/sfp7I7uAPVOjuzuG4V6FDEZMFU9fNuB/T2Eb21APDoW2VzkVPQhY7JEsAWH4+tvYZurWoqo6E1tdVwTw6URrNUZs1yfx/hbm3sq8HS+ejEzak416RmclDKRb1aeSPZ/t6aaH59Ee4MCK+XQO5mFdTqALk/X+nHsb7fIdNOgLfKpUjy6DusTQsi/W3JP8AT/W9ie3YYJ6C9woyGz0kZo/USosLn6/19nKOSlOiSVSDUdZaaSxFzZkIt9Pp9OfbciggnpyB8hT0sqOoIKvrF9I4HsluIyKgDo5jcDgelth61hKjKxABHH05/PHsivodS8Oj+wuDqp0L+HqGkCsTweCD/j7BN8mksOhtYzZFelZEXYoBYXew/wBf2SSKFUno0XUZOj09QQVFBtKarsUVozc/1Fvx7x951lSfeBCMmvWQXJcbw7M0xFAB0AXe1RT5OibwqWcagzWFi3P59yJ7exPaTgMadRx7hPHdW9Uz0SWowxP6k55Nufc+Q39OB6geSxqKEdNpwJYlit/p+Da3tT+8x0lO3d3DpwpsGA1yn0CmxH1/wPtPNuNaUPSiLbwDWnTymK4X9sAfkAc/X2ia7DGhPSpbZQ1OlTjsXZVYrYXHHN+PwPZRdXWSAeje3taZHSojgKqLCw/p+fZO0oLV6NVhRVz02V7aAVA/B/2JP19rYDXh0hnOgmnSFyTlkkYXBH1/P0H09iC0VQwHRFcsWqOgvyDMS4H1uST/AK/HsXW9Ag6Cd4WL56YkgMjabXsfp7XmTStB0i0Yr0oaGnCcpYFrD/Y/Qn2XTytQ1z0ugiNRjoRcBBd1Btxa9/z7Cu4N2E+fQmsVBcV6MjsyCzRHi1xxzb3F2+SE6upM2WOmlujc7W0xUcYsfUFI/wBYfj3C+7HXOafPqYdrISIdK6WpOkgfk8sP6jk+ydIwDngOjmSQheg13LUTFJAGvcm/H1A+nsUbUi6lr0FtzkYA9Fk3hUyr5rgkm9jb6c/X3K+ywxmlOor3iVwGHQT4ul81c0jAk67WP1+v19jK8lEdtpXoI2kTS3GqnRgNr0Pj0EqeACP8ePp7jndrjUTQ9SDtVuKVI6GLGAKgcj6WJ/2A59ga7JZq9DW2UIAadPoq1jUaWIH5/r9fZcYNZrx6MDMAc9JzN5tYQFEhAsQeRf2a2O3mRqkV6K76/C46Ri5XyTKNVgTe5te49nv0gRCKdEP1XiNg9KinqvILMzG6i3HsomgEZ7R0awysV6cBKDGE/P1H+t+f959pNFH1DpVqBXu6T2SgLI5+osb/AOv7M7SQ16LLuMMhpx6CzK4nWzcXBN/obgn8j2MLW80KPs6Cd3bAmhGeu8Rt1dVxH/xHPv17ubEfF1uy24HJXiel5TYeKID0j/En+vsOy30hyD0eRWKqD05QQpGxHGofjm309ppXJWo8+n4o1jenT8lfDDTvE3BkRolW4uTINFv959lrW0jyhh5Z/Zno1W5VEIJ44/b1/9LXTCA8BLH+o99DupKqeuJRvpax4+vv3W0+IV6kILaR/re2HNW6c6mRC7W+nB91691MU254a1hf37r3U+KwsSPz9f8AC309+6906Qt9OTYafqf6fW3uh49e6dYCR+Tbm3Nv9t7117p3Rr6Gvf6fX37q6tTFOnONjYk/U/gm9h78eFOnBjqfGQRcAk8WJv6SR9B7Yzw6t1NRywCnn63ub8j/AA9+691yXg2tb+hA/p+SffuvdSEcqQfrx9CfaZsk9V6zBntY8f0/rb/D3rp2LzHWCRhq9Rv/AEvzzb3WtDTp7rA8lz9BpH9OAf8AXH+Htk8et9Ynm4AXj/b/ANPp7117qFJMLiwLLb6DlQf8fe+vdYTLcgkjg/pva3toinVl406wtIWFvpyPV+QPeurgAcOuYPA+ht+f6/6/v3XuvAm/0Fv+J/1vbbZ7qU6315hySQOD9fwP6H2317ry6LcqD/T/AI17o9Qpp04lDg9cvH/tI/2w9p+nusgjvwD/ALx7917rsAD6f7z7bZvLr3XNACxtyo/NuDf+ntvrfWce/dbBz1mUiwH559tnj051lVrcH6f717117rKHA5BH+t/xr37r3XvL/iv+39p+t9chL/iv+396PVl6wtIbn8/4k+2G+I9X6wlhe5PPvXXuo0khHP5A/wBt7q3w9b6jGQsL3N73+vP+sPac9PISR1Gdrng8f737ZZjWnV+sRcC/PP8Asf8Abe6db6xlifzb/Wv7917rq5J5Jt9P68e6Nx62OuR/17+69X661AFb29JH+v8AW9vdHApXrfSzwVSNSgWHN+TyPbXXiaZ6HHblaE8TMVv6fzc8/wBR7bk+Hp1GqPD8+h/2zlRGqnWAfSbgj+vPtOK+fTv29DJQ7tSnhJ8w/RbSGtfj6j3pjRevdIbc26vP5D5LHkgB7/Uf19s9b6L/ALhzwbWA/LEgm4/3j3vy6eXK46L/ALrzKgS6HHpuSC35+ot7ZrXPWui0boy3md7FmJuOD+T/AK3v3XuklhYi9VqYE3e97fS/+v7Zf4ut9GI2pToDHYckg/T6f63+t71U+fTiEk56MrtdAojJ44X6f0tbi3tmXiOrnoX6GaMKvIBH0P0P09tda6R288osUbRqeSCTz/vftpxkEdXQkMKdFb3LOZmkGocn/Hi5906VcegeyFOS7kFjyebXH9OT7ZlpXqp6akxjO6DTqt9SPpa9+fbI610pqXHBCikEggCwHH+Hvx49OR+fT/FS+Ow4sB+Bxb3rpzrqSREAJPIv9T+bf63uj/D1vpmqMkYrnUCoAJF/9j+fbZ4DrY49JWrzAaQc2BPI1f0PF/aVxRsmvShTUcKdegy4S3qAFz+fwf8AD3XqxpXHDp8psuGYWdSSy2JIFvzx7Yb4utZGehAxWSUoDfmxvz/vNvdenel3tfclZtzNUuXoJjTukiCeRB6hEOSR7oePXgAOrTOqe/MVXUFNHLVLrWONPNK/Dkj1/X8n3qp62cmp6HRt97VyEbioq4YmJLCCKRSjJpvr1D8/4e2DgmnW+it/Iv5Y9d9GbRyLbdWHOdm5Snlo8BTBlanxgqIjG9bOOeVvdfdT1dT1r51eayucy+S3BmKuWty+YraiuraiYlnZ53MjIC39kXsPbDfEerdCBtONquRBe9yurSLm1/0n3XrY49G/2VtqCaOItEjiwv6bj/Y+0vSgcOh4ocDTU8QVUjQaV/s25H+PvR4db6h12KgZCoUHj6gDnnn3Tr3QMbz2+qxSzKg+jW9P5/HurCqnq6cCeib72ojTT6iGU3va1hbVb6+0/V+kfSOVkU6if0/n6e25PLrw6V8ZZkW1/pz/AE/3n2305EO4166ZmAsL2Nwfrx7akUAV6epTqNTOP4jTq4Gjyxhrm1vV7Y1CtOt9WMQdawbt6jEmNjWqqDR/SNdbhtH049s1z1dOPVZUPQm9sR2NHK9BVRU7VoN/G4AQyXv/ALb3s8Oner4Oo9u0e2erpPu7GtbHj0OLMWMVrc+2OqdEB3clRHujISyRuFkqJCGsbW1cL/tvfuPXuu4F1R8g3bi9vp/t/bA6eTrFPStYhQQfqb/0/wBb3SX4erHqNTUReRUsSXcDm3PtjrXVpHxm25Bt/aFXmXj0ytTSEMQAQdNwbn21Jx6URMSCCMdE8+RGYqqzKZCpRy41y6Vvf6E82906d8uiQZzItJi50mmMcjggLe3+Htk8eqdBFj6LDY6Ctr8pUBpZA5jDHnm9re9Urw6snxdBHUYZc9WztQ1TAySOYgpP0vxe3tk+nT3SSz2bzmykfHTTMEkuNTMf7XH1PtuU9tOvHqVt2qyrYqqyVPqnZ0LXve1xcm/tjq0QGroGc3unP/eTfdeUU4ZgVNyv6v6e2nGelI4dRhu+ijpCsi65SvF/qG/1/dO48B1pnUfEQOsWAy6zVnmaMvGxJ59tN8XXlOsVXh69PuTy1T5S9I7LHYhkU8Wv9D70cjp7rDjc3PFPHNra5YAgt/Q/4+2OHHrfS4Oax9U0aylfIwWxJ5v/AIH3R/h62OPQ27Ik2wBHHk2i9dvU1v7X5F/bHTnUzstMCKWOnwxRtS/RFHJI/NvbLHPW+HSY69NVjdbMhIYEAW+nNx7qTQZ4dbVQWFehWmjmKLkjATGLNItvp/UH2mNK46U9QjvDHS1EdLTxKkiga7AADSbH3RuHXuhI2hvV6CsTVcJqHqva1rcD3TrfVjfRvblRhMljamjqmZWeEsofgC4v7pKDg9O+XR//AJETUvYHUcGYCq1SlIrs+kMbhf6/6/tnr3VME6eKrnjY/oldQPoeGsL+2X+LrfXOK9hyeGJH+xH09tvhTXpX5dTouQAbnnj/AA5+n+t7TA1611nt+Pp/vHurcevdcPyVHqt9fz/hyffh0/WoHU6lxeQrQRBRTOb8FUJuPyQbe2ZeI60euFXisjRg/cUk0fHOpCB7a68OI6jYvE12arI6Skid3kYKuhSefpb2yelHRkdt/HWrqKaOqy0ngVwrEMQLki5491bIqc0690rpvjhjqpfHQ1MbykAKFsef6i3+PtLUV68tNQr0D3YHx43btGnauFHUTUiBmaXxNbSOQb+2nFG6VDotk6PDO0UgaJkJBuCLEcEW91631jZr6bkGwH+N+ebn2yePVDx6iy8m9rD+g+nvWKZ6eT4eoTfU8fm/+8+2Tx6v1gkFufrf6f4W/PtqQCletHqBOoF/zwOf8b829s9OxVp8umiQWcm/1JFvac8enum2ZgvJ44A/3n3VhUdePTZUMNJA4u39frz7b6cHDpukY2tf6WP191YUU062AB02SsPyeCb/AO3+h9saQRTrfz6hOwAPNiD/ALyfbb4OOrrnJ49RGf624A/Pto8Or9RCdRB+n4+v+x9tAE9VZiOuEjhBoTm/1e3Kj26AOmGY+fUYuV/IIH9o/m/+PtxUrk9JXn8lz8+ozsWJ9QPF734BH49vKvoOkryj8XWHzBV4YBrEcC/1Pt0I1KE9I2apqeuBfULh78c/g2PtwKAKDqlT14MFsSA1+LH6f4c+6lATUGh6bLCvXLyDkAW0/kj6e6lDxrU9e4jB68JGvwQf9Y/j3vQtKefWtSjBOepSSf04X/H6n/Ee2GSpI6sHpk5r1mRyB6BcfWxPJ/x9ssKGhz04Hqc8OpMUt7c2Ym1v6+2HTzHWw+cY6eIJbAAkf8UPtKy8el0Unp5dO0UwLC/1J4a9/wDYe0UkRHljpasgOB59OkMhU8gLcCwH5/xPtHKtcDpXE4DVHT5FJdb34/w9oCM0PRhDINVenqlkHHP9OPr9P6+y+eOhPRpC4rUHp2if8G1j9fwPp7RHj0Yqe3p8ppCoXS7em3Nz/sD7159W6U1NXuigm5UAX+tz7SsQTXh1rz6f6WsjexVgNXIBP1I4+nvRNBXp/p01eSNha/H0PJNhfSR+L8WPtmrHrYxw6PP1FD2LvL4+boodm4LbO+avadcmeWaasSg7O2GtI/mGTwk9/LPSC1zCg5HHt5Yjc2bwOq0Tu1fiFOAHy6TPMlnfxXWthrqmilY2rjI8j8+uXzF3nke4Ni/HztbfG3EwvdEOEk2bvjLY2lemwm6cBQOIsVla5TcR5BY1VXUm7XJ9mG7bxbbraQmWPw51UKaD4wuFJ9KDj69INg2aTY7i8t4JfFs5X8SMMatG7ZZfmteHp0RaWDk6QR9eDyTx9VPsLNk0PQi6a56YEnUCP6cfm3PPvR4Y69001VIACpFjbnjgf4+6xuVap6o8RcZ6TVXRBtQ06bchrWv7Nbe5Hmeii5tgQR0lK/Gq31jsfyLfU/n2c212R3eXQevLFeAHSJyGHW7WXSSeFtzb+v8Aj/j7Pra+xr49Bq628eQ8+kbW46WEMblj+F5/rx7PILpJR6dB66tZEJ6T8itHqDg3/wB5+nPsxQgio6J5NQND03TSKPyNVwQPyfx7WRxkqDTpLI+lcHpvkJ5cni3P/G/alQBgdIy5PUJqgAFVsWP9Pofbip5npO0jdRmYn6ni1rX/ANtx7dUE/LpM0tOsRZRqLcfS30/3r3dQfwivTLSEjHTji8o9FUIfIQhZbc/Tm/tLd2YuIidPSy0vJIJRnoyG1t3FMbV6JTf7CquddiF+3a5HuL942UNcoCPxD/COpg5V30LOmo+Y/wAI62P+7+warrX+Xn8LuzOmGztZuHaex/4nLW7ep5XhpqqoiYbhjzlRBcBSlgC/u/OVpBINktYFKOqnXKMLHIQMGn8urcuXN3JvHM17uDBkkkGmD8UsY80HlTrUq+XrZXtHeeV7T25vP7qfd9SMzuiBaOTHZfbGWp0M7VOTjUgyR6h+3MePp7nz293dYIF27fYNc0a6VYUMc6saaU8g3qvHrG33L2hrqRtw5eudEDmrI1RLbsorU+enGDw6Kvh93bo3NlcfuKDH1e5JocHU0m5Nw5LW2DzdFTRla5arIkCNasIPQp9RNrex1f7Htu22EtlMwto2lBhjQUlicns0rxKE8fLqPdv5h3fdL+LcreM3UscLCaWQ/pyIgo5ZuAenDzPWxb8C+++1NgQ/Fbsjaue/jUW2qPN7byuPqcslPvTD7ByVeZJEdZLyM0JK/aBr3QC3HvFrmQXG088Xzyj6WaKjRyxDteSlCa8AaVJ+eOst+WWtN79vrKAkXFtPXxYpfiRQcAjjp8h6jPVnP88nr/bG/Os/jT3/AIGimr+wE27HBuvcj0n21ZuDZ2UTThl3BLYeWqglLku3P09mG679bqbPbrkeJcXMIkeelNVPgr6vWoY+Y6J+VtouWh3R4xosobgpFCTXw3wX0D8MdDgevWsLuDCkPJ6LqLkWW1xbg+1e2X4IAJp0Wbtt7VJPrToIMnjnjd7KQRzYL/U+xrZ3WoAdAe9tTGxp0jamFopDwQCf959ncUmteiGVCr9KbaFHPlcpT06DgyC9uQAfrceyvep0s7NpW4gdG2ywPeXawKCano5K73xfXOJhpBNHFWGIXIIU303H+29wb+4bvma8M5BKE9Tmu/2nK9iIVYK9OgsovlzkcTuVI2rmkpRLY/unSBe3HsYXPsra3m1FxH309M9A2197ruy3URtL2V4V6Evd3zekpJsYMZV+N2aLXaWxY8X4v7C2y+wnipI14CQK0+XQt3n7wIhkiSzajGlc8erE+hvkDhu2NtU+G3EkE0tXEI0abSxDMtvq3uBudOTLvlPcGjapiBww4qep95J52sub9vSTCzEZXyboA/kp0m+16l85joCKCqJmUovoAb1cW9jP2+5skkYbTfNVh8JrxHQK9xuUUhQ7rYCise4eh6IbkKazN9bMCGvzZh7nm3mrQjrH+7iqD0lpoSLrYki/4+ns4R9XRI6Edp8+oKDQ9/oy/X/Ef6/t7DDplIdDVr07wVbKQAwsSD9fp7RSwa6t0pSUrwPS4xGQsE9f0+tj9LH+vsP3tvWuOhFZXQIGehLoK7UqMCL8fn8j/H2FbiChIp0KbW4rwPSliyTFLA+qx41C1r839lL241VI6MhdGmOm6rkaVTqZfoePqLf1t7VQR0NR0luHMq1GOg+y8JOvm5sbf1vb6n2JrCQKwHr0Gr5KggdBlXRSJqHNze/49iu2ZSB0EbmM6j0jqxnQlRckt/Q8f63s7gFaVPRHMSDpPAdRIZgCNX6gbXP9Px7dkT04dMqwrjp9p6kKRz9Bbg2+v09oZYyQejCOQ4oelvhp9TqS3IIIv/xPsP36EKQB0fWL99QcdDRhaoBEAZb2H1P9Prb2BL+IlyT0OLFxoHy6ELHWnqKZIxqLun05Auf6ewzeDw4iT8+hNa/qypp8z1ZLtwY7DdVIZnSOeaADkgMLr+L/AOv7xj3Jpb3mdtIJIbHWTW2iGz5ZHiECq9FX39S0dTh/JG4ZmLMfyPr9T7lbl2WeG9o4ocdRNzFDDNZa0oei3yYuJidSj/bfX3KAvWGRjqLTaLWjZp1i/hKm+mOx4vxx/t/bpvAuWbqpsVbrOmHVVAK29N7kcf6w9ttfA8OnBY6RUDj14Y1VcEJZQPwPz9Pr70Lokda+kz0/0tCiqC3PHp/w49lk1wznoxht1UZ64VAEasL8DgX/AMeb+9xVbr0oVVx0l6uzuVuQLcn+n+Ps4gGkV6JZyCx8+kzXxxEOoP4PP0B49m9s5BBPRTcquaAdBpkqcIzafob/AEH+P5t7FlnKWWnQVvIeJHTGI2BOkWN+Tb/eT7X18+i/SVyR0+UcTMY1Ck251W5H59l9zIFBr0Z2yFiKdCft6kOpdQIvY/T+vsJbjKCpB6E+3xd2o9GM2fGoeIBh+ARx9f8AW9xfvTalbqStqFCv5dGf2+9ool+tlAHP04/PuJdyXvLfPqUrA0iX5jpXAFkdQD9b3PP+29lL0DDPRxxx0kczjvIj+m5JNuOB/h7NrG4C0APRPdwagQegE3Rt56uRyEuDcWAsPr7kbatzSFR1Hu67YXY1Fekli9o+OoL+OxDWvY/QH8ezm73rXHTontdn0NUdCji8c1Ko4NrWAI5/x59hK7uVlNSadCi1tjCOlXFK0MZFja1rj6kf19kjprbj0dKwCavTptrcn40Zi2kW4W9v9v7W21nUgHpHcXZQE9BJntwM0rL5L21WXV/T+nsZ7dto0VApw6Bl9uLM5qeHTdjMsJWDXJI/Vc8jn8e1V1ZaVI6YtrquQehLxVb5Qh1ccfnm/wBPYVuoCh4dCW1utQAPSjFRZVAAB5ufoTz9fZWIzqJHRmX7a9Y5XEkZ4B4/T9P9jz7sg0tQdeY1XPSZyEKM1lAYgj6W/wBiD7NLd2TJPRTcortw4dOOPhRFNgAbfX+vH9faW5YtnpTagVyOHTqWVEu1rD68/wC29pRqY6R0sZlRST0kslnYKeTUWFxccHjg8X9ndtYPMoHl0Q3d+kZNOkZU7uDVNPeX0ipiP1/pICBf2dw7KwhbHkf8HRLLu36q58x/h6//09dkEj6e+h3Uk9eLEixsf9f6+6sCRQdWXj1yQXN/6f73f2yQVND051KhF3sSRweR9fdR8+vdS0/SRxa5IP5NuPe+vdS4jYWa97cc3H1vz7917p2iINtIIsPVf83/AKe6Hj17pzgLWUkiwJBv9feuvdO8bEKQfqebj6D34dOKFOfMdOUJJUWt/Tn/AG55976tXNDx6coJBYfWxt/t/wCvtlqVx1fqQWaM/kqfp/qifz7r17rms31BY3H+0+/de6ziTgfTm1vr9faZhRiD1U9ZS7WBLEWFjfn/AHj3Xp2Lieo7Ot/qWP1v+OeffqCtenuojzcXufqbiwsQePbTAg16tXFOozyXA1ahzdQLXsfp7p1rrA5JBN9Cgc2+psfr7917rGXSx0oTa1y305Huhr59bU0OeujIh50n8f8AG/der1zTrtZPrp+n9D+PfuHW+swa/P8ArW/qCDzf2yzMTnrfXJv94b/iPrf3XrfXOKO9mYDSL3C/7xYe6uKrTrYBJx1mJv8A7Dgf63tORQ06fBr14fX8/wCw+vvXW+vcGwt+eT/W590cClevdZQAoAX8Xvf/AG/HtrrfXY+vv3Wxx65e2zx6v1zVvwefpb/jfvXW+uRZR9Tb37r3XHUPyR/ha/0/x9sU8+t9dhlA/rf+n+PP5916uBTrE031t9Rf8e2G+I9W6jPMf8Sf6D3rr3UWWb8XN/pxfn3V/h6311GsjWIuARcX4HtOenUGK9dvBIELW+n4AN/9t7qQD051AkJQajxyb3vf2xw631h8v+P+8e/de66MpBsb/wC2X3RuPWxx6783+v8A7Ye69OdcGk+p5+l7/m4+h91YVXr3TticgY5LEte4/pb6+2et9CthMz4yra7fQWa3FvdHFV6dRqilM9Cvi9zGNEtJzbnm30/1vafpzPn0qP74Hxi8llUfXV/xX3VqUz17pMZTdmtWPkP1/JHIt9OfbPW+gjzu5Neoq9hySODcke/eR6dUECvQHbmzbPrXycm/HH55/Htrr3QQVLGd2Z2Yk/1/Bv8AX37r3U/Drpcc86yBb6XvYH2y/HrY6MHtJCRCxFzwb34PHuo6uhzTox+3uI0I+mlbW/FvbUvEdOE46XkNS6jg/p+vHB4txb211roNN51TyFnUnkn6/wC8+6ORw6spo1egAy0hd3Fx9f8AH8+2ulX2dIeeIszEC4Lfj63/AMfbEuG60ePUmmp1HBQjk2/B549t9a6VVHQDQDYEkD6n6X+nupOenU4deqoBD+LEWvY8f4+/dX6Sde9hx9BqJv8Am39PdWFR1voOMzkmiLEObWta3149tHhTrYNDXpCVOXN76yDyAOL3P59p3Ga9KAQR1jiyrPp/dPN/rax/H19t9b+zpVYutd5FUcNdeRb1L+be23I4de6FzDPrC2NgB9Dx+eRx7a6cB6XtOp0AW+q2vf8AH4FvdG6t1kGazGIZTj66WBENxEGOjWBxb3rr3TTmO4uw6alkhgyzpwwR1Yh0vxe9/bTgg1630WHcmQymcr5Mlmq6fJ1731VFQ5dkH1sgY8e2+rgUHSUiUiQAm31F7m9iOAf8PbLih6t0L/XgvOEJv6xz+OD9fdOvdHv2IgWBCLfpH0/1vadxpND0+laZ6Fz/AHUot+P98PdOPV+mmoVrEX4tYWPIBP8AX3Tr3SH3VTBqFyy+kKb3PJ4/Fvej8J6cTgeiJdoIsdXIqk+nj/AXN+Pabq3QV0Sa5E+nBW/Juf8AE+6uKivp17oQaWK8SiwItcf69uCfbPVgSDUdc5KW6cAA2Njf8/k+2JPi6UnpOVqGBgy8NfhhyARyD7b610Z/pD5Kz9fPHi8t/lOOZgrJIboF+hFj7YpmnTifF0do99dJ56kjyk1PRJXBQ9tKAhgL/wBP6+9k0z070hMh8lcPkq+LG4krHQlhFYGyaCdP0HtjqnQizdfYXfGFTK0DRGplTysRpuSwvbj37y690B+Y2JX4KZ43jdkVj/U8D8+2RTz6fXh0m/siHPkU2tbm/H+HPtuT4etnrLiMW02WpYAAQ8sY4+ttf1PtjrXVqeA+32x1dEpISSSk4H6W9Sf09tOc06fhc00HqsPt/Lj+KVEkr6omaRyBwFJPJPunTvRKc9laXL5GeigcB0JuB/hwBYe2TWueqnj0W/sPMNQTtTvI4WP06b6R791tTQ1PWfZ81TS4iTPoh8cIv6ueALk+2mIr0/5V6AnsvfcW4a+z+go1ibC11NvbTgFccetMyKO8ha+vSg2xvKSjwL0tPpK6LMDb+ntP1ZDpOo+eOkxX7jw1ZFPDVJGs7XubDgk+23BrUeXStcNQnoKaunhaobwNqVmOkDn6n8X90ViBT16TTWccr6mJFOlphaT7OmMujUSp9Ivcf7D2y3xHp4AIugcOlLsnGvuDLPQy8LJLpAYG/J5t790/SmOhQ3t19QbWpYmZ1EkgDcEX5HH++HthjVut9AfNFLBUo6OfGGuP9vwDf3RgSpp14celVT5ubXDGHf0AfQ24v9Pafp0Z6FnE1ByPhLEyMun0sTcf8a9tSCnDz68RUdLj7+nxqAqoWQ2BH+P1/HunVgCSNPQz7SqlzuGmhkiFjE3PFjxYEe0rCjEdKBjj0HD7QSjydRUXIuzlb3A+osB7q3DrfSgwMCH7iOdgGBPjcfiwsB7p1voynR2c8GaioqqQlYpU0kn6gNwfdZPh6d8gOrsqWWmzXTtZClnCUBsDyFtH/wAV9sde6p/3HD9vncjHbSEqJQP9g/19tSCjdb6gxsARe5Fvx/X221CDXpWOHThHdVv9Lm1z/j/T2l6r1lVixAAJYngAX91b1630Y7pTpSu7AyUTzxtHSa0Lkp+Cb83/ANj78KefTwqBQ9WnbA+OPW+FhgiycdLI4UKxcJfX/sfbMvEdePXfZvxs62raV5ac0cBdCUKmP8jj6e2uvdEB3ntnZvSrVWYlqKciAu6FinBFyPbGa/Lp1cVDdEn3d8ya/I1ktJh6u0KSGJFifggHSLW96ZkA416uwYCpFQejCdGdrZ/Ky0uUy0zrTakf9xiFIBvzf2lA7ieq8Rjqzqg3/sjfu2ZdvVkdLNVvSlFJ0szOyWtc+25BmvT8NaZ6p97/ANjx7T3dWClhWOnllZkFrKFYkgD3Tp7ov6m4NxYG2n+o9snj1TriwFiT9PfunEPl1BksCD/sP959smgPTnWFvp/sfbUnw9aPTfKDwDa3N/63/HtjpTENS9vTRL9f9i3+9+2CKHq/TRKRzq5FwBf8G/ujVpjr3A16a6i1wB/X6/gX9t9O8c9N0xFj/W4F/wDC1/emNBU9e6aJn+v14vb/AGIuPbPW+oLknj+tuT+fbMnHq6kcOokrkcD+tj7b6txz1HBJJJP+sf6ce9edOm3amOsDva5c+k3sR/X+nt9Y6HpDNJXB4cOoTSMzEBgF/Fx9be3QM9JGOlcdR5HkJ4sqfQ2/Pt8AAY6Ru2o9YQEB/oLWuT9Pz731Tru6C3DH+g45/wBt79SvVWanXTOf7QsPwB+P9f34Dy6Z64eVuTyTzwAObDi4930jpou1e3rpJg3LXF/6cfn3opnHVP6Q49OCvx/X/Ukf0/x9tMKig6ssrA9/WdWIH1/xv/h9dPthlFKHpUGxXrMjktqBsR7ZKUyeHW9XTnTyG1ibn6/74+0rqAa+vSiJwDnp3ibgfUN+D/T/AA49pnWo6XKwNCOniKXWFH9oAc/4+y6RDXpbG/4unqlkFgAxBJ4J/Tx9b+y6VaHpbGw4dPlO7K9vxwSRb6n2jmWoqejS3ccD09wvcXI5+vI4I+nssdSpqejeF69vT1TNcEf0Av8A4n22OFelHT1TMSAp5vc/4W9pTSuOtefU6JtJ4vfgC30W/wCbe/dPdPFLXSxWBYva+oH+n459sVoa9W6Pf8Iu0Ng9ZZTdW89z56owW5sLJCsWHp4Gq231terbRlMU0IBAMEdyp/x9qbSaK0n+pmk0pgFSMOpPcPkQOHSHcLee8iFtBGXY1KsDTw2Hwt86no63zXyvRvbHxpqs58e+18XufGY3ceN3h/cmtx1NQ5+kpWpxHmaKKVVV/JTTsUEf0Ki/sS79b7CLUrtl0DlWVGUaqacio9GwPl0EeVn5nTcgOYLPw3YMjOrEoKHsJBx3KKk+RPVNAIkhRkPBRSB9WsFBI5/x49x+1Qc4r1Ixx1EmQEC9+SPwODb6/wDFfdet8DnpsqIwQxPJtcEf7xf22ePV+I6ZKmLWNLWt/ZP/ABX3aNtLdJrhF04HScqodYYEAaeCfyT+CPZrby0xXomuIlYZ6TNZSqS2oXa1g39f8PZrDKQK+XRHcwgMadJSvoI2udIBA5P9f9b2cW05I6ILm3DDPSQrcYj3OkDk2v8Akezu3vGXieg9dWVRjFekbX4uzBlWzKL/AOBN/p7Pra9JFCcHoPXFmVqPPpNVkNRGGv8AQ3uB/hx7M42jJx59FMqOoIPTRqA4P6+ebfj2q0/s6L3cgZ6jyTaVsD6ibav6D+g9vrHXLdMFq8fLqLru2o3I+mr+n+w9ugU6YaU0OnroliLEk6eV4tz+Pe6mlB002omtc9LLbWckp3EMjftMrRyj8tGw0sP9iDb2S7lYiVNQH2fb0INo3N7d9BOBQ162ZP5Qnd2B7q6p7L+GW5MqJe3KDb25cr0rt/Jx0z4DeGzspR/7+TbtO1Rwa2miF6dfrc8eyO92OS+22W425me6RGEUZoY2kp3hychiBWOnn0LJ94jsru33K6VRtzSILuZSfGiqexlA4xk/2nlTqlXsz4PfICj7h37m9nYfB0GP2ZuuPb/Z23tw1ENFVf3MqKgOz5ehrWQimjNommiUke1fJvN+1Pyw+37ikongBMfk0FyMUFck19cHpNz5yhuLc1R7xtvhtFdFdVKNFPakVq1OFRxIz0meyPjl2btLaHZW0+3qvqbqD46VcldvnZu0No5TH5iXfWUxdOtXQpBnMW8tXTxzOLNESur6EexKvNlou6bVLtxuL3f3RYpZZVoturYYlCNDMBwOadAt+Ubt9o3aHc47fb9gjkeWKKJu+4ZcqNQ71WvEYr0Kn8uLpnam2ocN8kO68hvXdu68+tVSdU/HrZizPSxrEhpcNkt0Vg5C6ihiiU3K8sL+w77s8zbVMlxyjtUSFoWHjXhprZ2GQn2Nx+fQj9puWN4gMPMu6SsqTrqitwKokaHAavqvD5dXa/Nrc+b3B8AOs9v9l1C0HdGP39VTTbTQha7C7XrGAott18SnkUkZD3/qfcPx39rPtlpY7hLW7295F1HBdCO0H7OI6ma12m5i5l3C/s49O27lDG4Wg0rMpyy+hbgetfbdeBCPJGEFxcLb/D8eznaNyL0YHoMb1txFQRnoA85iSsjXW1vSRa1j/X3I+33tVFD1Gu42Wlq04dBnksZfXxdgSf8AX9iqzuScVp0ELy1AFQOhr6L2iKyoqK54CwgRmBIuAV/qfYD9wt5FvGsAPxeXQ+9vNla4ma4K10joDPkTPk4cvVLE8mmFmUKpb0hf9b3IXtjFZtYoXAOrqOvdCW7S9k0EgKfLormxcPktz5wiYSiKFyTI1x9De9/ctcwX1ntFh+lxYcOoe5esbvdtx/V4A5PWLfH+S7op8fSyGX7d1BAOo3U8j25y/wDqbS1xNjUP8PVOYWEW7paxd2k0HR9vjr2XkMLl8JRKXg0y04BuRxcDke8dPc3lW2v7K4nw2G6yQ9rebbnb763tzUUIB9erz+wZIN5dN0tVVBZZ0oLhjYkHx3BJPvCLapJNu3mIqaaJNPzpXrObd449w2SRGAZXj1V/L/D1TruHHpFU1UaAACVxfmwsxHHvLXbLovCtc1A6w/3O2CTsg8if8PQe1ahdX14uGItzbgW9iaBywA/Z0F5owHI9emZ/rcf0/wB9f2Yr6HpAwXi3AdcAbEG4/wBcf097I8+tAg8On2iqPEQARY/T/H2W3MVc9LbeUxsK9CNi6+6KL202vzY29he7t+4tToUWtzVcdKaOvSwUkm4vcG354Hsqa3rwHRolwR8R6kGr1oQAfpb1fg/k+21g0nq7Tgx4z0wVmmUn/WIJ+l/a+A6Gr0XXCk93r0hchTXLem7A2FufSf6+xHbyEUPQbu0o3SKyNIoDfix4tyefZ9bzEmo6I7qIEGnHpGz64W55Fx/tr/19nceiVcdEbgoaHqfRvdv1G3BP+v8Ai3tPcAKKdKIiaj59LrFTlJEBP+8fi3HsgvIwy6uj6zYo1D0LGCqmJRfxcAk/U3+vsE7hFQnoYWE+RXocNnA1GWo40BYGVLgf6/49gPfWEdi7HyB6HmxI013HGONeja9g5DJ47beMx8WtYZVjBAv9GH59wxy3bWt1ukt01CVJ/b1MnMdzdWu2RW6YBA+zoMsxTuduxMxJJj5ufz9ePYtspEO4sPMdBO+jc7cKnoInpyW+nA/rx9fYxEg046BjQ6m1dZo4UX9RP0+o/wBf8D22zMenFjVTUddzWC/6/wCm9uf6fT35a1qerGvXCKnDgM97X5H9ePx720hrQdNCNCadTQAAABYD/H20TmvT1AAemevNtQb6A/QfW31PtZACTjj0guWoMeXSNragKTbjVxzYXH09n8EZbh0QzyaDX9nSPyVaEUjVpsf8P9tf2dWtuCADx6JbielekNV1RkJuQRzyOfrx7EVvD4Y6IZ5tfDqHGAzDkAH68fUD8e1DtpXpKF1MB8+ldio47oStyTa45+n+v7IrosXKt0e2qKKdCRhv1AC3Drx+f9h7C16SASehHZirADoddp8PGW4HH0+v+B9x3vHwMOpB2ojxVby6MjgZbxx2P9P96/r7jDc0Oa+XUl2DK0a06EqkjJQN+onnj8cf09ha4fu+zoTW4R14dR6+mSWK2izc/X/bH25bSmM6q9NXMAdajpD1u31fUWjJJFiQODc8ez6DcSuK06D9xt4atR1Dh2sqWYJa4H4PNv8AD2ok3gkUr0wm1IM06zthBELBbkchT9f9f2yL/wAQ9x6cay0g1Hl0zVtOYkNhpIUrYA3sfZhbyhjnpBNCyoR0G+4ZTFGeedPJ/wAfx7FW2Isp6DG5SFFz0BuVm11JZgb6+SPp9fY+s0VUp0Ab6Ri9PXqRimcSalBJewA54/qSB7bvQnA9P2QKj1r0JOKrGT0lWBUjkg8j/D2FruDUKjoSWszAdKn+IgAes2Cg/i4P0t7KPpjWvRn9UQK9SBkIzEQzEEj6/wBBb8+6NbMr9PJdBk6bHrIVdiW9C8g8fn2q+nkKCgz0kaWPjXrG+egpxZGHAvY2/wB793Wwkf4uqNuEa/Dx6Ycnuy8bBXUWFgAeePa+02fvFRjpBd7r+mRXoGczukmaYGT83HIsB7HW37QNAoOgTe7qzORXpD1G5B54WEh0+aI2v/VgTf2IItsAiYU8j/g6D8u5DxFbV5j/AA9f/9TXeKg/4f61h76HdST1xKD68/7x7304hAx1lUD6XA/5H7Yk+Lqx6yoBY255+tv8PdOvdSlWyX/qQR/tuR7917qTEf0n88+/de6c4GsR/VgB/wAV90PHr3TpDbkk2seP9t7117p5gP1+p1Cyj/D+vv3WwSOHU+JrBl/oOT/sb+9+XTq5FepkRv8AU/1K88AH2x5E9X6mhzxr5t9CDx/Tj3rr3XWpbC7EWH+P+8n37r3WVZfSF1G17/m/9Pr7TyfGT1U9cy4UH8f1J5906eiPl1HeW97C9/yeAf8AEX9+6d6hO5Dablj9bn9K/wCF/bTmp631iMlieQSP6/8AEe6de6hPNb6G/wBeDf8A2Hv3XuuCS3DcAknkH/iPdH8utHGevGVtXI0r/jf+nuvTlcausqP9P9gRf8+/dW6nRt6hbkHjj/H829tPx62Os76SLXtweLWv/rX90691zjPAt/j/AMV91bAr1sMV4dZfafp9akZ69711brr3V/h691lDC1zx/h9fbPW+uPk/w/3n37rY49d+Zl4uo/33+Pujcer9cGlv9W/21/8AiPdet9YzKB/av/hcg+/de6xmf/aiP9Yn/intgcD1vro1HFtQP+uTcf4+69ODh1Hef+n+PJJ4/p7acUz1vqO0t+C1v8Rf3Tr3U6ipZKpwi39R/wCI/wAfdWYAdb6FPCbNlqkQmNiCOSVJv7Tnp5AafLpYv1zLoY+EkW/45n3rq/SGzOyJKYOVjbi+q6m1/wDkXtljU9b6CHLUb46blbIxPHNr/Tj3Xr3TT5jpF7ck2a/1/wAD7o3Hqwp115f8V916v10ZAVN2AP4sf9v70eB691xSoaM6kbkEcG/I/wBj7Y630oqDNlbXYgqVH1H+291Y0U9ORg1r0taTchCLaQ8gkc/1P49punep53K2k/vHk8rf8n8e/Hh17pnrtxkhgZBYWNvzf2n630H2WzoYm7kXvwOOfp7304hJx0HdbUPUsxdrjVpFvwP6+2mFD1Y9NDqCDccgWtblgPz711rpwwsReqVQDpBuTb/G5HtqTy62OjH7XpGRIGHNwCeB/vPug6unxdDvhH8SgcfQcH8f7b21LxHV24dKaSqWNSbjj8c/X2117oMtzVwKPqsSdX+t9OPbcnEde8+gYq6lC8gbR+rn+vI49tHI6VqDSnTNpUsdIDD63Ave/tqUCoPXj06UlIZGHBP9OB9f8fbfWulhTUQjiFx6iAf9v7p59XWtcdM+WAUW+hvbj82+vv3TvQZ5qTQpsfqWB5/w+th7o5oKdb6BrOz6mdQSQL3PJH09tdb6DOuldpOLgL/j9fbEnHp9fhHXqOWTyBDcg8W5/J5Ptvq3QkYN38kY03025IP9fbT/ABdb6HHbytpUn/XH54v7oerLx6EenB0Xsbcf717o3V+olet0tbi9z+Px9fdevdBpnk0hrj625t9f8Pbb5IHXugpyURDMSNP1/p/T+ntnp3pKvEWlUAFh/aNr/X8e2n+LrY6X2zKtqSvRW4UkaR9L2PuvXuj49f5OGSGAFlDaRcMbD2kdtTdKF+EdDvBJG6KQFHA/33Pv3VuodRptb0gfk8f6/ts8evdBLvjNQ09JKgZSkasxIPBNuB70eB6upp0Qbe2TNbWzNcHWx4+vGri3tP1YGvDpIUSFZFv+Sp/417o4JGOt9CHQ/wCbS44sPr9Pp7Z6304sodbf4H2xJ8XSgHUK9JjKRaQRb/k244/1vdOt9BpmNYLWuCA1rHT7Yb4urA0z0x0NfWxyBBVThfyvkbSef9t79x6eB1CvQzbTrX/bOv1BlOosSS17j2yRQ06r0dLrTtPLYSOKkaeQwgKugsbDn62Pv3Xuje4LK0e8I4VqFjLyADUbEkH6g/7f2wTU9OpXpaVHS2OyUCvCyRSNz/gT9PbUnDq59OmGi6sxO2MrSzZCVGZZUYC4Fub/AEPtnrXQ09g5ygTacVHSuCI4PSAw4Gj205Bx09Gfwjj1U92rNV1dfUKNWg6xfnSQb/T3TpQaEVHDoruGxVJRbgrKqrlBezsFJ+n5/PtpuPVD0WzseFMzuaohicePyn9PPAP19662hAPXHK7rjwu212/TBQGj0yNxdrjkn2yeJp0/Xtp59FjyVPBV5BQoJeWSxP1AJPup6akRHAaZa06ecti63AUUc1O50Sx3Kj6G49pKBmFermR41Z4lqQKgdBS9TUvUtJKGFzc/W319mPhxeHpHn0A5L+/N74suoCvDy6WGPqYEVGkX6hT/ALG/sqddLU6kK2mWa2VvPoY8BFTVlMGOgRiMkn/kftO3xdOHj1lwWcoduZp510jxuSnI9RB+vv3T/Txunds276iNnYrEhCjm4IHH19pzx630lcjRrHHCIVMg41t9bXH5+vvR4Hr3ThtrGU9VkYYnI9TAW+vH55/1/abpwcOhTegTCVvjhlIBXUL/AI4+ntuTy6sOs1Gz5GWXzsAFPpBJ5t+fbfV0+IdDn17lYqGMUxPEhCk/4Hi/tM9Qxr0/0st6Y8SUv3FAxDFNRI/1RGq9/dePXugxwEdZPJKrllMJJe/F7e6db6e9n7vrMHudpfokMo1MfoAG5v7pJlenAQR1cf0d3xgM5suqwUtdEJ5IPCULjhiCLC/tjr3n0FuZ6tp83laytpa2IieV34kUj1G9vbLGrdW6iRdFZKYGSGoVlT6C4/2Pup4dKYwVFD1iXpjOiQoxAUEjV/gD7Sde6E/a/RkUAStys6aE9VrcfS54PvTdb6Ob1WcbszHVVYBHDQ08ZPmIC6yo/Huo6dU1HReu0PlRWU2UqafAztphmZVKyGxIP+HtmX4h1s9Bhh/khvbdGWp8fNVzaZHVNJlaxubEWPtvrw49Ap8w9u75z225ZaWapKSwF9MbsL3S/tlgYxUHz6fSrZanz6pL2qdxYve64qv8rEVoVhIS1j5LEc+zG7WzeyWaAANwI6D23vu0O7zWt0dULZQ/L06tHyu78jtzYNEuJvFOtOpcr6T+nn6eyI5Ap+fQgAAah4dCB8Te1dwZjeFHT5Svk8f3CKyPIb2D2/PttxmvSiMpkL0aL5eChnkoqiAqZDGjO4IuxIH5906d6IhwLcXFhY/4j2yePVDx6xPyD/sT/rW/p78Orpxr1Da5U3HP+9c+2W+I9O9R2Nrf7f8A23tqT4evHqDP+f8AWP8AvXtjz6dh+A/b0yzmwb/gx9pzx6e6Z5yLlTx9D70eHXumedwDYckkn/ih9tdWQ1HTZOeCL/gcf43v7q2FPV+mmRr/AOHJJ/PHtnrfUF5PqVF/9fj21Jx62vxdQ3YH/YXt/j7a6sxoKDrC7alH+H1sbD/efbqLip6TMwODgevUGRtVyw4X9Kn8ke1CA+XRfI1TU/CPLqM8gHqHP40jjn/W9vdInfUcdYHkJsbWAH0P192ABHTZPXgbi50/4cj34gdUYjgesck9uEHP05/3sD3sKfPpgsPLPWBpHa9yRyOOfd6Dpoknj13fSLarm4+p/B49+6rTNeugfUf6H6f8R791rUK06kQuUOk3sSbg/W/ujAHPWyOpyk/W9xcEAe2mBIp15JNLUPDrMpNgfofbFPXpUDqGOnGF/wBJ+v0B/H+x59pnUGo6dRv5dO0LgFeb8/7x7SMOlcb07T06wyFbn6c3H5t/h7TSKK58+liORw6fIGuFP0B+n+29lUq0r0YxMT0+U0upR+GT+n59oJFx9vRhA9DnpQU8moBr/ixHssmSgp0cwsVPT3TMSf8AFf8AH6/6/tJ0YA1FenqBrgH6cn/Ye0zAg56906I2nm1wRe1r3tzYe/dOqajqSrAnUPpblhxz/S/tg8er9GE+Lm732N3NiM5T7awW8aupo6iip8BuZY3w9Q0iaGEvl41H6A+7pPFCwM0SyrnB/wBXl0mubaW7jMMMzW7fxpg/Z1bJsH4T7b782x8h6qlpKDqjfO09r5DsfE7EwOdpshUVRWneqqY4MdSkF6WQ3OkCy/n2dbBypLzLLeeCfCNrF42kGrMP4V9cZoOgvzPzsnKEO2Rzqbhb6cW7SMKKlR8THyJOKnieqJ8fmZ3plSpRY54JqmlnVf0iSmqXhZR/j6fYZu4vBkMdSR5etKAivQ7K5qMjy/P/ACdOf36SXCMLjmxP9faQCgz1utc9YnkUgeq/Bv8AX6e2zx6uOHTfOyH6EEfUW/r78MnpqZgFoemGYAsy3upF/wDX9roeHRXIAxqemKqUWP8Arn/evp7M4CaU6KbkAj59Juoj1Arbi9/x9L+zGF6Z6JJkXJ6TtZADewsCeCf7P+Ps2ikBFeii4jJwB0nKunVrhlH4txf6/n2ZW81OiiaEGop0lq3HgX9N734+v+8eziG4oRQ56IZ7bJx0k63Fckqlj/rf8R7OYLupoeiSezwek1U490a9mFr6b3I5/wB69mcdwrAgnolmtHVum99UQIZTe/8AsOfatArrUdIyCuD1jaT/AGoC31+v+x9uhQOmyTXrqOfxOJEJDAixX8gckH/D35kDihGOvK5Q1H+odDF1j2BurZe79r712NuXJbR3ttDLUub23uTD1DUuRxlbSyCQReVOTDJbTKh4YcEeyC5SWwLzRDBrXy+xl9GXyPQo2e+Sf/FpUDxuNLK2VIPEEenWz31X8uuhP5hseNoe+uttq7H+VOJwMVDDl6SuTAbc73WjgEX8K3ZWqyREVJXySI/JYmx9x3v19NfXdUiXsAKyRdhlcZpMP4v6XA9SDy9y/DsdjqsbmSe2ZiHilrIbVTXMB4lOA0VwOi/93/ymaDL7g2f2dtXacOy9g5DPRR9xdf7WyVRuLE7Vhilv9/gaXySXgk+rCPgeyifnzmQW0l1IhkKjRHIoBkibgdZAqQPI8OjmPk7lu4uEsvE7n7ykhKpOOPbXAPqOPRzelvjLiNhS1/Y/XFLPtfYfSMMk+1cr2PNT7b23kcnNCXbKVVJkwGyRQErAkRFuB9fZJY7VvO62L77MsdQdckszBKU4UQ5djxoOjfc902exuouW4WkUygRx29upkIr8QLr/AGYBxU+XVefyE3tku194Vu4clWHIrFNUhq2JWhpcnVuxWeugpj+lCP0f4Ae4zvb5pL15WbWzHLDzAPHqWbDbEtttS1AKCmEOdPyJ6I3vDb4bysBY3JDaebexdsm46SFr0A9+2vWCadFo3JhmTyEox03udNr88H3Km031aVOOol3bbzG5B6BTMURQuoX1XBU/739PY9s59XcOo8v7cqej5fEfa9Hn8bXUYCed42W5AuSRzb3j/wC7t7dQbhEIz21r1kN7PWFrPtsrOoJpT/ZHQf8AfXxeyaZetyLRyS0sjvIQV40nm49iPkP3SitrdLCYeHIuB8+g17ge00txcvfw98T1J+XRN6vruq2ZSZGeiorHxvd1WxA/J49zVFzLDvs8KTyefCvUHTcrzbFDNJBH5HPRNFo55N3VFfVAswneyvcgXb6c+5zaeOPZltrfhTj1AqwSSb41xc8dRoD0ajrXEZOfPYzIw+iNJ4rBeLnUCAAPcP8ANd9bR7fNaycaHqY+U7C6l3OK6iwKj/D1e5jv43L0zGn28zgUIDGzcgR/094CXP0w5mLf6H4vH5166EWwuf6pjzkMXD8uq19y00i1dYsiMjGR/qPodR95K7XKnhRlTig6xf3WORZ5PE9T0EWUiMbt6bLdrn+t/Y3szqz9lOgNeqVkLE9JWeVSSD6QP+KX+vs2CmvRRM1SFHn1iVw1ih1fTj8/6/uxBGD0wCVOOnCF7OLn8XFza35vz7Zdaig6WKWoG6VNBkdIF2A0ixP9b/Q+ye5tixIp0a2t34YCnpQw5EswJI02+o/r/sPZU9ooJ6Mo7lWNOn6GdtIAbj6j6/n2WvGAejGF69nl1mZCy67E3HPH+H1HugIBz0841rTpPVNObl7ElSb/ANCP6W9mkDigA6KpYgwNekjkqUevj0ubrx+bfT2d20pqB0HrlG0kDpCVtKxZtKXIuLW/HsQW01BnohuIm156g0+mOTQTa4/HHtVLR06YAKgdK3HyabWuW/2P1+vsluFqvRvAaNU9Cpt+S4ja4/H5t/j7B+4Rmp6Fu3tVR0ZLqhTUbiovppEqXP8ArH3FvOR0bZIF9D1KPJyl90jB6Mx3XuWDHUOPpl0O5jiAXjV9PqB7inkLapLqeWatBXPUpc+7mlvBHEozQdB7SVE9ftuKSVCEKEqCPyPYlniitt0Maca8eg3FJJdbUGk4eXSLmg4vpsbG/wCb/wBePZ7HK3l0H5ItK46bmCg82PH1I/x9qs9MFSOPUGR11Gx/J/1h/T26FJHTRcA0PUqJtaKF549tsKHqykeXXGSXxW4/31/flXUeqO2kdMldIGLm4JIv9f8AC1rezK2Rga9F1zICuekJlbBSxPKgm1+Lj6H2f2Yq3QfuiAtR0GOVqidQ1WF+Of8AY39i6yiHHoK3s3EdJRqo3IBGk2v/AMSfZx4fRIXNaHpwpmuV+huv4/FvaeQCh6UQtUjpW49yEFrH1f70P6+yS6A8SvR5bnA6EfDSBfGb82ubn6fi1vYZvVBr0IbFgtD59DRtmqfWhH5I/wAfYC3SKoPQ52yY9vp0YzbFUBpDWtYWF7/T3GG7xGp6kra5VKgHPQwY+Ytpt9Dx6b/S39fYKuY8Hy6GNqwpRfPp9+1EqkqCf6n/AIj2XCTTjpf4RK9YlxxkaxBB/oRYe3DcaRUGh6b+lDeXWcYqwFwfre9vx/h7b+rqePTotBqrTqDV45UuSoNhf6f7z7URXTY9Ok1xbA1B6QeaoRHG7EckMVsPpcfQ+xBYzszdB29gCDGOgVy2Er8vUCCihkkJYqFRGPN/8PY8s9wtrOLxbhgtB0B72xubuTwoFLV6d8b8c9wV6/fZJDTU50yHWNBsRe/P9PaS59z9tgPgQHU3lT16VW3tnuFzSe47F+fQjYrqbZG36dZMvk6cSj6qzpcW59he75z5g3N9FlExH2dCW25P5f25dd3KtR8+hQwnUeyNz0E0uJq4i+k6GUqTqt/h7CO4c6cw7RdAXiHj0JrDk/YN1tybVhWn8+i1dnbDyOyppSLtAHOlxzdR/T3KvKfMdvvyqCO7z+3qMea+XrnZCzA1Xy6AuXPlY/8AOG9iOT+R7kFdu1PWnQEfcwoyekpVbnkLG0gsGIIvwP6eziHaAUqR0US7oxc0OOmufcv1Hk/B5/3se1cW1GuB0kk3RqUr0w1247xmzjV6uL/X2Y222EHh0guNzqK16DbLZQzOzBwGP+39iiys6ACnDoL3l6WY0NOkdPkWM0Pr580Yvf8AAYez2O2GginkeiaWY6lNc6h1/9XXm0L/AE/3v30O6knrgyEX5B+n0/PurfD1sceuwh4+gH5Htk1GD04DUV6zAcD8C+n3UdeAp1JUgKAebC3+uT9D731vrPEOFP8AiR/vfv3Xup8X4/1v+J90PHr3Ton0/wBj/wAR7117p2guPz+QRz9Affutjj05RkKSCeSOeP8AH8+9np0cSOpUYs1hYfm5/H+t7YIIx1fqWHsLMDqB/wACOfxb3rr3XDXe+q5v/rD/AHr3vr3Xfk4sFItwD+PbEg7q+vWj1zaQn1KfoLNq5Fj/AE9tcetwmr16hySfUKTe/wBfoLf0A9+6U9RHk0/Um35+v590frY6iPKxP14BJFv8Pp7a691gaQADWeef0/4fjj37r3WNJ7my34Ycn+n9PdH60esvl1Aix1A/Unjn3Xp6nl1mR7fW/IuD/S3vdRTr3U6JjcAmxPI/1v6k+2ZOPWx1PuGVSQQAQt/yR9CR7p1v7esy8EBRz9ffjwz14ccdZDf8/nn/AG/tKeJ6UVJGeve9db69a4PI4/r+f9b3V/h691heQA+lSR7Z631wMhB5PHPA+vP05/w9+62OPWNpebXNz+T+PbZ6v1gacC/JJHHHH596631iaoH15HP1+vv3XusDVFv03P8Arkj2w3HrfXE1A4vcH/b3916cHWGSoUD6sb/6/wCPbb8OtjrhDIZXsD9SBY/Qc2Ptvr3Q07Jwf3csLMg+ot9Te/Nj7qy6ut9HB2lteEQx6olJspHFrf1/r7YOMdOIK8ehDbAU/jPoS1rD/W916d6D/c+1YTTzFUU3RiOP+Ne09Ot9Es7Gwgp3nRQBYMR/gR/Q+9Dr3QBJUn9BuAhI55/T/r/n3putrx6yfcD+p/5JHunTnXZqARcXA+n0vz7qwqKde6xGo/x4/wBax/249s9b64ioKnUrH63tb/ivvX29PRefU2LJSoR6jxe39Lk/0HtKePV+sxzMn6fVc3N+Pz+ffuvdQJ8lLJqFzz+Tb8ce0549b6YpnklDeRtV+R72OnU4dRGUAXsCCLW/obcH20ePXuo5TW4VRZjwCR/j7117pe7bwxDRvoANwSb3/wBf3R+HWx0Ybb+N0xx8Xaw4+g4H5Ptrqymh6EOmV41unBAv9OSLcjT7ak4jpxjTrlUVTAn1GxFjfSOBzx7a690G+5qwaGFzdgdJFvz9PdHGK9e6BisqG8p9Q/2P14/qPbXSlcoB1Kow7sl+dQB+vHtuX4a9XPS6xUCaluOT9eB7YHDqvSlmKKmhR9Ob/wBP9f3Tz6uvnT06RuVbVq45Fz+Pe+nBUCh6CjcEtlkWxDHV/Tj/AFj70aUJPW+gVzchQOtzqbm/9f6i/tjq3QfyDU7D63J/Vz/j7YkArXp6P4enfG0wklQgDjgk/k359t9X6EzD0mh09K3Nh/re6P8AD14dDVgKZgieoEfS3+249snq69L+BSF0j6Dgj/WHurdX6w1ca6Lmx5J+nuvXug1z8YZP9v8Ai/09tv5Hr3QU5JSz8AH8G/0/r7Z6d6Ty0939I4uPrxe/+Puknl1sdKbFwaGRkUhwQVP+N/6+2uvdGS2RmnhWJJCVddP+ANiD7YkFG6fj+HowuO3MPGA8gPA+lvp/h9fbfn1frrJ7qRIWs+n0k/Xkf7f3Tr3RZ9/7qkqfNFExEIuSR/aP9B79xx1ZeOei3VYkqagyyf1Okf7Djj2m6c65QQqHXizah/rH/Ye9H4T17paUUfpA/qP9tb+g9p+rKQDU9PCxH/AgC9vp9Pr7pJTT09H8PTHlIQytYDjkEn63HI9sdW6C7M0r6X1WUnUV1fqK/QH2w3xHrfSIVJI5ubCxuP8AW9+HTyfCOhS2tU6DETcXIBta1/xwfbJ49ePHoxW25fJ4yt9Qt/sbfQe9EA4PWujW9fbgqMbNT83F04+gBHHtkihp07GePRvsXu95fty1T408d/qLccXtx/vXvRA6v02Z7LUGTyVOJasOwZQtm+p+n09peHWup2e2/PUUSyF3NOYrrzxbTwD/ALD21Jx6egFX6Ip2NjENbVxIoJQsAQCb2906Ufh/Pol+dof4XlKmecsPIXAB/Fzb8/j203Hqh6APM4iCLJ1GSeZdMhLAah/W9h7r1odAJu+Ouqq0tSIzxaivAvx/Xj2yePSjqEmCix9ElfWD94ENpY88C97e9Hh1v5dYayrky8UMQ5huEGofQfT2kp59eR9OD0j9x4BKARshDeSxNgDzb6W92WUxn7emL2ziuIwQKNXplEMkcas0bKmkBSRYH2076zXp6OCSNQxwB0qsTlataZ6ek1gAWLC59p349KdYY6l6iUqS1+QEMmrW0nJ5/r+Peunqk8eldk74aOGKJWLG3A/N/bLfF1bpf4Fqd8NLNkYTqeNirMtudJt9fdDUig690lcHUT0mc+6iBeFJbj8jTfgA+05FDTpxeHRiI8XHuYR1kLhGRF1i9r8c+6P8PVupNLt5aYvY3IU3N/6fQn2z1vpZ7PgvWLHImpVe1xxx9faZzRun1+EdCtmKpBCkMCkjSAQRcD3TierdZ9o4KirGdp1EZlJB+g4PB91630lOytmQbcpZ8hRShWnVihvyxPN+Pem+E9Ogileg46a3nmcLl6lZqmoQGQ29bhQAeOL+03XujOHu7c9AztSzzsgJAILWIH0+ntl/i630JGy/kZu+oHhdpSAwvcMTx/r+69Kk+EdCRN3xul3WGCKRmOkcKSefyfaZviPXujD9VZPeu+GibJiSmx6EM5csoKD9X191690oe6+0YMDh/wC6uGnGpY2indH5LWsbke6kU6fFCKjoh8871LvUSvreRyxJJJuT+fbUpPDrR6e9n5FcduGhqnayrURX4+nquAT7Z690e7srHz7w6+jqsVAtU60guEUMb+OxHp9tNx6cRfPqlmu6ryQ7P8suPdJDWaj+0QAdfN/bb100HVyPPoy2d2FmMjSR4mGmkJaJVUFWtyLC3tN1Xj0q+hehd5bZ3SmVq6eaCkjkEpk0sFte/wCo+6ScB0qjKkUHEdCN8g8/93kYaDzeU06rGedQuvH0PtvpzotlvTyeR/xP49tPx6qePWNrW5+nvQ6snHqG5sCeLD6+2W+I9O9RHPqv+DyPbbglcdeIr1CqD9eef+IPtP07EcFemOpNyR/Rv9vx7Zf4unh0yVDX1MRfmw/Fh7r17pnnYauPwP8AfD2z5nq68Omqofk824H+wP4PvxyOrdNMj8NY883P+w9p+t9QHfT/AK1r3/pz7bkHn1sDz6iM3JF/6kf4D3VBXJ60zVyesEsltPHpbhQPrf8AJb2+FLcOi+ZwTQdN08vqCXu4P1+gH9falEoOi+VjU/s6xX/P1F7ljf6/T6e9kdJ+uDEE3/Fve/hx1onNB1hd1DWYn/WH9P8AG3u6gnh0wzANU56xkljzYc8W/p+PdvDI6YeT5ddPe31/P9P97PuwQUz0yXbrtbggtY88/k88e/FRTHWtbcOuRYE8cW/2/trr3WQaja/14sfz/sT7904hqOpMchIKt+pSdJH0Iv7qR5jrZFc9TBdRfVyPpbn/AF+PbGnFD1fxDUHyHU2Fr/61v9759p5gAwHSqNgR9vTnC9ip/re3+H49opFoen1Ppx6dYpLOoa5v9B+D/r+2HGpeHS1TVajp8pnJA5NhewP49lk6UOry6XwP8+nilkswDE2FgLf4nm/tBKtM9L4zkdKOlcXsL/7H2WzrU16OImqB0/QSfpAuG4BP9f8AX9lz4NOjWE1Xp6gk5tfjni3F/wDW9pZBQ9Onp0ikPH1JB/r/AIc+69PdTFb6WHBvx+P9j7YPHq3Ql9NjKt3L1XTYRqRMzmt5YjbuK/iGk49shmKoU9PHWa+AjE2Lfj2qsrK53Kf6C1prkpSvrUD/AAkdNXFxHZ2st5OKxwoztTjpUVP246vJ+SXUXYnxt3ftr5hdKUtdt+bDVrdV94bYjyWRr62iy+Uxr088tVjpvT/CqpGeSKS2gXHPsXbzs29csxR8y7cPp44WEMyqTrSUqR3jzRxkVx1Hewcw7Dzj43JO7MLmWdTcwSMqiOSFWBojf79jNAaZx1QJuWIQbm3LJFB9vTVedyFZDABxTmslNS6C30Gpyfcf3UonlD0zQV+fUnxqsMSxt+AUH5Y6TsjsguGsBa5H5P8AT3WNNZx59JZZKGq46wJkpk5ubAgc88e3Ws4yMcemTeSIQOuzlFOrUQL/AOtx/X34WLKKjPVTeBz3dRjVKw9Okn8sT/vAHtwQMuT0w9wpag4dNtTKCCotck2/pyfayJaZ6QSsCxJ6ZJ2H6RYm/wBfx/re1cYIIPRVIwp0zzx6rg/U3/1rj2ZRNSg9ei6VdRqOmSqT06rAFePpz7WRsdQ6Lp0GQemWeEEEm2k31EfXn2YxygHPHoqljBBA6YamlP6xYni/9Tf6ezOKQHgeimSAVx0w1NGrh9IF+SwP/Ee10VwyY6LZrUM1T0najGk3KoOR9G+n9Pz7NI7rHHopmsxU9MM+Ntq08E/g3tf+l/ZhFdFvi6KpbQrkdNUkUkNwwIsP7PtYrhhVekbKQKHp724G+78iXXkcnj8/j2i3Ohi0twz0t2f+1r8+jbbDrtRpA5ljnhZZKephdoKuncHiSmqE9SN/tSm/uGd+jaAtLbmhr+R+0dTlyteEEI3Vl/TvyE702LFJFtLtLP0lPXUIx1VSZNzmKeeiK6PFJHXMwJtxqIv7ih95v9vuZWtzpMo0sa4IPyNR1MI2raN2t4/3hAJPCIZT8JU+oI8vl0KWb3pv/stIBv3eme3HTU4VafEzVctLgYtP0BwsTeA2/qV9k9zuV/d1W4lZlx21IXHy4V6N7KysNvJawhSNmNS9AXz/AEzkD5dILceOSGDRoVEVNMaAWCj/AFIA+g/pb2XCmo9L6nj0X3cuPVkkJUG1x/X8cezHbbho5Ao6I94tw6ah0XDdGJRtVlA+t/6G34PuUNovWFAeon3ix1FqgdF13LiNLyFQBpJ4/Fv8Pcn7Te6wAeor3ix06qefQpfHDtdet91QJWtoopplViTwvqsfr7CvuRyrLv23fV2g/UjyB0KvbLm2Ll7cvpNwOmKTFf8AKerqKWl2X3PtYzUFZSSVc9LcLrTUGZOBb/X94xSrc2tzpkUxzRnFccOsp0Ntd29YiJYJPMZ4/wCXqtHubpPcm3qrJ0UeMaoo5zKEdImZdPIBBA9y7ylzfaSPGt2/hzR0446hnnHky8CytYoJI5AeHl8uiYYv4n5LOT1ld/D5Y5GkZlUxODyb/wBPc03fvLa7fElqJQwoPTqDrL2XvNwlacxENUnI6M/1N8Ya3Bz0tXmFaGkppFkOsEelDc31e4n5y914dwieGxqXcUr1LnJXtHNt8qXG49qIa/s6tW2rnNmVuyztCkanlqEpzAR6C2rTp9wFMsupnl1KWOoE+vy6yDUxlR4NCqilAfIeo6I9270VLFLVVtHTaRJrkAVTYkkkWsPci8r87yWpS0vzWlKH5dRnzZyRFear2wHxcR1X9vPbFfhqiWOrgePQWvdSAQD9efeRGx7tbbhGrxEGvoescuYNpnsXZJlKkHz6CCrjYMWH6QTx+eeAD7GUTA4PQKlTSSwz1BiJSRSPoSLj+n+t7UOKjplmAwep4lsxH1HFj9f8Tc+0xXqyyMMeXU+CQqwufSSLAc2/1/bcigrXpSjGleHSiopyXC82I/4m1z7Kp4wASPPowgk4A9LWhchUvZvxc8g2+o9kN0oGOhDCxqKdKaKEslwPSV55PHsqdwCA3RmEOmpFeoctAzLZRe59Nwfr7ejmIzXHSeS37KgZPWSk66z+4BagopXS5YsEYi/+HHus/NG3baB9TIAR8+rQ8rbhua1t4zj5dNWe6W3bjaWSpegmZUGpmWNyB/gePavbufNkuZfBWUVPDPSLceQ98tYvHeI0HHHQCZKhmoagxVEbRyRsQy2sbg2t7ka1uFmjBQghuB6ju4gktpSkooD8unCgfS4BuLkG355HtNOmCOnoW4HoTsFKf27EBbj6/wBfp+fYT3GPsJ6FW3ONdB0bjpOAS5hJLXZLsP6cD/D3C3Pknh2BU+fUz8hxeJfK3GnUTuPcFbUbyoaCQMYhPGoXn9Ie3tRyPtsMWwSXK0rSv8uk/PG5yyb3HaGrCtOhnljFLtegAjKBolvxyboPYER2l3aRia0J6G8iCDaIxSlQOg8mcWa3+PP9L/j2Jo1OroNzEBKnz6Y6lhY/ReB9Lf7x7XoGGG6LmOOPTKzM7kK3N/8AD/efa0Ciio6L3LE5NenCFZVIAubcm1rAfU+070J6UxnsBPHrjVuGDFeNINvwb/63vcI7qHr0x7BXpI1tSYx+QT+fr7OreOp1dEVw+hmJ6QuYrtKMxNxY8cexDY27FsdB+8ukz0FOUqw+tgeC3HPsY2sOiijoH3M2pzIOk2khZzqPFybfT6/63s3aOg8uitJQzZ9elBRSBlHNioJv9Lj2VyJRiOjGMioI6WGOYsQq/wC3B/2/sjuwKA9Hdo1RXoRsSrkgDmygfj6/19he8pU9COyNadDFgH8Yj/qCBcfm49gncRXV0NNv7QK9DfgK5olj9QuLXPsA7lbh69DnbbgIR0NODyiEKHPpNh9efp7Am42hBOnoc7fdrj06EqiqKd4xZuTb6t/X/Y+wtPG6tSnQogliYcenUMisLFW+h+v1vx7RnWykcD0qqp4dSDPGFIU8n8cWB/PtoIxNT16tMnpkqpUIa4HH0N/949mMUZCmvHpDM2o9JCqpHyc8VJACxkfTYC5Go29nEM4toTLKaBc9E08BuLjwYhU9C5j9vbV62wMm48+IPPFEZfHLpuSBqBs359g263PduaNwXadtqVY0qPt+XQuttu2vlexO57lpqBXP7fPqvLu35xVEtbV4jbSpFSUxlRTABcBeADp95L8hewEUcCXu61MjAcescuevfeRpnstqACLUY6ra3D8vNx5bci0dTW1CReYa/wBxlW17EEX95S7Z7K7ZabYbmKMEkenWM+6e8W5Xe5i3lcjOc9HO61+YGP23iIYIsj/lOhNSmUW+n5ufcFc1eyV1ul6ztF21OadTVyx7zW+1WYUS91PXocl7sh7hwtSgkWR442s3F72ve49x8eQ35IvkJBGeh4vPEfOdgUJBIr0U/O5SSgramjv+h35/2P8Aj7mTb7VJrdZl86dRFf3BhmeL0J6QVZndEjes+qwP0/2/sRW+3gp0Hbi/KGg6ZJM2STdzbkcWv/r+zFNv8j0ge/YnHn02VOWLLYMSCeDxxx+fauGyCNUZPSSW6dhQnpPS1zkMS9zzYfnn+vsxSDzA6QvP6Z6bHdnYMxF1dHX/AF1bV7VKgA/IjpIzsWqeNR1//9bXtKf0P+399DupK64epePpf/W96IqOvDroA8/Qnj6EfX/D3STyPTtajrKi8FjwRwAfr/r+2R1rrMOQePpYn8g2FgLe99b6zxrYgXvwT/t/x7917pwjBFgf9Tf3Q8evdOUfLAfTg/739feuvdOcTcf69gLfi39ffurKAc16clBsrE8n6/4+99Oj16zg2uVFvyeb2tyOPbT8etjqSJSqgCzcDkf8b90631jLmx0i3555uffuvddBja7GxPHH+9e2JK6uqmvXZJb6nj8AfS3+Ptvp6MjgOsLsoNuBa9yR9QPfunem6Z7g2/STbk8m/wCbe6SdbHUXUVvbkkcD/ifbXXusLsDyDd+D/T/Y2Pv3W+uKyMOCATfj/A/n3R+tMKdZla51DTb6MD+D/U+69O9SEP4/wuD72RTr3U2NyfSbc/T+twfoPbUnHrY6c0bhfpYixv8AVTaw9t9e6kKwYi/Bvx791Ycesp/H+t/vHtKfiPTqk108euiQOT9Peur9YWcm39lT9eCf9591f4evdRnf+h4H55v7Z631GMoueR+bEXv/ALf37rY49YZH4uTz/qef9vf3RuFOr9RnmH9baRbgnm3+I91631GNSLcFTze1/wDeb+/de6itVAm31t9L/wDFfbDcet9YjUA3GoD/AGJ4P+HuvVweoz1K2+t7X+p+n+v7bfh1YdOuJmR54uBywH1/N+OPbfXujbdZRwu0RYC9xax/wt7117o4GHRUpkEYsxA1E/QC3tO1Ca9OJq4Dp5NwbC5X/Xsfpzx7r09015eNGpXv/qHJBt/qb29sHiet9Ea7VeIz1JW1hqH1H9eb+9de6J1PUA1dQvFhI9h/Tnn6e6sKjrYOevCRD/aA/wBf3Tpzrl5Utw9vrfnj3o5FOvde1/7V/vPtjrfXWu39o/7Ak/717905GaGnr1zuLXJ5P5J9pmFGI6dpTHXYYc+oDj/b/wCHuvXusTuLAD6/Q2/p/X2nPHrfWBrBSf6CwBHBP9Pex06nDrDfWmm1iD/vgB7aYU62elDh8U00ill1G9gQPpf8n3rrXQ37ewZPjAUfRQSLc/1PttzinWx0N2IxGlFBB0i30HH0/PHtvq6Cp6FzYnVec7Bq5afElaPH0pByOVnW8USX5jg/q3+A9tyjz6cPQnZ/44YfHQvGa2qqfAodqryWea31RQfpz9L+2etdE77S6zy+BiqK+k1vQxlz4JfVOsang3/PHukgxXrw+IHoqU8jSVN9P5N1PDC3BBB/PtrpWK1r5Hp5x9QYiARpPAQc3I9tv3DT/PrfQg4uQgBj/a5/1h9bj2wOq9P8gvExBvqB/B/H+PvVPPq6mh6RmUuitb9R/B/4j3rp3oKs+5KMGNuWP4+v9Pfvl17oD86+pn5t9bC/9ORb2n630kUGthx9Tzb21IMdPoajpY4Wke6kLwLXuPoAfx7Z6v0JuJprzJ6TyQL2t9PrYH3R/h68OhaxT00SqhnhRrfRnGoc2sR7Z6cAp0uoYbqjKdQKjkWP44uB/X3Vut9RaxCy8fUG5X/C3491630HWdiIRjz/AF+nujjFevDoLa2ElixUjm39eP8AW9s9OA16bUo7uAFb63t9NVxzf2058urDpXYrHENHfVa44/3r2317oYcTRKsSWU6uLH8/S3tiT4uno+HSrgNZCAI2svHB/p/X/X906c6bcnNWTgqzG1gPyPr/AF/w9t9e6C7N0RZXaQNxf/b/AIPvXy62BU06DCph0yNZSeeeL/n8e2GFDTpzh1ghVlb6W5+pH1Hup4HrfSrxx1aRa4BsSOePz7T9eIJwOlKsJazfgf0/I/ofbchxTpSo09vTZkYlChljDn+1f6Wt9dP+HtnrfQVZqN2drlmtf68WW30H+HthuPW+g/nj0zHi1j9AOP8AYe/dPL8I6V2BmCsvNrFbAGx4Nwb+2mGevHj0YjaNSJDFzY+kfq/3n3Q1Ix1rozW1HHoJK+kg/X6n8e2jg06cQ5p0M6V8wp00S6To/B5/1vdX+E9OHpgpq+o/jVGzytxNGpDMebt9fabrXR4a6Nf7jwVTWA+2F3/1k5HtqTiOnIfir1XxvCeCXLSlVDxiR/JpNz9b+6dKM+fRbOxtrUmb1vjVvIlyyLyb25B90enWj1XZ27QbmwlSIYlmESsTYBrEA2t7b61wz0EtJvI0SCCuitLblmXm/wBPz7aYZ6UalpVjTrCKmv3JVrT04eWByCVHqsCfwB7qa0oevHFR08VFLDip6egn/ac6RZrCxNvrf2kqNWny9etLSor04ZLaT1cUNb5Q8CWa1wbj6+9OAV6WCo6aqvG0eRSOiQKhSytYAWP0PtnrwqRR89Pi7TpdtYx6tpElZ0Jtxxfn6e2n49VoAe0U6QeNraRK+WoI0kMbDjnn8e9dOqSRU9CHjY6DOTq9UhULYrqt/ZN739st8XV+lfnq7Fy4xcZRxhXRdJZQL+n6XI96690icGiU7mKQfVuGP+J9p3NWr04vCnQ7YzzUVAr0wK+QAcf4j205xTqw6UdHT5FaUzyAsr/Q2/Htrr2fPpU4OSSmiecJpN7A25t+T7ZlpUU6VAggU6FHApS5OkbysvmIJ/xuD7a690pKPGGlMUUXALXJB5A/qD7p1vpM71xNfuOqo8WhZ49SJYc8XtyPdXPb04GrjoynW/xMosjioslUQGMrGJJZCtr8XJPtP175dLcdPdcY+f7KqnhMielhdeCvBHPtp+NerDpa7Z626oxs5aSaAK3+1Jb6/wBfdOGelERop6VVVherMZUCphandU5t6TfT9PaUmpJ6t0353umjw2Nkxe2Y0gDIY9UYAP0t+B711rormYzFXl62SsrJXmmd2a7FmHJ/N/dQenkGOmcyHn9JYm5t+P8AW9tuoPd6dWPXSyMjq6tZlNwRx9Df2x1Xo2PTveceBiGCzpWajkXxWk9Srfg2v7aY1PTsfDodMVs7rTeefhzkD0cMkkiyFSYxyTc+6N8J6vnz6HafqLZ8zwZCGpokWBVvdowCF5ve/tN1rpG9t9lbN2XtObF4o0rZLwtH5ITGGDWt9R/j7pJwr09COJ6qb3Hl5s7lKmtndm8krstze2o3Ptrp/ph1XBH+P19tPx6qePWN2shX+pv/ALb3XraGjV6gScgX4B/H15vx7ZJqa9PdRWtq54/A91JoK9e6g1DX1E3Btx/jb/H2lHTsakZ9emKoa1/zcnn+nHtp/i6e6Y6thYj0m5FrfX3Xr3TRMbAn/DgDi/Htk8erKfLpknbUfrxbkk/X37q/Ta5/F/635/3v2weJ6302SPa5Bvx/X6n3Rl1Y62DTqMG0epr3Jv8A7E/UD3YAk0Xy6TTSADSOocstiWP1INlv/j7UoKUXotZ6Y6g3AGrks1ywNza30F/bvy6Su1SR10ZCR+B+dP0/w4Pv3TfWKWUgALpFxYm3PtxEByw6TSsxGOHWAEKFIuWPB/oP8fbp49vDpGXpg8eu9ZHAIB/H9feutFieuOp1Jb6kkXv9CP8AAe/dNs2kVPXNJL/qGm/I/wAffuqrIGNKU65NYAW/r/t/6+9MA3Teoh69Z1txZrgjk3/Tb2yRQ06VKww3XK5DA/0+ht+B9Offungaio6cFYHhuLi4tzxbm49s5DdNg+Rx1LpzyOSBY/7YfS/tibzJ6VwGop6dOUZawuB+fp/r+0MnDpUDQ9OcbDSljyAD/iR/j7THGOlUTfh6eKdrFXv+bEE8f6/tFOnbTpZC1Gp09wtY/T+ljf629lsgx9nRiDwPSgp3ugI+v55+nN7ey+QUNejKBsV6f6aQGxQn6C5P1NvoB7LJ0oeji3bAPT3FJbmw/wBa/wBPaGSta9Lq16dKdr35/A/PHP8AZ906e6cYXBI+hHIsPoP8be056t0u9qx1NPubZuYogxrsLu/A5jGAExocjQVglpRPIP0x6ram4sPauxu5rG5FzbgFxwB+3/P03OgltpYG+GRGRv8ASsKN9pp5dXsZ35n7mG+OythfKaaHIU3c219s40bh6slgy+CxUcVHHTYuky2OpQ5LKNHnqBYg3ufYgvOZ9w3S8v4+ZrnT9VGocRkaSEHYKeZAGSM9ArbOS9t23bNtm5NttZsJHZPGw4DE+IQTwBJNFOOqgu9+vYdndibw2/TVEdbRif7zHZCJf256aqUPTOh/ppIv/jf2CpEELBahgPMenQ/ST6pNZXSWqKHyI9T9vRXqhZIw0M/+ciYrwf1WNgfaiHSxquBx6L31A6W4jppqGspH4t/rc/09r41ByekUhJfpkqG0pqFySbWBPH9Tf2pRatQ9FFw5qadNr1jRkgOeASTc2/1vaxLdHFSOi955FINeoxy97qxJ+ouB7ubMVqMdNG9JahPXmr4mHD2/1x78tsw49U+oUihOOozVKn1DkAEC31/1yfb4iIINemvFXqDI40sWI9XGn6kfnn2+FOOkcrqWPTW4uGFrhr/Xi3+39qxUU+XRc4DdNzRoB+T+NP19qw+k6l6RvCCem2qprkECxAPtdFKpXPSGWM1x1AOOln402a9hxcH259QkZ49JfpnkqFHXGXbczqPQWFuePpcc+3BuserJ6q+0ysDjphq9s1C39At/rf09roN2jPA9Fc+zS+nXHDYZo5xrjKjWCpt9CD7cvr8PHUHPVNu2+SOShXz6MXs+iZXhZeQtvqPUPcYb5cghqYJ49SlsVsystOjdbJlKiESXGlha9/zb6+4b3cDxiUOD1NmzswgKt59Go21PE0MJchiBb/WAPNvZU3Eaa46OV+PrPu2Lyw+VACoX8Wv9Pr7ZJo1T090XLcakRyC39f8AD6D/AB9qbM/rAVp0h3HEFegEz8IYPf8AIv8Ai97+x5tr0p8uo33ZNVc9AluHGLKJBo1NyQfz/tvY/wBtumjIFeo63W01Kx6AjN4+SCZnS6NGSVZbqQw5+vuRNvuBItOII889RvuVu0R1pg16XnW3yH3r1jWQfZ5CdqaNl1RPI5HpP0+vsh5j9uNk5kjMujRL5EY/PoRcte5u98ssIi2uH+E5A6sA2l869pblp4aXeNDDNJ41R5JEX6j63Zh7gzefZ/mOwYvZkSpXHr+3qd9k95uV78Kl2DEx414V6FmP5N9IQURmoYKOOUjVp/bvc8+wkeQeag+j6Yk+pz0L29wOUvD8T6lfsFAei89o/KygzNNLjdtRx08bgrriCqTfj6j2M+Xvay9Ey3O7ZAzp6A3MnurYG3a12c5ONXy6ArZHbue29mo8l91IUkmV5FZ2IYar+xrv3JlhuFkYI0oy/CR0Bdh54v8AbL76lnLKxyDw6ta637M2h2xgaajrXhXJeNUJYrqLfT8+8dN22e82O7NvfKQB8Lev59ZJbPvFjvtoLuzYZ+JfMfl0E/fvQGOyePkkoYkNQ0blXRQQ11uOR7O+Vuarzl28VncmA08+HRDzZyjY8w2TFUCyqDmnHqobsLYuV2hXT09TTSLGHKhipsf8R7yx5b5hs96tlkhYEkdYicycvXuxzuk6kKPOnQWFGUE6TwOODzb2L9Qx6noIFDx8ustMn7mrSwBF7H8f6/tuUimn06ugrRR0+wQkm4Bb6WNuBf8Aw9oZZAop0uVSeHn0600beVQRa39P9f2jmcaKdKIUJfBpTpWU8+ggE2tax/3j2UTxl+HR3FLQBRinS1xdWrqsdvr+bf7zb2HruJlOr06PbO4LVDDoZ+vNmHdeZp6YqTCzoZPTwADc+wLzNvq7RYPKDRvLobcs7H++L1IyMVzjo1O8NybM6cxcFKsVMa7xKCLISTb8j3EOybVvvO1001W0V6l/fd22Lki1S3oNVPl1J6o7O2t2dNJhKqkpnNSCi3RCTq4FuOPdObuU915UAvYnI0n59Oco82bRzUWs5kB1A+nRJflp1NTbM3K9ZQRLDT1TmQLpsvJ1WFvc+ezfN029bWbS6erx9QJ7x8nw7NuQuLcUjkNRTy6JxSJ+6CPrq/P5H59zZK2K9Qigz0usXN45AL2/P1+vsgu4y4NPPo9tJDGwI8ujtfHWaP72apmAMccbkn6gWH9fcB+56MIFjT4iR1PPti0azmWXIoegx7b3TQ13ZVPBRsrNHVotrjizexXyXtE9vyozzV7lJ6CfOW7203NSxQ0qrf5ejKZbJA7WxwcgMKePjj/UAce4ttLQLu0pHmT/AIepRvrlf3RGreg/wdBXPW/tt9Dz9P8AH2L44u6nQPaQBdRPUrFbay24ZLUkUnjI5fSdI/qPbF3uljtiVnbu9OnbPar3c5NMKnT69K+PqXKW9MitIBfTcatX9APZK/ONmD3Cg6Ok5OuCh0Hu6Tmb2tmsCQtRTyiP8tpNv9e/szsN1stxFYWFeiu92q+2/Ei0A+XSYlAKEL9QtiLW+n559mqVDdFU4qoI6RWXF1Yt/Qnj/bez+z4AdEF6D3A9A1n55ELBW4sT9ePY622NTn7OgPuLkY6DeoqJDrZvybWH4/ofYqhjULToLzOxNOotMJCxJB9RBF/r7ecgLQnpoLU06U1DAw9RuSeLf0/x9lU7qTQdGUCUoOlvjE0gn6m9vp/X2HLw5C9H9oNIofLoSsQAbNcj0AH/AGAA9hq9xjz6Edp5U8+hLw9SB6b3t9OeDx7Cd9FqP29CuykAUL0J2FrWIUD9Qt9T7CN9b5OK9CmxnBI+XQmY/JugUK/5/HH+39ha4swx4dCW3vCgoD0taHPyqAPLb6fVvz/T2QXG3RtU06Pbe/ZeB/n0pINyS2AaQMeRa/1/pz7KpNsUcB0Zx7m4FK9OqbjuACQLCx/N/wDW9pDtjcV6fXcwR3HrzZmKdWu/qH6R72tk0Z7uttfKfl8+l31zFRPkJMhWEFKZTJdiNIsL/n2HuaXnFqkEXFjTo/5YSI3LXMxwuc9Vq/O/5O5GnydbtvD1TQ0kAeG0blQbegk295Ufd49qLWS1j3W9TVIaGpH8usYvf/3SuEuZNssWogxx6pvx3azwZCtnyh+5aUu3qufrzzf3nFccniS3jjtewLSnWFcHNpSd2u86j0EFfuCPcO7JXpYvCHclRa1uf6expbbc+2bIEmatOgdc7gL/AHgtbihPTflNy5PCZiOm88mkuPo7Wtf6Gx9qbTarXcLEyhRgdJbvc7mwvAjMc9WefE/dVVPSePzFi8RuNR/I5uCfeJvvFtEUcusrgHrKX2j3SR4goOSP8nS837UTJmah7ganJ/p9frf2HuXYo3slUZoOhBzFI4vWC4qT0FWQrSAQCNQ/tf6/49i+CAHtHDoJTzEHOT0xitYtdmQ88j+vsyNulKgdIvGPmeuTVGtCBYfm97+6LBQ462ZKjJ6bnqSrAr+PrcXJPtWsagUPSNpqHHWH7gltX9DqAP04/H+x928NaV614pPdXr//19fH/iv099DupJ669J+ov/Q/S3v3W+BoevIigk6b2+pvx/rj3SQ4p07wFOu+Px7YGevdcl+oF7A8H/W97691NA+th9OCf9fn37r3U1ASU/qQQf8AYe6Hj17qcjepSPxf6H6/n3rr3TjC9vrzwP8Ab/n37rYFcdOKP9Cfx+L/AOHv3AdPAUFOpCvYr/tXFv8AA/19sk1NerdSPSQbcHgWueP9j7117rDrsCLkkfk/Qcf4+/de66BJ51XHPH+P9fbMvEdaPXZkuLC6241H/A+2+nIuJ6iTOGW7XKkkAfm4/J9+6e6guRbUeTewH+H14/1vbLLTz63Xy6iu5AuPqTwb/T/W90691idrEhb8L9fr/j9ffutkU64Ru31IJsef9v7o/VT1nVxyLWBuT+eRzyPdenupinSEa/DAe/de6mJYDVcgqeD/AE91Za56905Iwtb6k2It/qrce2gcdb6yrIL2+htf/YfT6+9de6ka3sORb8f1/wAb+0rfEft6ejAAr69cDIoHLH/Yi4966c6wyScWvYD8fk391f4evdQnkJFr3vzx/wAa9s9b6htKBcD6g2P/ABr37rY49R5Jxe1ze17k/wCP0v7o3V+oEk7cgE/nnj8/191631EaUC12+v8AQ/09+691Cap/pc3/ANYc+2WNTjrfWBqoL9Sefr9PqPr7oerL1Hec2vqsBe/IN/bcnDq46l4/IeKRTqNgfrcXHNvp7b690anrPccSGEPKtgVNybfT3o8OvdHb2zm6appUXyKQVU3H9QvAufaY9OofLpXGri9L6hcCwsRa1rcn3rp3oO96bop6CkkiWVdbKwLArxxb2weJ631X52puyH96JJA88mq4BFwCTz7117otwqLsWu13JYk/mxuRf3o8OvDj1lFST/h/r29t9O9c/uBxc88cAXuP639+691yFRc/kf67e0549b6yea9uT/sLW9+691lWbgXNx/T+n+29p3+I9KFJK1PWUSDm4P8Ahz7p1vrgX/w/3n2wwoet9cHa4uW9IGq9/wBIH4N+AP8AH3odOIM16ctu4XPboqTBtvAZjcLKf3HxdDNPBGB9QZ9On/bH3R+PVj0Nu3Nibxjqlo6jaOciqgRqjehlAi0/q8hAt9P8fdetdDxgtqVlOQtRTNFIvDowIMdjYXUji3ttzinWx0MG3dq12arqHDUUBNTWTIg0gm0Vx5HJ/wAB7bHTiefVjWC2rBtjbuPweOpYqJIoUapeJBqqZ9IMsrt+Tf3SX4ernh0z5OamilYTU5nNvG+r6BvwWHtjrXQCdg7ao8w0kEax1JWNpfEy+lWK/pe34H09tvXrwyaDqsXt7rp9s5iTJIFgFbISaSIftjn9SEfT230qACL0F9FT65FJt6foObj8e25Pg62el5QROoS1mH0IHHFuPbHWulAASluQCtvobXt78etjiOkjmozGrkkXsbf1H5/PuvSg9A7uCVSjqT6vUQeLfX6H37rXQJZVfLMRwfUePwR9fx7Tnj1bptpKPUw9IvqAtYn23J8JPTycOhHwmP8AT9Lak5P+p5+tvwPzf2x1fo9vxI+Ief8AkpmKmvq8m+3ev8LULDkq+Nb5DK1CH92mx6tx/rsPdX+Hr3V1+3f5fvxVxNJTUVdtusqFWmEMuQq8hP8AePOF0md0FwOfbPVwekD2h/LC2FmsXLWdD7vqMLuinhkniwOfk14/MkAslPBO/KMfooHujdW6pv31s/dewN05bZW+MJV7b3ThZ3hrMfVxsgmUE6aqlduHja1wQT7r1voLc1T6ojwL/Q3HJIPur/D17oOZKBnJ4F9RJBB4H4t7YPV166hxbNIupQFv9Rf6+2X49XHS4x2OA0ekfUc2PJ/2PunXuhHx9IVCkAW/pYnke2ZePTsY4npRRwWRTpAJH1sfbfTvUGqo/IrDgk2tYc2H9PbfXukTmcMfEzgXuGNvfh1dOPQT12JZWY6B+oc8/wBfz7Yf4j1fpmeg0OLgcn+h+t/p7bPA9e6ecXS+ora3IHAP59sdb4dK6OlCgaT+LEG/J/w91fK9PIa1/LpnyUenXwL2/H9bXHtMcjq/QX5mnJZiABwxIt9f6+2SCDQ9b6DjIRaHDLwxbkfj6fj3oenTqGop1IxdRGswOsXB/H0+trX+nurkUp1Y9DntKuCPFdz9RwB9b/4+2+q9Gr2vUgpGy3AsCeb8n6+2T8Werpx6F6nm/ZQci/q+v4+nv1QBU9PdNM1QIqyCa5ssqG45IIa/PtJjy6r0ezGVkOf6uFNCdU60xFwfzot7o/CvTkXxdERyuFOIqcpLk3GljIVL8WOoni/trpR0AmOzFBS5iuaocSQM7aQSLAf6/uj+XWj0CvZ1FiNxzVEsFPE6xoxFgCf8OB7b611WL2di3pcrUeKMxKrtaw4sD+B70D36fXpPuMcklkfCPcKU659cZ04Of7qZBIq/hueAPdZFGqny6esWc2aiX4hx6bt8Z59wZY1dKWhIb6Di3P8Ah7SJ4YJDcOrzrcMi/TEBgan7OhIwcWUk20zvU30xXCk3+n0+vtphxpw6Xqa5PSJo8siVU0U0mhw/Lfjhr/X2z1fpWw1q5WN6WSq8iFbJduOB7bfj1o9JxNrz/ehIWVl1am/2PIHvVe2nTqmo6WYo6mGOOCKIiUaQSn5H+B/23tlzVurdT/tjTKqzHU7kBm/K3P090690oKPbxcx1JOpD6hb/AF7gn2werrx6GLb2OqK9YKKOMksVVbgnn6X9tSeXVx0OFDsyupIUgq01R6AxuDwCP8P8PbXW+s0W3Y3R4YQLgkAC4A9p3Pd0+vwjp125tDJQ1jKpbxtyLA2sTfge2znq3Q247aJEZlnblV51G1rC/wDvuPdet9LLYOy6LIZuOSZUk0zKFvz9W4591b4T04gxXqy5MJT7b61q6jxpFaiYh/oSPH+PafrfVR2781VT7hyLx1LhDUS6dLHga+APbUnEdbHTLBlMhx/lUlr3trN/dOOOn4uB6dRW1UqgvUSMLAm7E3v+PaUihI6v10WY3e5PHLe9da6xObAW+lrD/iD7oOnk4dYAAouBwPr+eT7bkag0+vVj1w9X5J+mq1/qP9h7Z6r1gZmR7qxU/UWAJHtpviPT0fDpT4neOcxBVqWumitawVyOB/Tn3Uiop1fpdP3hvc0v2iZOpCEFSfISSLf6/tLSmOqnoOMvn8rmXM2QrJJ2e5Id2vf6/Q+6SHFOnIjQ09ek7q4JseLXB4+vtrpT1jX/AIr/ALwL+2n49VPWNzfj+l/devDiOoLn6k8gfT/b8e2OlHUOU3N/x9f9t72BXrXUCqa4Nvwv1/2PtH07G34T0xVJNxf6WJ/2Ptp/i6e6T87XJP0AJFv6/wCPuvXumqZiQTfi/wDth+fbJ49eX4umSVuSOf8AkXHv3TvTVO/qNvpe3B/3n2wePW+m5ySbA8C3549660xoK9RpH1OPqFW5/wACfxb2/GNK58+kErLx6gSt5PrcFT9T+P8AC3t4CnRbJJU9vWFm0ixNyfpYD6f092VdRp0yTTj1HZ9P1bUfwoHI59vaFBr0y8lMdYma5BP05493oTgdJJJK/LrE0pvpUW5tc/T3cRV8+kxdhXGOuXk/OkX/ANf37wvn1TxD6dcRL/ZYXJ+pH+8e/GFuI4dNu9cHrkrBjYHleALW4+nuhUjj03WuB1l1AW1Akf6/0PuvW+s8RsCDa1zzf/D23IBx6cjfSdB8+szMSAlwB9Vt+T+PbfSnxhGfDPUyNrqn+qHBPHtpuPV3oVr1LiJvYHlrD/Dj6/X22/w56ftydJ6dUY2H54+gP+8+0BFcHpWhqOpyGwU/0A9pyM06fHDp3p3vxyb3I/w9p5R29LlNCOnuJvSj3t/QX9lLCjEdGMZLLnp/oXDej66vz/iB7QTpnHS6AkCnT3SPY6ebAj/jQ9l8w8+jaJiAK9P8T3AN/r/vf+PsuYDgejNH7RXpzhewX8Xsf9f+vPtORQ06Urwp6dONMSZFFxp+p/1r8+0549OdDFt6SmgpXmmZgsaxu/jtrEYYa9B/B90lOmMvU4rgf4erorSSKica+fDrZAw+8fgf8YdsdODuXqvK9n9y7v2Ri5MrtbacDNBt/D5injmx2RyFQQBI8ysuq5IVj7lOzf265UsYP64Wb317PFqaOPCxg5Q6uJYjiOoWvoPdXnbdLv8AqJex7Zt9rJoSWWhaZxUONPAKCDQ9Uv8Ay2rdr1/cO8a7Z23Mvs3a1UkUmK2luF2fMYNHbyLTySuSTHpI0G/uLNwks5b+WewUxwvlEb4kXyB6mDZ4twt9rhtd1kWa5VaSSKKLI3m1PKvRA8swatm0/jk/m5/r71ao2gFj164ash6TdQ4Pp+hN/wDWv7M4jinRU5PxdM1U2mMXv9fqPp/t/auIVenRROeJ6T9Q11NzcMeDb6X/AK+zSKlD0Uz0x0zTlgCFsAObi1zb2riCnJ6LZyAK9NL1EhuQxABtz/h+OPa9IY/ip0glmKCtesKZKRfpq445tY8/j259GOPSY3sgPy6zjJoQQ4Kkn9V/bRsnBqnVhfxnj1kWqRwdJuD9Ppx7oYWX4utiZG+HrCzAk25ubAD25p04brZdH+Hj08Y/CzVzglfQSoF73v8A19oLm+jtxQHPSi2sGnYU6EbF7HeUreK/FrkHn/W9hm73/TWh6Flny4znI49LSDr0sLeHggXuL/X+vsik5mo3xdHkfKgK5HTdXddizWp7i/HH14tf2og5nINS3Sa45VFMLTpGybEemqf81YE3tb6f1Ps8XmJZYsnoOPy00T1A4npfYHbktOUOiw4I+vP+HHsOblucctehLt+1SQFcdDzt2J4QgcANdNP9QL/n3Hu4OrOCvDqRtujKLR/TobsHXNEli1mA/wBcf0PHtIePRkMHpVTZNJ4Cj8qVIP8Ahx9fbDGpx070DG6ae7SMvq16rW+n+29uQOqSqfPpNeR64ePRetwxOusaTcX/AOJIFvY7251Kg9RzukZFSPLoMMjFrBuulgOT/Xj2L7ZqUI6B1ylVNR0EW5MaJFd1UDgnj+oP59jXarplbTXh0BN1tVIJA49Avk8efX6RcXvx+T+Rf2OLS64V6AN5aDh0hZ4ZYHJjdls3+INyfYhR1YDWMdB+RWHw8euMNXVo1hVSmx+hcgC/9PdpIbdlqqj9nVI5ZVbw2Y1+3peYWtY6C7l2Lfk/m319hy+hXSQvQisJ2xU1p0JFBVM40k8iwBNrW/w9hi4hAIIFKcehVby1ByDXoVtib6zG0MlTVlFVyxqkilkVioIHJH19g/mDl6z3q1aGVQajj5j7Ohhy7zFf7FeJcQMaeY8iPs6tK2H2WOytswRedWr44lUq7AtwPV7xl33ZrnY71rOcVj/Cx4U6yg2LerbfrIXtqaH8S+h6CjtTq2j3Xj6inqaREySK3jfRYuf6gkezblTmm65fvBpf9Lol5t5VteYrQqyjxBWh6rK371pl9nV8kVTTssJZtDlTbR/r+8qeXOa7De7YPE3d1idzHyrfbFcmOVewdBzDS6nAsPobjn63+pH9PYoklCioPQXVAWx0+09OQukABiB6rcc+yyWQk16XJGEHd1PSnETq5ubC1/8Ae/bBkLVXp4JoGodSRyVP4J91YkKQOnQGZtI6XGJj0hTwLAW5I5+v19hy9c6iD0fWYLCinh0dr47pEat39P3ARgo+pLW/x9wN7nNJ4Ijp21yep99shH4xNKtTH29FZ+WsO7Jd5GNEqDAZDosrlSNXFre5c9mn2NdjBqA/n1EHvNHvbb4AQxSuKcOhF+H2zdzpuamy1XFNBRQaJGeQMFOnm9z7DXvXvu0HbWtYGDOcdCX2T2Ld13IXlwpVB/g6U3zW3TRZjMwUFPIjvS+iQAg/QWPst9jdqntbZ72QYelOjH3z3W3ublbKFqlMH5dV1BfFPawW1yLH/G/195Mata56xmppNPTpzp6v125BvbUD/j7SyW+K9K45sgA9Hr+PaA4XJzE2Ip5Tf/WS/vHj3LYjcIo19R/h6yD9tQBYTM3EA9FCyn3+T7paOBmdBkbf1AHlt7m2z8G05E8SQZKf5OoTvRPd89aVz3/5ejy74L4jb2LjlOljBGSL8D0/n3j5sKreblKRnJ6yA5gdrPbYo3FDQf4OghpMkamppodY/ckVbX/qbexpNaLFC0gHAHoE29z4syR149H4xVFQ7Q6xOaWCNqt6UyK9he+m97+8dLyefeubRYluwNw6yItIrfZeVPrAo1Ecfy6rfzHynym295lJ6hjT/ekeMkadHktYg+8o7H2gtN12MlF7yla/l1i/e+7d5tm+Ud+wNw/PqyHYm5Ntd07H+5jjhNf9trP0uSI7km3vFzmHa925E5gETsRHWn8+snNg3Laeeth8VADIVr5enRSt34tsJl6uiK6QjuBb8C/19zLst5+8LOOfzI6h3ebN7K9aA8Aegry5LI9v6ED2MLE0YV6CN6ctXoHs5DcEHnVf/XI9jjbmIwOgTuC1FekBPSoWZSLC9+b+xDFMadB5oRJnqVSUkdxcajxb8fjge6TTOTpHVo4VTj0/08SLYBbEf48f7D2XyMRjpfGqlQR5dKLH39I/o4J/2/8AT2TXRzU9G0HxHoQcaSmnn8c2P9efYdvDVqno/thpUdK/GzaJBybKeT/h/T2SXcYK1Xo7s5u/PQj4yttbSSL2t7C93CTUt0I7aXzB6XVDVuCjBj/Rh/T2Q3EIHR5BPXB6UcFdrcRqWUjm5+n9R7K3hWmR0ZrP5L05x100Z4a4/Nv+K+0b20bVoOlaXL0FD05w5bUAtzquAR/jf8e0b2VBVT0qF4xwB0pMXSZTIzpDSwu5kYAFUJ4PssuriztYy8zUp69GVpDd3TiONak9GgoOsdxYbYeQzTwSoJKWRiSjCwKXte3uMbjfYbzdozorEH0hvKtepHg2OSy2uRC4M5UtoB7qU614vmXtnJVOUyeRiDvIJXDr/atqN/fSf2N3a3S0itmwtB8vLrnZ717XcSXUlwB3VNeq58bQwQeWeujLlCeGF/p/W/vJ25uZJAqW7UB6xstoI4qyXA1U8ukNXZGOh3CtRSQGME2BCkA8/kexBBatNtnhztq6I5roQ7h4kK6R17Jbc3FuHJwVdNRzy+QqV0xuRyb/AIHv1rue27bZtBM4X8x16623cdyvFmhQn8urP/ijsLcmNp1qaylmgVYbnUrKP035v7xK94+YtruZPBhcMa+XWU3tJsG6W0XiTKRj0+XQjb+uMxUK5uQx1C/H19hvloD6IMBQU6EPMRP1xV+OeglycLmxBsp5v9PYutJAMHj0E7hCR0n3SxIIAH00/k/7V7Nhwr0WEaTQ9cQ7AMoYiwt9ePpx78AOPXqnrCSxa5NwOD/j/j730y3Hrla4PBJHN/xb8+/U6sFIBPX/0NfVxcX/AKX99DupJ6xE29+pXq6qDnrw9sMuk06v137r17rnGOb3IIII9+691LTkH8knk3vpJ/rb3qpBoOvdSUJNrkXVgOPpz9T703XunGNgpva4Fx+P6fUe69e6mRtp+h5Bv791scR1PhP0PJ/wB+oPJPvfTxocdTA9/wA3UfQ/6n20/wAXW+s1w5BuBx/xPunW+sVhxqtYfT/H/X9+6917X9QvH9bH+z/re2ZeI6qxp1xZ/SbtdR/T2116MrG9eocjA+ot/SwPP1+n0976WGhyOoU8l7AWsRY2/wAD7acDj14dRSzLe1rfn+tvbfXuvWFrfUf48/4+/de66H5/s8G1iPV/sB7q/Drx4dZl1en0n86mPFuLe6Dpxfh6lp+kf7H/AHv37rfUyMkj/X/H+N/6e9N8B691MRhYKTp+v9fr7aLVFOt9ZFe31Nrfk+69b4dZtYsOf979pmGk06eQkrnrg0gA4/2//Gvderk1Neo0kgta/wBfzz70wqOvdQJZDyFNrW5J4PtjrfUKSWxsP6Hi/wBf9h791sceoUslgNXAH0UfX/be6Nw6v03y1A4FxYX5vzYfn3XrfTfLUE6rG4J+pvxY8e/de6hyzXvqcD0/j/jXtpz5deHUY1Ci1iCPyebjj6+6dbHHqPJU/nUOL6R9dQ9tOPPp0dYFq9LhtVieOb2/px7b690Ie1d2NQSINemxAC6jY2/x/wBj7917o0+0+0kpoolM40gAkFjw1voD7TtxNOnEND0J7drxNTOEn0nQT+rn6f4+6dPdF+3t2tE0crGpDS3dVQsbk/Tm3tl/i68Oil5jMVGaq5KmZiAWbi/A54HuvW+oCzAWFlb6Afk+6t1scesomIsLcX/r7p051zEy2N7jk2tzx70eB6912JU+uq3+vwfbHW+syvxcHVf/ABPH9D711eOmrPUlJX4vwbH8Xv8A4k+0zCjEDp48es4kLAXuBf8AUAfoP9UPeuvdcgwNlDn8gfj831C/tORk9b6Nj8PfjHWfJ7sKejzNRVYfrTaRjqt05emBWXIyBrx4alkP1L/Rre9jpxPPrYA291115sbDUm0tkbbxm2sFQhKejo6GipzkMiUGkz19Sylmdvq3Pur8Ornh0Oe2upqGTGVEr4aheWtgs7y0sDTRxkcx3C3BP0v7b6r0Xftf4v4pqf8AjmDx32tXEzy1UIUJDNGt73HtuTh1sdA11TsakpNwyTTqsMlNIVU2HoQtpZY7839t9OIa4Pl0cPK4GBsXHURqPKo0wuw/Uqrb1Ae9P8J6v0WPPwtFVTxS61EjNYKb6vVw3H+PtN1rpCtjlkqJFikCFk8bFubk8F9X/Ee6v8PWvPok3yqxtHjKajp6eJkkqGW7yj1zuf1PDf6D2z0rT4R0TOhxrAomkkWANrXH5+vvTfCereXS5oscQoLKfSNI+hJHtIOq9Opg8MbXBJC8A/g/4H3s8OrL8Q6DjcLABgv5v/sL8G3uvT3QJ59SEfm4JbVcE3/p70cjr3QUVMV3dpDoXVyTwP63JPtjq3Tjj6SFtBDqbspUgg/4WHtp8r0+qAnQeHQn0eLLY9RTMpeV4KcurBghnlETkkf0BJ9s9W62kviv1thOvOldkQYWmlWKTEUlVV1kcfjnmyFXGGmkk/1Qvax96PA9e6MzTY5KqOaeWcGdCNUABLaTyGI/r/X2n6uvTpPRV9KiGZvBDUBftpIWvKjKLoCycrY+9Hh1bokP8xPpOh7D6fou1qelRN7bDZUnr44QtTl8WpCvFVSKLvp/BJPHunW+qD8jj2nhR9LAOgPHA+nqU/6x91f4evdJaXFOCQIz/T6D6fgi3tg9XXp0ocAWI9F/9gDY29tyeXVx0oosM0a/osf7XAsR/gPbXXulNQ0oRfqdIP5sb24t7Zl+L8unYzinTppFgObD23071AqCkZJAUiw5JH1/Hts8evdQHjjqBZueORx+ffutgkcOkllMDE4bxrYsfzyCL/j2mPHpwGvSJrME4Ngv6b88cD3VvhPW+o9NjzETrVhp5H+N/wCvtjrfU8sq2B1cgcfW1vr9Pem+E9Px/B0z1oDM4A4UBgCPoPz9faQcT1foP8xEDqI/Ori304/HusnXh0lsTtOv3hnYMJjE/cYiWqmbhYaVf845/wBqt9PbY6unHowuM6t29iphSnHCopolAM0w9bTBbMxb+l/bR49W6XFJtTCRMkQx0caMP2wos1/oNJ/r/T3rr3S8x2258JBDVLMJaWaTmNuZac/2NRH49sn4j04nHoRKRWaBbj0tySPoPzce/dO9Qq2kmqDpgUs1wQoH9PaSnl1Xox/Wu7021t+pp8y4RPC6oJT/AFF/ofdHwuOtrrJ/T6In8m+zJ6fzzYlgYHZv0N+D/QD210qWtM8eiwbdztXnKGOqjjeSRwPJpvwfpf3R/LrzdKqm29XvI8pp5WjlQ6lIJ+o5HtvrwFTToqPd3XpjjqK1YfGfUbabEm1/bbGj16foAp/Z0UPFYjJRNMVhlaEM12ANhz/X352BHSa2t3tQ8cragTVesb4+pknYRIxbXwPzcn8D2i6f8+hFhgylJhWjkkkjDJaxuOLWsfdW+HpUi6R0HiUcs1SySNbU51OSL2v+PbPV+lrT4lKCGOWKpDOyj0A2YH/H3R+HWj0qMRLVwE1LoWX8fkg/6/ug6unw9KOLJzSSF0gDHTe4HNv9j/xT22/Hq46QWWztTJkTBo0kP9B+Dfi/tvrfQsbWy+mlWnqTqchbahyBe/thhQ9XXj0Nu3Nx02MmhnDKXQhkH9D9fp7oeB6t0Y7au+afKxOldEPUlg1uLfQf8R7Y6309YeGny2QNLRsLmQkkfgk+2ZVGD0pX4R0M1BQx4VQkqrJP4wbgKT9Pz7a+XW+s9HS19dNNq1xQMSfyOfr7p1vocuntq1FZuGkiRWZBPHqP4N2F/e/w56cVqinR0vklkaTZ3VsdCsiJPLRAFLgNdk9pPt631SNUVDVFbUyk3Dyub/j1Nf3R+HXh1nhNn5P1Frf19s+VOlMagJjp3gPKn/Af7wfaWlCerdSkbjSeB9fr791rrFMblRew/wBUD/vHug6eTh1hY8gfi1/en+E9WPDrj7TdV6wSMLi31P1I/H+x9tvxHT0fDrDa5uTc6if9b/D3Qiop1frJ7SkUNOq9eP0Puj8OnI/j6wMbn/C/HtrpT1i1/qFv8Pbb+XVT1wY2F/dR1ZOPUGQ24/r7acUPTvUSQm/FuP63+hHPttvhPXjw6bKk2Fhf6DUb8fX2m6chrT5dMlUeCQf6/Q/4e2nGa9PjpN1D3DX4NgLf7H6+6de6Z6hgRp4sL/69/wDX9ttx6svn01SPa5/pwPxf3Xq/TRMwGr8Fr3+v+w9sHiet9QWYWPPBFv8AH3ZUrnpmVwMdNs0wH7SG5IsW/IB4I9qVWvd0VTPU0HUb6CxPN/0nnTf8+3BkgdJXxw8+o8kgGkIQQDy/5/1vbqqBgefSeQ9p+XUcub8WH5JPtxU9ei92FKDrHJKo/Tz/AFY/S/t4DpOX9OozSSPc3ub2uPe6dNEscHh1kUkC3I/qPrb36nTbEV7euStp+oNhwLc3vyePfqmlOtEk4PWTUptyLj/YHnj3rrXXix+h+l+OeD/sPdGQcR16vl1KhYEBf7Q+n+t7ZNaY6sPQdSr3APItwP8AE+0/yPTxapBHl1Khe0YB4Un1NcfX3R68elOsmhHU5GtZvqBex/3gH22eB6chajknpygk4tb9XP8AsPaKRaGvr0tHHUOp6N/Zt/sb/i/19pGFGPSkEU6c6RgLH68kfX+vtmXIp0oiby6e4T6bH8X/AN5PHstlQ8f2dGcTmmOnulfQyW5B9J55/wBv7LpFqSOl0Tfz6fo2AZOeDb/G9uefaAjBHRnC2adPlNJ+pL+k8j/H2XumejSN6Dp3pnH6b/i9/p+P8faOTjXpYrk9OMEvjf8AFrED6/6/49pn416UDpWQZYfYVlOJo42kp2QPKbRqTY3J/p7qVBpWp+Xy+Xz6ur+G4fjQ9bN3w27t6G7gxHVG3d19G5vfvyFx/WUextsSb6MFNs3L4v7qONc/PWyKuuGkAvH67+kAH3KvK+68rX+526XtnLe7j4JgiilI8DuNBI5p+AfPy6g/nXZedNssLybb76LbtoacXE0sIP1QCgkxIK/j88efVSf80zEQ9ZfMHd2xKTJ0mVqsfs3AyVdRjpFlxUWQqpC01Lj3Qn9qEHQoJJ49hnnvl6HZN4a2jdXKnS5T4Q2SQv8ARHAdD32932TmDk2DeZEZDMzBA/x6BgF/mePVachOhmdiWe+tj9S31P8AsPYQWmsaeHQjOokluPTJVW4/2/8AvPsxj8+kTHprquVDfTgi3+w9qYf7Toouc1+3pOS8RuPwD7NIuiqfpkqTYX/op9rYOP7Oiq5NCOmSVNSst7ahe/8Ajf2axmlD0WzZ6aZkuP1kaT/X+ntUDnosmGa9QWdrD6nm3JPH9Tz7d6SsdPWEVJjNg7gg/i/1938OvTfjsvDpVYJZKmVfKt7kW/2349lO4UiQ06ONuDTNRujJ7OwUU4hJWw9IINvcW71uLxk6eOepY2Pa1lANOHRisBtPyrHaOwHAsAdV/wA8ewW8hmHiNx6kGCCOJezoTqLZC+PT4RfR+Re9+faWVfxdPHqLV7FAHMNiv1AUe2etBqYK1HQd5vZhiYt4eBexsOD+fbqXk0BoOB6TzWEdx3BadM9LixDa0fqUWJI/4j3SW6dzXp2Lb41GelhQUSqFIAJY+oki4/xHtC1a93SygGB0+pK8Gr1WKgadX5591HWxxx1kXPD9Jbk8H/YD3V1FK9OhqUDHplyE61Jb1XvyP9iPp/h7ota9bkAKlfl0EW4qT1MVAtzzxx7Fe2T0UBugTuluS7E8Ogqr6NQxvyDe/wDrn8exhaTjoEXkABNOg/y2MEmpbX1Dg/gD2JLS6aMjoMX1orqaDoH8/hijtcfQGwtwf6Hj2NtvvaoOgLuFhpJ6CzJY4qbsvptY/S9r/n2MLS4Y0BPQOvLYITTj0jqiIxS8ixBLLbni9/Z1G1RQ9EMqmus+XT5hqmzqCQGFvre/suvo8V6X2Up1AnoT8dObI4sQCA31tz/h7Ct2nca9C6zkoB0uKUCVbm9wLgfg+w/OWiIByD0fRAydg6G/qXsOt2Rn6OXysKVpIjLEzHTpvyB7APOPLcO92DaRSRQSp6kDkzmSfY9wVXNIjQN9nVrU1djd6bRptwYeOOauSBXljjtqHpBJ4940zQPbTNbXAoyGhH+XrJeGZLm3W6hyjioP+Tove/Ot6bsLb9Y9RTJBWUsbgMUCuSo5tx7EXLfMV1y5fK0RrESKjoO8ycs2fMlg6yKBKAc9Vkbp2NV7Zyc9NLGwVZGUMRYFQ1gRf3lXs3MFvutqsqH4h+w9Yn7xy7Ps120MgwDx9emSKhAPqH0IN/obe17XBK6Qei5bdRw64VChW0jgA+3IXqeq3IOkU6wpw4N7AEH/AG3Pt1hqXSek6Mag9KzGT2KkfRuBf8m/siu4jkdHVs4qB0bPolcxPn6RaBJGRpEVtANit+fp7hr3CFmu3OZ8E8Pn1Mvt6l4+4qLauPiPoOjtdnde7MqabH1u5o6dasRozeVU1Xtcg39wxsm7b3tjGHamYh+KiuOpp3zaNi3CLx91UVX8R8+ggz/Zm0dg7fnx+2YacTmBo1eIKHHpsLFfYj27lXeuYtyW53diVrWh+3oMbnzVsnLm3Na7QAGAwR1Wj2HmqzcOSqslVuXaWRpDqa5W54+vvKvlnb4tutVtIOCgdYqcz7jJuN493NxcnoBq+Zo5/rcH9N/z/sR7kG3j1pjqO7hyjdcYKkXWx9XH1v8Ak+/PGaEHrccqsQT5dHu6YrWoNmZGfVpV6eQFjx9UP594989QfU77FGuSCP8AD1kDyNMYNilkJpg/4Oiy7eyQbtYyxL5S2QuTa/8Auz6+5W3O0YcnaHOns/ydRTtl039cdSZq3+Xo3Pb+W82Nx4f6+GMH/D0j8e4X5KstF1Iw9T1M3O967WsS/IdAFiq9oqylmZyQkqEDngBr+5GvLbXAyeoPUcWdyyTLJXgR1ZVjqw716cloMafLWx0bKIk5e4j/AKe8WbqA7Dzys90NMbNk+XHrKO2uP35yS0FsdUirgfl1R12l1Xu+Ld9VLW0lVHGta5UlG5u/Fvef3KPN2xvsiLA6k6B5/LrAfm3lDeU3l3nRgNR8j69WtfCnbecw225aus8qUiU7AmW4BGi3594e+/O52N7uax29C9fL7esu/Yna76z2tnuKhAPP7OmntmqhqNy1jwMGVXcG3I/Vyfavk2F4drQOKGnSPnCZJN1fRwr0X7OVARW0sPpz/QD/AFvclbfGSB1Gt+5z0FOTmEhc3vYN7F9nHpoT0FbqXXjpI1DAkL/ZIuf63I+ns6jAOeiTFesdO+kkX4Ym1zbj35xXPWga56eqZieDb+g/3v2lkUMOlUTHz6U+Peyq3Fw3+9eyW6XNB0bW5FB0q6ar1C5IuAP688/T2UzQ1FejSOYLgdKrH1LNpA4/2/0/p7J7iOmTxHRvA+oDoRMVMvjXkXFr3+v+w9hm6TuNOhNav2gdLqhm9IsBb+n5P459h+ZDkDo7hYUqvHpS0T+RlVLsfpwPp/Ueyq4UoO/ozt5FZuFW6W2H27k8lULBHFIDIwtYE3v9LeyG93O1s4i7MKdHdltdzdz6QDVvLocts9KZerliM9NKFJUuXQ/T+o9gHc+eLYAiHuOaU6Hm28kXLENP2r8+jT7Z2tsvYNKlbnJaYSQLq8chW/HP0PuNr3cNw3e409z1OFFf2HqRbPb7HZ7fWNKkcWby+zrFvX5UbQyGHn2dj4qcQujU6FAuk3XRfj2Jk5a5ivLONPBWKCNg3DJPQWffuX7K9kljnaa4cFfkK9U4fJDpbP7mNblsPTPU0dSzyMI11gK3q4t/h7yl9ree9u2lY7C+YI64406xm9y+SL/dmkvbIa0epx1UvvPr6rwNe9LPQujCYiRTGV+jc395m7HzLDuVqsySAgjrD7eOXZbC5MckfAmuOkFmet3rHo6ujomYKys4VOf9Y29iKx5qS3R4JZB+fRBe8tGfTLbpnqx74p9M4rdTUVLksWhn/bUeSIFifp+R7xc94Oer3aBJNaTduTg9ZK+03JdnurRxXkPdjy6so3t1LjOp9pTVyxw03kpmKppVf7PFre8WeX+c73nLelgqWo2TnrJvfeULTlLZ2nVQhK44Dy6qj3VkfvszV1AsUMz6bfn1fi/vMTZrYW1gkdM0HWJO8z+PesSa56RNXIrFjzc3t/sP6+z6FB59Ecpp2+XTJIFZRc2b6Cw/2PJ9r1ZlOOHSR0J+HqN9uxIuAefweT/sB7fMoAz0x4T16zGnP0ZQL/4f8U908VfM9WMLDrIKe4JI+gNuP6cDj3UzKCAOvCPFfPr/0dfZjYf6/Hvod1JPWG34/Pv32dbBpnrwBBItzx9fz/re6OKipPDp01Kgr1hqamCjjM1RKsUYIFyGZ2LcKEjQFmP+sPbVCOI60Kn/AC9CLs/qvsLflFlMrtrCoMXg6X7/AClVlZvsLUQFzPSxy6Wf6/S3uuf9nr1f2Hh0PeF+NvUk2yqXcO6flrt3a2/KstJP1lDi6Ws/h9GAfDVzZFxqOprKR+PbPiT/AFJi8P8ASAqJPU+lOqgsXKkYHn69IqH48b7zuWjwvWGRwPaVbUxNJQU2HrY48tlnQFhSY+jYqrTsB6Y78+7SMqDU5AUZJPAD1PViaDV5DoJK6jzG385kNrbqwWX2lu3CyvTZrau46OXHZnFzoxBSpglAUk/UaCePeleNwGiYOp4MuQevBlbK5Hr1lib66r3P6Sb83/A92GeHVuBr1MR2SwtcW9LD9Vv6afe+nVIPUmOS1/wD/Zv+frf20/Hq3UjUSQgYKQCfr/xHunW+um1flrW/2P8Avfv3Xuseogm31/Lf1H+t7alHA9aPXjcjTf6H8G4I/p7Z68ukNVuozgsT+OeP8bC3v3SkGorSnUFySfxxxx7bfq2PLrGf8bf4c/X/AF/bfXuuP6VsDewte/Pv3XuuowWdfrYfX8i978n3VqU68aU6mgDkgkj/AA5A906uhx1nXhR/vvrz791bqRE1tJ/o39fen+CnXupdr67Wve4/40fbHW+vKxLANYg/63vx6soqaHrmXI9It9TY8fT2mYknPToIDaB1iLkkDg/7Hj/ePder9RXf6/n/ABv9PemNBXr3TfPN9Rf8D82P19sk1Net9NskxBuWvxxyODf6+9dbHHpvmm5LX9VwLk/7xb3VuHV+m6WUAeom9iQAf9uD/T3TrfTfJUcWvbn/AFQH+w9+6903yVBN+Sf6c3Fr/Q+2mArk9e6itO17c8f0A/P9fdOrDrG0v1/Nr83v/vfttzQdXHUZpbker6H6G3trrfXlq3QgqTwbgE/7A8+/de6fqHdE8Bt5WTTYgX4uP8fadjQ46cVQ3Hp1rN+VxgaGkkfyyKAZGYgICLEKPdOnekRPV1FQ2qonaRiPUWa9yfqefbL/ABdW6xiWwtf/AJO91691z854N/z/AIf7wfeiK9eHWYT3F+R/rt7b6cGR1zEx/wB9Y+9HIp1vrmJRbn/eSB/vHtjrfXb1cVNDLUSyeKKIapGP0AH445JP0Fhz7917NcdWJ/F3+Xh2l8gdsRdl73r36r6oqxfB5Ctpy2c3RHf/ADuPo5QCEvazWHtM/wAZ6UAUFD0ZLP8A8q7Y9FEYcD2bn1qVDNJX5GmVYVQC6Dxlrc+6nh1vqv8A7t+LXZ3TFbPCiJuzbhFqbcOPDHQJT4wsqD6EXv7ZZdPn1vq6H4L7SodkdLYPA44COtqFbLZWo0aZayurFvomf6to/F/dR1dDmnR5tu4pjXU1TUBXnEn5S+i7ce9Pw6cPDo4W0Eiio2/aM0xKiQ6bxooH1ufz7b6r1I3tg0q8ZLLKiGneNiUjUcqF5Uf1J/Pujiox14dVj5WKLB7ur5KWNVkeqIjhvZUDN9bf4fU+2wOPVxmi8OhoO6cZR4qnTJOLtGqyC4I1uL3Vj7o+FoOneAz0FOZwq52WWfHvSSUYU6Jo3j1re50sL/7z7T9a6Tcm1cNtLEVu6N11lNjsLQQSVPkqJlM1bUopaOmpYf7RY+9MK469516qI7f3XXdjbprc1KkkWKinljw1JKNJip0YojFBwLjn2x0pjNVp6dILF4gk6inJtbgWB/p703wnq/SnTH6Qvptxf6f42tb2l8+q9N9fT6ULEW4IA559+8utj4h0FecpbCWWXSkUYZpCfoihSzFv6ce69P8ASp6v+F/yl+S1FJmOl+p8tndriUx/3oyEM1DhpWBs3gqHClwP6gW91JwetgE8Ojydd/yK/lnFQtu3sPaNJnmiTyw7YwdTI/hQeryVLjliB+PbXaB3GnTTzwROI5pFUngCePXVT8Z9mbAraza29OuTiclSTGJo6yheFkeM6WVZHXkf439syUpU9LFV9Go4/wA3SW3T8V+vt3U/3W15H2RnqRoZKClB82Lyc1PKJVSYNbTrtYm3tnPn1fq7bpOnqMj01tKKtiZMngqSlxeUio0Igimpk0AkL9Vbi1/ejw690LNHRRpIJmiSNCLzSL+tkHAA/wAfac9XX06e5cfF/k/27j/KCL/cepT+bgH6e9HPVugg+U1NT7e6E3NLXL9yK+jqIzTk2jZHGktGD+bn3TrfWtpVbd004URHQ/kZQRYojSFlBHur8Mde6ZP7sqz8R25HNr3H0+ntg9XXpT4vawRWkdFCgm3pF+R+PbcnAdXHXWRxUcSlUUC31NvUefpb2117pNMFhJFlUKOVFjb+vtuU16cj49Q5KyNNVz9L6ebfj/D2z090ma/JrrUK3J4Nv9490Iz17rLBU3UEE34JsQSfeutgA8cdTgPMB9PUOL/X6/S3tOwoxHTtKdQ6jHA+oAE83BBAI+p90b4T17phqsctmZRzb6Ef05tf2x14V8+kjUxmNiOFN/p9f9gSffjkU6VIAFx0zVINnYn6qAeP9hYe0eQxHW+kVk47qx0k8N9QfenGK9eHQrdG4gPS5vK6AJ3l8STAXkWIC+n/AFvbQ9enEHn0OqY41S+oMTrtKw4X/Yf8T7bbj1Y8elBjcdRlQJV/cvZX06jxwum/uvWul/hcFHUhqeZGendXTxnlxIR6CD/gfbJ+I9OIM1650WFdTJT2uYpGh/oBY2HH0+nvXTvS1p8fjMTB9zWKHlsLAi4P+ufaQVzXqvQTb8nymbZIMNG6xu2k+LVY/gE291k4dWjLhv0+gH3J0jujckfgqaeR4pBfUVZr3+o9tdKhWmePSk2b1DQbEo2hyVOv6dR1ILg2vwD7bfy603TrU7g2pipZIZKeMIL6SwXj8WAPunWuii91VFJuhZIMXChjJIOgD6fSwt7o/H7enxkdFeqMfjtt4qSkqaT/ACibUNRj/wBUPxf3QU6tRcYwOg5j2vVwXywg/wAn8gkW4+gBvb2mddJoM9UNa9KOpNPuLHiCKFYnhUK1hbVp9tv8Jp0qQkjIp0msdtGlqZ2gmOlwT6gPoQePbPV+mbObWkxVSsiVDGLUBYkn03HFvdH9OtHpQU9fFDSLTIit6PU1gCOLc+6Dq6fD087ZZJXqndFZFVrXtYHn20xJPTnTDV4Wn+7lrnW93Okf15491690s8bgGNElYqMha1jY8g/QAn2w/wAR6uoxXoSdr7Rq5z91UH9pCDoJJH9R7bPDq3Qr0MjQVUVDSgC4AY8cD6H2x1bod9mYmfGynIFggtrZr/7H2zKOB6eQsRQjHQy7bvnsirBzIqmz3P8Aqf6j+ntoivV+hFqVSKshx1MqmRyqkL9R/hx7oePXuj4fH/r16fx5ishWOKOJZi7i30XV+f6e/fZ04g8+imfNjs1clm/7vUdSXipv2dKt6QV4uQD7S9W6r4hJseeTbn/E/m3uj8OvDpzjNyp/1/8AePbXT8RNKHp2gJsOTe4/2x/HtM3xHpzqZ7r1rrGxAtcXHug6eQ4p1iJu1x9P96/w91f4T1vrExuTybWtx+fafrXWF7/2T/sT9f8AifdWNMdORny64XsObXsD/S5/Ptrp3rmG+n44v/vP09sSfGetHj152sD/AI39svw62howPUcmwv7a6V9Yk5JP1uCf94Ptt/Lqp64SG5t/S3+9e6deU0NeoMhu3H0HB/1/dHOadP8AUKV/U3+F/wA/Xj20RUU69001EhPBvc/4W4/1vabq8RPDy6Y6p/rY2+o/HPH49tSeXSgdJ2drkn6C9j/sPpz7p17pnmYEPfjk6Tf223HrwbT0zzNz+eB9Bze5916d6Z5Xux/NyRa/0/HtmlT14mgr1ClfSCP9SP62v7fQUx0XzyVJHTZqFzcG59QP9P8AG/t8Anh0XM1OsEsuq9r8/kW/H+t7eRD0nd8VPUZiALGx/wAP+K+3gAvRfLKWxTrA7E/Xj/Y/7x7cUV4dInagoesN7i39OD/sPbmj16ZL0wOum+hsdP0/P/E+79NEsfPrwFuQT/tz791rPr10Gbg3I+vB59+0j060SQadZFYFhfhvwfx7bZCBUde1nrLr1Af1BPP+x9t9X6zI1v66gbk/T/Ye23XzHVgaHqZqJXUG4Nrjjgge2SAerjqXEVf0j6Hn+tiP6e07VUdPRPinU2ndmDBhextY8WH9R7owxXp4sqsB1PiexW9/96A9pJFBFPTpdG2oUHTnGxIuLcnTb+n+PtG4FK9PoxOOp8Djgg/2uRe3tlhUdKYvjp0oIWFuT+oC1ubn/H2XTD08ujKA8QenamY2Fvwef6/049lsuD0YRtU06UcLagBqH6RY2H49oXWhr0YRHOOnmnexS9uRa9/959lzjJPRpGfLp3iNrHj6/QH8D2kkUUNel8Z6cVuNLfjnj/jftE3SmM1XrhWrG1HVLM+mBonErn6Ip/N/doCROugVaop8z053UND1bh1FtnsvtHb/AEvjcpLuDCU1BjaU02N21lZ8Hu2fYdPUolbW4ipiZCwk/ChuSfbkH1Z3RcupViW0mh0A50/P0Hr0kuZLOCwluHVJCcDWNSeJ+HWM4Hn8uigfNXFYPAfJ7emD2tTbypds4/GY1cPT9hVE9ZvEwlQJKjKVNSWdgz6tFyR7VbkbRg81okyxtIdPjE66U86+df5dJ7E3osom3Iwtcae82wAhr6IBjApXor04shJ4/wBfn/Yc+yxMMK9KXFOmGpUkXBsAOfz/AL37XxNWvRbJUCo6aqj/ADY/2P8AvXtXD8dR0UzjVWnSfkW6uDx7M4616K56UqemOqBIsLXAIP5uPr7XQnup0Uz9wr6dMx5BP9LixHsxU/h6LpVLA0x00yi2u/5P4HtYncuOi2U4I6bWNyCQPr/rX/23tQoH2dIWrpHUeGBp6kIoveT6n/X9uOwRdR6pHGZG0qOhq2jgy8kLFLhSLcf1/PsDbzuFARXqQNj20tQ0406NdszAjTCNH1K39P0t7ii+uGnnIrgdTFt1sLWIGn5dGl2tiHRY7IGsot/rf4D2Wlc56NE+D7ehvxeER4lDIAbAXI/3i/tqU4A9etnqVV7fiEbnSpsOePzb+vtg56rTNegk3JhYwJAFQ/U8iw9tyeXT8WfiJPQK5GjFLMVYAAm4I/HFre6dPioNevUzqo0gDgKQeP8Abe23Hn1U9SpHjZDfhuAf6/T3TrwrXHSKyJeJmKk3HIt/T29EFZtJHSO6Z/iXiOmlcwVWzXBHB/P+29rDZEkFeHSFb1uMmOmfITx1Sk8H/E/S9/6e11uhhoPTovupRLUVrXoPcnTElgABc3BA+n+t7ElpLqycdBe+jGekbVwIwN15tb/E/wCPs+hlrw6Ds0YrpI6QWaxqyqbDkXsSP979iKxuipHQb3C1R1NOgfzeKtrXT9b3IHHsbWF3UAA8egJuNpStBw6DDI49gzC35NmA5/1vYst7kGgPQQubYhiwHUGgo3jmBuCb/Tnkf09vXMitH0xbqfEyKdChi1DIiBfypP1tcfg+wpdMA1a9CqzBIp0usesi3JB0/T+hHsPXRjNAD0IoA1arjpQ00DyyIygjSQQT/Qf4+yyRwKhjjh0ZxRl8k5FM9HS+OPbU+3MpDg8rN5KGd/Hpla6aSbAer3DHP3LWtTutgtGHEDz6mrkDmZ0I2i/Pa3w54dHw3fiqWpxyZXEuqUtWmtki4Qlxc/p9w/UiMEYI6l/SAxAzUdE17Z6nOUxUuTWNfKqs44F24va/sf8AKHNj2N0ls57Seo95x5SjvrNriPiPl+fVf+YoZcVVSwTIyFHZQCORY/1PvI2wnjvI1kTNaHrG+/tntJzHLimOkvM3ksQQCT+fwL/n2cxIVNeip2BUnrB9Pr/sP8fb4Hp0k+Y6V+z8dU5vKUuNpY2mmllRFVQW+rW4A9kO+XMW32j3kpAVQSa+XR7slpNuV3HbQAlmIAAz1ep8d+gafYmyTvPcNMkTLSCdPMmk/wCb1A2b3h3zPzBLv9+8jMfAQnSPX59Zjcs8vx7DYJGqjx3A1n0HRNO/N/1G5dyVNPSTuKWnleNAjcBVJUWt7HHJGzJb2pvrhe+TOfTy6AvPO8me4FhbN2R4+0+fRUMvHNKG8rs9h/aJ9ytZGNACgz1Ed/4jjvzX/J0C25YeZbi2m5/1x/S3sfbVIcU8+gDuqYYmnQE5ltEuvVchvoB9Of6e5CsQGWg6j69ajZ9em6leeaaNYopHJYfpRuAT/h7UzrFHGWdgKD5dI4fEkkAjBP5dHXwmRbb3WNSalWiaWBjyCrcof6+4Gv7T9581qIjUA/4Op52+5O2cqMZcEjosfV258c2+zI37sr1hALfX9f49yvzdtdx/V0LwAX/J1E/Ke62p5gLN3Nq/y9G77XqzUUlFKAQhjQ8fp5F/cLcnRCOeRTStepn5wlM0EcgwKD/B0C1G7NpsTc2tccL/AEt7HNwBmvl0BImNBTFejVdKdoVWzquKnqSZqFyFkRjdLHg8H3EHPfKMe9wmaLEg4HqXeRebZdlmEcuYzinRvcvJ09v+khlraKjhrpQpZvHGCZD/AI+4Vsl525alZIJGaMVxU4p1M183JXMcIeaNVkNPIdK+p2t/dnYcibSiBpWja5iFvSV+vp9k0e7Hc9/Em8nNfP1r0cS7Sdr5fZNoApSuPSnRB9yCc1VU1UCKgyPfV9f1c/X3kXtfhiNPC+GnWO25+I0j+N8VegO3JJYuFv8AQkm5HP8AgPcgbWAVDefp0AtxYhiP2dBXUTFndBew/V/jf6+xjHGFWvQRkfvI6aKyM2Dj6E8j+n+I9qY2FadIXXJ6hxhi31tY+33oeHp02leHT7AbBf8AWvf8/wBPp7RMK/n0qjND0+0zlSNN7Dk/434+nsumAYU6M4yVAPT7Ty2sQTyLf6x/1vZXItDTpcjalr0tcO3qBdvryP8AW9k17h8Do6tKYPp0IOPlUBQNXJ+oF7n/AFvYWuY2JJ8uhNbuKCnQhYajra144oVNyeCAb2/ofYdvZreEFmOR0f2VvLO1EBz0ZDY+wqjy01RPTGZSylwVJv8A6/uLOYOY4dDxxvpPUl7Dy9KHWR1r0cXa+1cHQTU+RqI4qZIFVnDBQLgA8E+4Xv8Adru7rbliwr5efUz2O02dqq3OkKfninXe/wD5D7b2vTS0GHjgapRGj1rpJJAt9R7M9j5M3beWDlPDjPn506K975y23aEajeJJwp5V6r9332zuHdFVNLJWTLC7tZFka2k/QAX9zxy9ydt+1RAKgZgMkj/L1BfMHN+47vIRrKqeABx0B1RnJ6WpSp80hdW1XDE83vz7kCOxjkjMYUUI9OgHJeyxyeIGNV456Nr073BtvIUwwW6RF4pF8eqXSTYi1wW9wxzxyTuttL+8dnqCM4r1LvJPOW1XEQsN2oRwz17sj40dW78qGyWLq6FTODJZTFe7c82Pv3Kvutzfy7GLS6Rzp+3r3MvthynzBIbq1ZRqqfLz6DbE/EXZGOkYVVbReBLEhmitxzbk+xVe+9HMFyCIY2qfkeg1Z+zmxWzfqslB9nQtbfi6o6Zj++p6ikeopxqjEZjvdfp9PYM3JucOeX+nlVgjeeehZtsfKXJaePGyl14cOijfIr5I1vYsrY6hd0x8V40Ctwyg2HA/w9zV7Y+19vyuBc3ArIcmo6h33K9y5+ZSbW3aiL6dEaq2Zy7MSGJP+8n6+8gYho7U4dQTL3VJ+I9NSxubgrqAuAxPN7+1RKjpH4UpFTnrktNbgrz9Dxfn6X96Mo4V6ssDeZp1mShub6Ob8WBFz7baegyeriAk+vU0Y2S1wtwD+fx/re2TOtcnq/04pWnXvsAPwdTcWt+fp714441x1sQgVFOv/9LXxJvz76HdST12bn8gm354H9bH37r3UGvrYsZStVSpLPeSGCClgUvPVVVTKsFPTU8Y5Zi7KLDm1/dQoc0p+f8Al6eGlwF9OrnMZ8M8b8Ivjztv5Gd1bAXuz5Ndl08FZ1JsWkq6fM9R9bYzIQLUQ03YlDS6niyxhZXRZSBcgWv7D9tucm47jJBZdsFuSkutSHZ8U8MnBXjU/Z0zFMkpYJUBcGvn9nVWW9e497967f7C3VgP4X19ubqTKLT9h4almbEYaTG5GQrJT0kalFdobaRFYk/QD2bKQ7GOPitK+gxX/B1YOC7Rn8FK/wC2FR/KnRSsFuHC5HN5TB7m3mJacT4/7TcdHRS0suNgr5F89RVwVQ8phgVi7H6EC497DxrXuBA4+VB51+Xz63rHmQKf4OrLv5f3x07p7w37vDM9L5jDVdF05mUptv743XmjtTE7wirQzJvPZslY8QqJcUBqZELA3tb2VXO62UH6MgZklwjKNSuDxAp5eVemo7hZWYKh0r+L8LfZ0dvsrbFPvvq7Gbc+XNXSb27a3b2ZXdc/H/5L7Rlx/wBxvHeEKNMcZuaqogE+2gH7LSTX+l7+3reWzUtbWieGUGopkUHrn/B08pj1lIxpAzTqr/d2wd6dZ743H1l2Fi3w28tp1X2+Qp1Pkpa+kb/gHlMZVr6J4Z15Dxkj2qR0kAaM1VuB9f8AN1aoPDrlRYSSQD0Ndrn6Cw/1vdxXz6cVaGvThJtyVQbqb2vcW9tv8XTnTLPQz0xclS4AsLizf190631AZh/tXA/r9f6hvfuvdclfi4H4sPzz+Pbcvw9UcVGOugzAMbAjk/439s9b6xi+m9ueTb/X5966VDh1BN/r/jz/AK/uj8OrDrgRq4H6hyP8Lf19tde6yGMcXa3BuP68c+/de65xAXKj9H9eePdWHXiPPqQB/ZAAXi/Nz/X6+6DqyfCadZSLe/dbUk8euYsF54ub88fT3ph216t1KWSyi9hyPxyw9s+VOt9YvJflRxf6n3rrfXNmZgt7fT6f0/pf2xJWtOn1NR1gdwPSDYj6n8fX+vtvq3UKSWwIWxNj/r+6vw6901TSksb/AOAJ+v0/xHtrrfTTNNc3JACk/S4/PA9668OPTdLNa7n6E/UfUf4n3RuHTnTVNUH+ywP1vcf1+p916303STDlibn6WH+H9PfuvdQZZ+QDYcfg8/X8e23UnI691Haq0+n8G/P55/I9tkdWBp1gepYiwsf8bEf7D204x1cHrCZm5uRz+D/xHtvrfWPXxfUfpf6n6f1t7917rH5hcEtwDwbE3P8Avh7Tnj1YGmepHlJBN+P9Y2BP5HunT/XHzD+o/wBsfbL/ABdb65eZP8bf7z/tvdet9cvIhH6hc/0+vvR4de65q4/B+nB/43f231ccOsusgckANY/4W/BHv3VuuhMbHSbgEm68j+nI9pzx630b34MdERfIr5BYLDZuIf3G2S9NuLdSyD9jICNhLTUDE8MGIsV9+62DRh1txV/2SY7HYDBYumxm38RRw0VBAY1ioaKjjQLF9tSgAA2ABsPbEgoa9KekBXbZxVYZXlSSrjjJHHojkJ/qvHA9t9a6ATsjrPG5amko8jQpJjGUslEFBjcjlWs319tvx62OkL1tPRbLz0WCh8NHDLpSjgk/zUJJ0gEfj8fX22OrJ8XRysdClO9PUzT65W5kYCwk1G4MVvwPdX4dOnh0YDbeUSOjWDUY4yQxbjXMzf2bDn3TqvS27KyMW1evhmaySGmjngbQkrL5XjK3BiQ8+6saCvXuqgsjkZcxn8pk5EdBNVM1OzOFiSLX6pWb6AAc8+2eHTiihB6ALsztx5q07fw9UJ6Wg9FRWI/6px+pUf8AIB49+Y0XpzoOMf2Tm6F1eKtqYlXkaJXKk/6lkvz7S9a6Zt6b2ze7qaGmyVfUTUUI1ineVzHq+oIS9uP9b3o/CetefQD19HFNIyKByQb2Wx5+gB+ntjpWi6V6z0GLC+rTwDb+z9P6291YahTqx6d3xoCE6SeQf8Le0wFOtdJfJY5nB4a3qAHHP9fe+vLxHQifGf481fyN782P1ekJfEyVsWX3Ob6I5MRSSh3p5GP4axUi/wBD7oeOOn/OnW6Rs3AYjrPbm3tkbT25S4fCYmkpcXjcFjoo6PGrTxRiM1UjwhdTta5JJ96JIFevUzU1APn0Y6jy1dQU9GKSRoJNKqYoibICPUG1fqH49oJBrJ9B0TTbfa3Mjm4GpfU/yp0Dvffxo66+Su067EZjBY7HbtFLJJid00lNFT1X3SrqCVDKASSeOfbAlKnQ3DovgvZdmlHiOXgJoVOSnzX5evWtN2f07l+p965Taucpp0qcPVNSJK6kCVEa0dQL/UEAG49udDSoYB1NQRUH1B6We2fkmPjxDj81uWnbP7Cyc0WM3VjqdPJU0MUp0Lk6QD6vH+o+9Hh17qwjZOa6r7ZwNNuvqnsnbWdwNcizPQ5PIU+NzNArepoZqKpYOXX6cDn2nPDq68ellLB1/s+kfJ7x3pgJMbTx+SGjgr4XrNa8mOazcA/196Ix1bqpr5i/KLFdnZH/AEf7VaCXCUjhJ56VtVHHAg9KRyISGJtzyefdOt9V1ZKnpbtoRCqjSgK8kDi/urGg690mjBFqYlAAPobD8e2D1dePUl5IooiFsCLkDnm49tvwHVx0icrUgByxFwOOCPz+fbXXugpyeSWnl1BwQ+q/1/B/H+39tyDFenI/ip0jK3NLdvWLAm55/Ptnp7pMzZgNKbOv+H190bj17p7ocqfSdQPA/rb/AHn3rqwFT0usa6zqjA3v9eRcX/oP6e2H+I9XpTHSg4KFLA/i/wCfdCKinW+m2oobg8Ecj6+2OGOt9IfL49lkLafSb3PFv8ePejgV6fj+DpIVcFi9h+OLn/bW9ow1Sa9X6SWQpxICV+rBgbcAH8Dn35/h690LnSEkMS5LDyFo5p2MsIH0l/qq29sjp5fh6MxT4ecxKhQRoxIKAHUv+1EH+vurgcetnp1xeKYSspT9PpiBXlv8f8PbfVehd2hg5ZzKZIjEKeNj5D+PT+f8fbb0HDqymhr0xZSnmoDNpXXPNO5UqOSpaw906eBr0Ke0+sK3dOEM9ajottQ1A+ofXgn2ncaWp1o9JDdse3etoGFTGkk6atJZNS3+vLe6N8J61mo09Teoexdvb0yP8OqIqZZNeiNQFvYGwPtPXNOli10549KfubrKH7c1cERWNxr1Rj0lSNXHuj+XXj1XVvPYEtVNN9uJCVDXtc/T6Xt9OfdOtdFcrsTk8RlJoZad5I0dwSyk/Rv6n3R/Lp9eHWSowO2t007U9YscFWlgNVlYkfUC/tvrfQIb5w2RwsLY6jAejBsGFiBH9OLe07Gpr1qvn0ERq/4fTSJSlfuubr+bn62t/wAT7bb4T0rHTHS56tgmInjZZX/t2tze3tnrfXHK1FfWxq8+pYybi/4/xBPurCo60eHUzEU1K1M7yyC+gjTf82/qPbfV04dOWHyFPRQVMMYLsdVuCfz7pJ1cdScdU/eyiJ4SQHBX0n639t9b6MpgsM1XiIR9sAqKLemxN/r7Yf4unF4dK/HU8tBBJ5U0QqCEuCD9OP8AfD3Q8D1vrlt2nmmyElSY7RaiVe34v+CfafrfQx4quq6xjjYFYqx0lhe1rf4e25eA6fRqinp0Kmz/ALjA1DU9/wB1wSWuL8n2z1fowXWu16zO7ppppEaQGdW+hI5Iv/tufbZ49e6sD7B3f/ou67l8MfjmaiZQVFjzHYHj34V6djxU9UYb93RWbt3FX5OpdnMszlQ55F2vxf2nYAMadb6T0F2UW/s2N/8AW5Ptt+HXunKD6H/D/kftnp6LienWA8c8ekEcfW3tiQAGo8+nT1MWT0i9j9eDb634+ntvy691HkYkg3sALkf7371qPTqcOo7Pe4B4/wB596bIz1brv/X4H9faTqvUaZyOFsV/qfz/ALD22/HpyPj1jJvbn8cf6w906d65qL2A9p3+I9aPXRtb/D20/wAPW1+IdYWN+PwP6/X210r64awnH9RYf719PdH6qeuJNhquPVe4/p7b6103Stza9r8n/Gxv7bf4ulHUCUk6rccjn63FvdQCeHW+med7nWTc2+n04+l/aVhQ0HW4zpah8+mKrcC9+LE8/wCP+t7afhXpQOk9UNdgCfwT9fyTY+2+t9Ms0pNx/ifrxe/59tOM160QemeWW97C44tz9feunumln5a1h9T79TPTMrADj02yy6ja4v8A6oc/n2+ikivRRK9SeoTyaeL3Jv8Aj6j8+1CJU46RO9BU9RHlUAhf8OP9hb6e1KIeA4dF8sjE16ilm5K8fk/ke3hGBg9IjIRUeZ6x3tcltRP/ACL3sCnSdixPd1x8hQelR+eb/wBfre/vfE56qxHEdY/OeQVB/J/p9fdtPz6oCKY65iZ7W0gL/r+9Fadb1HrnrU25sfzf6f7D3rrR9euXvfWuuaSKLgnm3F/px7ZdPNetH16kobj1D1Acf4j68+2qVwerI3l1IjK2Y3NgP9cX/wBh7YIzTp8GnWeNirAA2/x/2Htt1qK9b1aep9PJ6zqNiLX/AMR/j7YYGnSiIhhwz05g/wBBYH1Xv9Bbj2w4rjpTG4FKdOED6ha4J+g/2P1v7RyChpTHS5TwYdTon9V29I5/3q1/aVhp6UofPp+p31Iq8cAAW/x+ntHItD9vS6I1ofXp7p24AHN/r/r+yuZc9GcXGvp0/wBPIdIt9QBcf7zx7QSLjpfERWh6fIGuoP8AsV9lkooejWE+XTvSkkc/j/evx7SyfD0ui49OitdV/AHtCRUZ6VrXV1wr5AuPrC8DVKLA+umT9dQPp41/xPu1sK3CUbSaijHgPn+XT4ywUmgJ6vG2BX4jbPQvSe1987mG8t1ZyDG5HrPf2zvLRz7DoDURyVPXm8cgCFDXvJGWIF1APtXuUdpaLJE83jyyEPHJGaBKHuVvtOR0UWbXl7fGe0i8CCFmSWOQV8c0NJI/l5dVvfL3OVu4/ktv/I1+dyG5ZaODH4mmzGWEYyTUFJGvipJ3iAVghvpYDke2by7eeBFMrSqGNCwzw8+ldtEsNsEWNYTUkoMgE+nRbZyzBgRdb+n+v0tc29olPfQmvWianpnqF9JA545/AH9fa+IZPSNwAc+XTU0b1CrEg+nP9P8AefahXEZrXorkheVyF6yR7enmOoK3qP8ATj3t9zSPFRjrSbTcSjI65Ns+aS+qM883A59trvqqaDrb8uysCOmOt2bMisyxlVtY/wBfZjBvqkjPRVc8vyxjA6RFfgKiFmurAi4BH0/1/YgtdyRhQ56DF3tk8YNOknU0s0H64za/NwSLf149m0cyOKg9EUkMqVDCnTpt+lE09woIDAf7G/8AU+025T0jpw6WbTCWnz0Z3ZmPAMV4xza30sD7iXfrksTnqYeXrUYPRr9m40WhJFrkA/71+PYObVxHQ6JodPp0ZrbVAgVCRZVHHA/HtvJPTq/COhSiq6ehg1y6FSwtf6/T2zLwHWz0kM1uekIbxSoL3BUEc2HtrrXQUZvPxSh9RXTZhqBv/Z9tyeXT0I/F0EOYq4pdekjk+kn9Q/1/bfT/AEjGrpYWAvYAn6g/j6c+9iLxOHTEsyxtpYdcjlS3Otefx/j701u4PDpr6pPLpvqagurk2N/6f09uwxd1ek8z6geklVOqsWB4P9fp/vHs5iBIoR0QzsOB6ZjONZTUfzweSf8AW9r/AAwBnouaah9eo05MoIH1Xj/YW9vRsVNB0mmpLxHSQrqZlLWHBF/959nVrOMV4joiuotJPSOyMLc3H9SP9t+b+zu3kXoiu48GnQb5uh8hay6geT9Dbn8AexVYXAQiuB0E7621Z6DbI42z6bEXuAf9jYA+xVb3YpToJXlnpNQOmqHFeOQMU5ve1782vf2sa8DAg46QJZ9/Dpe4jHOAt1+oBubcX+vsOX11QmnQlsrbAqOl9SY5rKSCAByB9b2/oPYbluRqz0IYLYacdKTH49mNtPpBHFuTzxf2V3V0AM9G1taivDp+jgloZ4amAskkTByU4A0m459l7ulzE0LZUjh0YLE1s6yxE6geP2dWa/HPfWN3nhf7uZqpX7iOIRwB2F9SrYD1e4C5m2hto3BgR+lJUj0B6yA5Z3hd52xW/wBFiFG9SOkB3V/ebA5psZBE74lnIBAJUoT/AFH+Hu/Lltt02ppzSVfh6Y5km3CFUS3GqFuPROu1dlNUYw5mjitJZjIAOfpckge5e5Q37wrz6Kdj8uoc5y5faS2N5CueJ6KJdxO8BUhlYhwQfr/h7moUeESAinUKFJA7IenykwtXVqCqORaw4N/9j7L7jcIYCAD0ug2+SVPt6P38H+oodxdjY6fLU4MENRGx1r6SFe9+fcF+7vMRlsl221anikVp6efU7+0PLaw3cm43C1MQ7a+vV03y2y0O3+uafb+10WIJQJFIsK2PEekj0+4TMdj9ZbWsWY1pqPz6mi2a9NpdXc1TI2rSPl1RBkIql6yokq1kE7SSX1A3JLXvz7nK2aFLZRBTTQU6g28SV7lpJviqek1U7fymTcpR0ksrH0gIjEXP+t7NY9wtLRf1mA/Popn266vGKW6Mx8sdOeK+Mm9t4SJ/kE8Ub29RUqLH/XHtPce6WzbUtIm1sPIZ6ftvazet1IaVfDDevQr4j4BB5IWz1SsIewYMVBF+fz7Dl77+X4UrYRU9CehFZewtiSG3CXV6gdDJF8NOsNp0SVFTNTTyogbkxnlfp7BN57wc23zlQ9A3ktehlae0HKFildOV8z0XnubZe2ZsXLg8UyRxqpRQlh+NN+PY55D3/dUvBf3lSTnPQJ562HantTYWVAOHRNdldFQ4vcq16vfTOHvf/ar39zjvvuDLebUbYjy6g7Y+QRa7r9QfXqy3bfR2C7CwcFHU1CLUxxqqkst7hbD68+8Wdx573LYNzL261DHPpx6yfseQ9t33bFWVgCo/PpKbm+D+5MbHLV4dTVRAFlCHVwORe3sR7d71QsQu4Rlfnx6Du4ey8oBksJQ3yPQBZHq7dW06locjjKpBGxu4jbT6f8bexxac3bRvEWu1lBJ8iegRecpbxs0oW5iIFeIBp040U0tH4yZJUaMi6EkWK/j2mnQXBIAB1V6eiZoKGpBXqwn49btp9z4aTa9ayyvIhRFkIJFxYfX3jzz5s8u27j9SgoHPEeR6yC5H3lNy2wWrGrIMjzI6Ab5H9Q5DalXPlIKeQUshaW4XjnkWI9j7265rW6I2y9P6i4Hz6APuHyq9qp3GzH6bcaeXVde4KgmWRXFnBIt/iPeSW3R1Resc9xcFm9R0FtVUlJW02N2N/wDivsXQpVRXy6CEp7z03SVDPxf6MT+L/wCx9qVQE5FOkzvip66icBiW4vb/AHv+nuzrQ9vp1uMg56d4WVrAH9Nv97/J9ojx6UR/F0/wugt/sLW5+v1v7LZFH7ejRSNI6eqcm19IFwBYf4fn2XSrQ06WQ4TpWYl5JZI4olZ5CwVQAfZReaIx4jcKV6ObMM0gRMk9GG23sHKyQxV9TA6wsFYkg2/r7jPdeY7RXaBGGrqQ9p5fu2QTSA0OeHRltk7WpgI/EqmS4uSBcH/H3Fm/bxMQzNw6lDZNpU6RTPRmKPO4HZOKMmSlhMwjJCkre4H0t7iqfb9x3y7paA6T8j1KEF/YbHaaroioHRcOwO86jKPLSYmZoYDdF8Tab/j8fj3KHLft7DZqs18upjnPUY8y8/zXrGKyOlR0WrJZmqrJ2lqZWmdix1FifzzyfcqWlhHbx+HGtBTqMbm+lnbXKxr0mqzJAX9QBUGw/wBqt+fZpb2h8uiua5px49IjI5ILqLN6mv8An/evZ/a2ppkdEN1d1P2cOkbNnqimkMkE7RHixViD9frx7PE22KVdE4r8uiV7+VHrG1D0803au7cZHpp8rU+MC1vK/P4Atf2hl5P2a6fW8Iz8h0sj5s3e2XTHMf2nrFVdvb1qI2VspVWa54mcfUW/r7vByVy/E/8AYj9g6bk503yU6TK37T0hK/c2byRf7+unnUgizSsR/tr+xBb7TY2uLWMLT5dEN1ul9dEmeQn8+k2zg3J5P0+tgb/kk+zZFNajh0VSSI2BlvXptdUdzf6Nx/W3+tb2tqAKjpLpDjPEdcxSgcDj83/P9PbZlPHqoQVrXrOKQcX4BAP+P+Puhmpx49OiNmNB04Q0mkCwP0tci/1P49pJbmuOlCQEEUz06RUrsoULYD8mwv8An2ieUE16Vpblus4xhtrC3PJNx9Pzwfp7b+pp216cFkMk8ev/09fG4H1/P05t76HdST1j8n9B/t/+Ke/db6NB8KOut79q/JTaG3uuNj0XZe9KSKafBbMyURlxsmXlvHR5itFiqpTatZLcce019PbW9nJdXcngQwgs8h8h6dadlWIvIdAXierSMp8fflp8DO96dPkNVVe+du9p024f73bYmzE2c2vWZ+KgbKYjJYSgqCUjNGWSHUg+iW9otr3Xbt9tY9w251eFsBgO7Hk3+H7OnI5FlRZUypyPmOtZnO7x2lu7B9o9S5resHXmb3r3ju7sDs+eupWpq/8AguAybyYLGYiThnE6sbRfpJ9x7e3w3iKTlu7uWsZVmeWWmJTDGQV0DzDAfs6DyVlV7SWQo3iMzfxaRwp+XRg/it8Yh8key8j8rO2Ox9i7A+IOxNuzN2VlXq8fSbkzO18DTmg/unjdtkhmyeQWLSjLyNQP1PsytXe/3D+u233sZ2dYDDJC5Gs6AQQy/hLUrq/Lz6Wxjxrj95Ruv04TS4J7qcCKevz6T3w4+Y1PR/MfGdO9WYrOVXxU3L2uRsDae48lPDntqdfLUyfsx1q3ZZJobedb/Xj2F+TOfBu/NMvL9lFTb3DG2qO+PSMkVzRjXHkOkm3bnJLefRRL+g3wDhpAHEfaerTdx7V2tVb26O21BvN9w7H70+YldganojamQmqc50p17NSmhrK+mqIbvR5CoctN9xH6rN9fcn3bXMEcrQAGZFajkYqBUavUE4PRzI88bhFXUTgN6f6b8+rXv5v/AMI8Ps/rjY3ZXVu0a7a2y/jecdsODKbqyrZjc/YO085EI6auymVkLS1E1ELkCbkX9h7lfdJ7g/47Ok1xONTrGKJERxAH+Xr1stxGxExBZ8sBwX7P8/VIuGwUMsEUoQ+OWJJYjb1aJF1Lcf61vY0pTpeNP4enyXARlGIj4K/Tj2248+t9B1n8DpLFEAAHP+tb6W9t9b6CHKUxppGIHpudQt/hyPfuvdN0bAk2NhYEfj23L8P59VYgDPWTV/ZHI+pI9sdbUauHXTc8C4P1/wBh/T37pUOHUNxY8X9XP9fV9Pp7qxIGOvdc0jGkEkBiLH+vtnrfWQJYANyebN/T37r3XJNIJSxLMb8ccW/NvemGOvHqRa1729IAFv8AH6e2xjqycOvBDxf6f77j37q/WT348OvdZFJK2/oOCfofbA41631jB555F+R9P9696PWxx66kb8DgEH/bH2xJ5dKB1CkksbDn6fS1v9v7b6303TSXPHH1N7/g+/de6aqiYchWI5H5Fj/j7Zf4j1vpkmluGYn6XsL/AF/x916900z1FwbEgm3HH0/1vdW6uvDpsklIvcm5vYXHunVuoEtQf9tcX4/P9PfuvdN8k4sbXvb9R/Huj8OvDrAZ7WuCf8b8H/W9tdbHHrG87G9iF/NuPp/gPdTw6c6wGc2uxPH5sPbHW+n/AAmEqMur1Mokhoo3A1AeqoP0tEf6f63v3XunDK7Zal01EJZk/SsS3Og24B/qfac8T1bpLzeaBwk0bRtYH1cXB4+h906UdYjKRx6v9iB/xPtl/i6914Sk/m3+vb3XrfWQSi/+P4sfejw62OPXN6kr4EjilqJppY4KemgQyVFXPMwSKGKNeWYkgD23051a10D/ACv937v2/Rb67yyc+2sTmKeGtwOzsSGOaaCZdcU2SIs0Yt9R+PfuvdP/AGb/AC8dhYRphtnLZymmjjbxxjyVEYIFwsl/z/X2w3xdb6Hv4G9H57pCummyE8dRFm8sJpqpOJJoopLwJK31AH5X3rra/EOrxKgKUo5ZGOSnq1V1ghGmmijtYB2H4HtM/wAR6UUyT1F+zM0dW7gQJC1pLGyAf0Uj8n3Xr3TNkMAuaws8t0gjp0k+3qZz+4LKWNlP1HHHttyeHWx1R38ifkLS9d9pwYGnZjUQsfNUSvoDMX0oQB9LH231dPi6Ov0j8sttVOKxZ3DWU2YQxx3SKoQzU7WH1N72HvT8OnD0dSm+ZHx02LjKjdO65ddHQQmr+yFSoeonhTX9pCoJuWsB7b6r1VR3/wDzLcz8gd6GrxFI+19iYyV4MJhkchpaJDpR5rWuxFiQfeuvdADmO+cvlsa2Mo8hPEKwlqmVHKSCJgQI0I/3n2wePVgK46RVJmUcLaUsb+tne55P6iT+T+fem+E9PUxTpSw5RWsL+ogWAJsPwfabrXWOpr2ZTdiPrbn8D/D3pvhPWjWmOk39wslVa3+xHtjpRGH0celXRBSoIt+lf8fz703wnp3p48akW9IB/wBuPaXqvXGPD/dF/SPwAQPwfzb3vrYwa9WTfymNv4mL5N5yLJK65Kbb5GISP6uBLd9TfgWv7p9nTysqnxDgAV62TcjTVS1zQzARxUrhYwW4jsePUPfsHHW176SV45HQ3bepZa6gpamOnjlgjAjkqG/DD6kE/wCHsnuSY30g8fLoL7pcpbXDxSMVY5CjpSY+iSKvVIQ8yvIujTcKHvypPtJI4ZDroKD8+ie7uWktCZQFIGfXqln+Zps6lm7Dx2cii0Vv2YpZqajjGuoYn0mQKOf6X9rYm1RK3y6G2wvr2SBqk4OT1Rh8pKqHC7Y29t9Gijq62b7iqpLhpFVfV+8PqPdzw6Nz5dETXKz4WoFXhcrk8NUqwcNi6+ajGoflo4iAefafrw49el33ujLVDnI7s3BW+QBZRLkagpIo4OpSefdSKinV+lNiszHTQhE4J9RN9Re/1LE/U+6db6m1Ga1AgSDnkC5+pPPPuj/D17ppkzK/RpLEX+h/P+Ptk9XXj02VOcQIfWSbXuDzb6e23rTq46Q2WzSuHPkt/gSf639tde6CXOZcNqs1+LMb8AE/2fdZPgPV0+IdBHls80DMVckar2ueRe3J9p+n+k/FuHVJqMgsLiwPP+w90PHr3Spw+4AZQrPcfi5/F/r711sEjh0M+AyfkSNkJN+Dz+Le2ZOPV1JIqehGoVM1mB+ukkH+p9t9W6UqUDyR/oDH/Wv+fbBFDTrfTDn8ITTM+g/Uk8D6kWPPv3T8dNNOgor8aVb0rdfzcf0HtHShPVumc4UyW9BIJvawsb+6v8PW+nzB46sxGQpslQKy1FObm36dN9RDD20OPTiHNOjfbM3PQbgRIcgPs6wALIzgLHJYW1Bj/t/dXHn1Y+vQmxJg6RtT1cI0DmxDM3+P+t7b610o8bmJsnIuNwkJEMhAmmC8uAf8PbTChr1ZMHoWsN1olZJFW5PRGkQDWktzp5ub+9dP9KjcO9qXbePbF40xIIU03jtyALH6fX2mcd2Oqnj0TLsLLrnYqwV6rLHOHDBxdkDC10v9D+fdG+E9eHHoj0O7a3qPflFVUtTMcXUVCy08zXC21XaJj+SPbHStW1Dq5XYO98N3DsGB4ZoZKxaRQ63VzfR/Q+234jrx6AncPX642pqmanUh9RYFbDSTfj/Ye6da6Kr2V11E9JPX0MK+UFzpVeT/AF90fy6fHDolu4dl1pc1VMz088LeoLcE6Te3HunW+mrHbRqtwJJS1TEuFYEv/W3+P+PtPJ8XWj0A+7Os5MPnbK97yGyceq5+tvbTCqkdKU+EdJLK7eEFXErwGy2JfTxf68n2z1fpizS/feGipkAK+jhbH3Vvh68eHTOmLmopFp3V/wBzg/W3tsdWQ4p0KW0NuYqKTyZEgqw5Bt9Tz9fdJB59XHQhpt7DQOamhhDqvqFhcE/UX9t9b6FnZuUMiJC9IPCpsfT6ePqfbD/F1dRivS1ytNDkyEpkWNB9VsP9a1vdDw6t1iyNI+KxtPHQRap5GUHSOT+Da3tP1boYuutvVKUcdZUwfuyC92X6XH9T7al8unI/PobNsddZPMZEVUalgzWAUXsAQBx7Z6d6sR6y68p9l4I57IwhZYI/KNaBTcC/596br3QP777Y292HX1e0q6SNEUvCt2FuTYW/23vQ6dQ4p0S3szoKtxplyeDQ1NM93/bGqwtqFre0z/EetnjXouUuPrMfK8NVBJG6cEMrC5Xg2v7r17rlHcf1Bv8A0/4j2n8+nYj3U6cIWIUjVcj6f4D8i3tmXiOnz1KDg2H6bfnj6/6/trqvUedydJb0r/QHlv8AX918+nY/PrAHvYjjj8296eumg6v12zm3J/2H9faXqvWF3Uj6f7c290fh1dTQ9eDA/wCH+vYe2+nuuWoWve/+t/r+07/EetHrGzXFgLD/AG/tp+HXl+IdYyQo/wB9/wAT7a6WdYRcm5+vP+291b4etHh15uQRfkc/7x7a6r02yEG5P9Da/wCPbb/F0o6bZX+q6rc2v+Lf4e2ydIr17pnnYXNj9Bx+f9ewPtMSSanrw4jpgrWPPNxc/wC9f190f4elQ6TtQ11bnluR9L+2ut9Mkrmzm/P0H/E29tv5dbXj0zzuV+n4+o4v7r1fHn01zyWBt+o3t/xPPtxEqR0guZAq0Hn02PIAtrfX6i/19qgK9o6KHYHPTbJLY3PJPC/4f4+1UceOkE0uoaRw6jO3PIuTzf6f7z7UDHDpDLUcD1GaoUXQtcm4AH4/pc+9hSc9IyScnqO0wX9Tf42U/wCw49uhdR4dNvIKZ668ykE3JA97MTfLplnBWg64edbE6SRb6/gf4+/eE3qOk5anDrlrF7AkE/42H+v70VI49bDMc16yiS3DDUBazH6f69/dCtcjpzxHpTqQsh55uDyD+Ofx7qRTr3iv12ZFNlP1/qPwffurlwU+Z6lRPdTz6/6n62t7ZkWncOvKwoB1OjsFBH0I5X/Efm3tOy1z59Pq1MHrLe3P09t9O9S42AKsADe1/wDivtO1QT05GxB6dInDj/ef9hf2nYVGelKsD1OpyVcG9r/QW4/w9pZAdPS6JqinTkhH+JBNzb8+0rjpUjEnPT3StfSP9YH/AGHtFItcjy6WxEkHp7pWIJ/wP0t/h7LZwK16M4GxXp+p2OpDfgn/AHj2XsD0YIQaV6f4GIKj6gfX/e/ZbMK46NInOD080jc/W/4tf6e0L8QOjBWoQR07x/T/AFv99Ye0kwHl0tjORXrnLIVQoGHknkjghH0LzzMEijU/1Y8D21FG0kgCitMn7OlGfIV6vj+POwu4ujanr3AZXYuGx+G7D2zBXZPFdmU1KmNo6aelFVSZuOKZm0FxpMcyi9iPaiC3vds3BYrmDwfGFKSjGk8G+QPkeie7u9t3zanlsbkzrbNUNATqDrxSvnTgR1Tz3PXVGT7q7YqasUwqYd6ZShkWjnNTQKsLAL9lUNbVD9NHHvW525s5FgLA41VU1GT5HowtJTPZxyqD3KDRhkfb6HoM5AbcfW9uPz7RZ8xTqrgceHUBoWmcxxi6m1yObf1HtVrMa628ukzws79vA9LLCbXabQWjBuAf034/HPspnvGkbSOHRnb2UajU3HoUcZszV9Yxbi3p4P8AQe0bjtNel6gDh0po9lKQCYFtYDhP959s0BGenF49MeU2OAjaYwQbcaeBf2wHeNqqenWSKUUdegrzOygC94wLXtdfx/h7MrXdp4TRuia82O3uB+ng9BNnNmsA+mL/AFgR/tuPYssN9BIBPQH3Ll4rU06aMLtYxSltBBuPSBx/tvay/wB2DLx6Q7fspjfh0PW16CWmMbMpKgji34/r7j3dblZmx1Jmz2zQJnozW0p0iWEsf6A/4eybo86MBgsnHGF5FrcAnj6fX2x0+vw9Ne69ytEWRZNKgH6H0fTge6SfD148Oi+ZzeEyysA7WVjyGIH+w9sKCzUHVGZUy3SSk3j5G0SSmxY/U8C/9b+3ms5nAIHz6aS/gjJBPUCpzEcn7hl4/wAD/vR9traSMaU6ckvUKdhz0mq3MXFlfUOTybezSCxI8uia53CvxHpuTLrf1OAf9ewv7UvZMcDh0hW/HAGvUz+KF1I1Dn/erX9pxZlDw6f+sqOPTZV1KuPqAT9P6fTiw9q4IDXUekU0oYnPSfeYA3vc3/V+Qb+zGlePRXJKE4dSoZdQNzc2t/xv226ea9XRtYr1Br4wVJ44+h/4p7fgY6hXpFdoW49I7IU5dWKi5H/IvZ9byrjohuYqjpF1VEAGJHqI/p/vfs8huAeiGe1OSekVX428h9IK/S1vZ9bXRFKnoOXFrUmnUSLFtf0xg/Wx08/09vPe5IJ6ZSzJ49KzG4/QIweSbC1v6+ya6uSc16ObO1o9B0IFFjQUW6+q1xYc/T8+w3cXY1GvQlt7VQuelJRY/SGBAB4uTx9P6eyqe61Up0Yw2xBxgHqZPR+k/QiwuR9Pr7YScqen5YBTHU/Zu6a/Zufpq+lmeNElQsFJUEX/ACPbW9bTBve3mJx3UqD6H16f2XeJ9m3BZYvhrkfLqwDIbsouwNoJkEiimrYaYaj6SwYLzf3AklvcbZuAtrglSrUr6jqe1uINz283MBBVhUD0NOikV08uQesxlXpRNTLoYW/VxwD7lG2iS3VLqEnVSteotnle5aS1nFBkdABnerZqbKirgh1wyyarheACb/j3JG3c3xS2gt5DRlHUabhyfJHdGZF7G6GDZXWQqo4mkiFyRxp4H+v7A+/c1mJyqt0NNi5SSWMMy14Yp0ef484yPY+4Ipgqxn8Eem3Nr39xDzBub7rMsrNw6mLl/bV2y2eKlNXRg+4N6QVZWCq/fSoQKAx1AX49kgAY6EGeNejqoTLmgP8Ag6K1/ogxu4q9cifHBDIwdwSAAt7/AE9nEPMu5WVv4C93kOiKflrbbu58d8D06GXBbM642nCss6008sQuQdJJYD/H2R3V9e3j1llYk+Q6OrWxsrNdEcSr8yOkpuvvnCbYc02HpqeMJdVCqgItwDce1+3cs3+5nUg0KfM+fSHc+Z9v2waXOs/LouG8vknlq97wTvGQP7J/3jj2Odq9uFJreEsOgHuXuOANFoNNOgcyfc248rdJa2Xx/jU55X2LrbkbbbXMaDHQRuuedyvBpL9vQdZrPT5F/K8rHj1HUT7E237dFbfpqtOgvf30lx+s7VPTbjs2tHJ5GkAN7+o/0/p7WXO3mYaUGOkNtuIg75OINehI2v3LXbfyERpqlljUgkB7Akfgewtu3I9tuVsVZKsfPoUbXzxcbdcgxtj7ejsbA+VH3CQ0lbMkitpVklKng8H6+4f3n2+3Lb6vbZA9R1L+0e4O3X7Bbmit6jh0P38f677BgSGvpKPzVC21gR31H/H2CHivrCavdC48xWnQ2SSyv4cFZk9DSvQIdkfGGhmpJsrt2SMoytIqIQefraw9i7ZOf9xsXWLcO+MH4vPoH75yFt1+jTWB0SZNOgB6wx+4thb3hapSSKnhnCuTqVbK/sX813e27/seqBgWpUevQM5Vs9y5f3sLMCEPE+XR/O3c5tnfXXMqNFDJWQ0Dan9N7iP639w5s0s9ju0DoSrhwD+3qYd0hhu9pnVqMjKafbTrX47AVaPPZGCGzJFPItr8fqIsPefPLJa426KV/NR1gfzHpt76aJRShPQPVQ1SFuR9b2v/ALD2NYaCP8+gU9dVT1AmUn9NxyLt9L/7b2pHTD1p13ErKRYnk/Qk3/1/ez8NeqITXp8pQbAfkj1f4g+y2UjUSeHS5a4HT/TKSAHOnnj+p/p7LpzT4RUdGcOV4dLnBYOvzEyQ08LsrEDWqngE/W/sP7hf21muuUgUHDo926xub5hGqGn2dGt2h1fBiqGLJ1i66hdLrGw5P59w7vXNz3tw1rFhTjqXNn5SS0txcT8ePRrtiiDKUIpKynWCmRdOtlCqAo/qfcO8xCWzufGgYuxPDqW9hEV5beDKulV8+mndu9NtdfRTiiqIpamzaVV1Nm/Fva3Zti3PmN1+oQhR0i3ne9t5fRvp5Aznyr0UvcXaWU3NVSM9RIYGY6VDGwBPA9zLtnKFltUAovd1D+682Xm5zFi2PTpMjKEj6tcnlj+rn2a/SDTkcOiwXZJoTx6iVeRkFvV6QOCD/vJ9uxW4PSae5NSB0l6vKgEgsTc3uT9f68+zmCz9B0VT3ZqRXPSLyWRLsxB4N/z+Pz7Pba3CilOiS4nLtU8OklLUs5LavTc8/wC8ezlIRw6KJZhxJ6wNUA2Go/7e/wDtz7eWEgGnSYzr59cBKSLar/4g8+/aG614q+XXB3AANrfkD/Vf09uJFVqHpouz8em2R2JOom5P0HAA/wAPaugHDptu3A8+oLytG9r/AOsfpf8Aw9uKuoZ6Tk16mRVmqwI9Vuefr/re2pIOnBJjp1gmDlTp4H9f979opInUdLYphWh6UFP63Xji3+w/1x7K5a56MIApFadKCnptTAWAW44INvp7QTTaMdLo4ycdPUdIvjcAc6WvxwBp9oDM2qvSwQjTnr//1NebWv8Aif8Aff4++h3Uk9e1j62JA+vv3W+r7P8AhP5uaDqreXzo+QVFtKv39vfqrqeik2RsfC0/3O4dwV1dSKiUeKchvH+6ytIQAdIPuP8A3BsrjdbWx2dGEcVzOolkY0VQDwP2gU9M9JboNPohXgxzX5Hh+fDp2q+xu/u7O0ex9qdwdnL8i+9tvUf+lXd2xcarw4z420ddL9zRbGxdVwoaKlMa1nlJudQHsWbfY2O2WyWe1qqxRYFKZI4k04k9K41VFpFkKfL8Py+X2da8H8xn4+SYD5SQ9k5GqxeL69722TEdkb+paAnZ9BvmijSjzuAyLwqFjkp5iE1MeeT7jLmfaorPnibcpiYhuFsY7e4cExRzAUZXpwr5Hh0S3yLHuLTyHQJUorngG4Z6q73Z1zu7aVdSbIp8zV5HDZnJpTw5XCZepl25ugyuP36HFxOUcIzFWZkNiCT7jafka5jlt9rWQCKZ++6SWqTAnPhxBs/aQc9E89i0JWNq6WNC6moavoo6sy2vtroj4y0GA23svDdid3/L7dNJgqTa24NkR07bO68OfiMcuJNSVZZMihPqIJCc6re5OkueV+Tdytdq26zlu9wUeHFKgwuviSw7SR+IcR0cq1rt0qQrG0ktKKR5V+fr0f8A+Hvcmx/hblcNN8mseNt957RzeXm2X2xmqWTObdyG+t20rx4z+K+ANrbHNMklQR+nQ30A9i3b7i6hsHtuY31XBcqWpRX1nC/aK0PS9LlreCt6/dWgY+ZJwKfLgerafiHtj5Eb73h8gOhflD38e7sT2905vHtjKYHIzTZKinyMFJ/Etn7z6olhJWmpSGGuCQ3AFre/bnDBtUMF5ZxKk3iKh04BVuIP+rj0o/UAEhy9RWnD5/l1WZhQ8NE1HKHR8bV1uLs4tKI8dUmjiMgP9ohRf2JGGlqdKyxVtI6fFZze5BUnSQP9v7bcNTPVx0ns3SiSORrDkfX8cD8f63trrfRd9zpHG0pT8XuCPTcXF/p7917pAxEOSwN+Lce25fh/PrTYFepSWuBcgm39Le2OtKQc9ZOfoTexPP8AX3vpUtaZ6jEgC5/3w/HurEAZ6312iktcAm9j+fx9CPbHW+s4RiDqOn/Wt/vPv3XuuaRqWFiSbckG5496LaeHXiepJAAvayi3JPJ5t7bHVk4dcPfur9dH3o8Mde680mgLYcHi5H5/w9sinn1vrE7gr9LN/aHP+uLe9de6wu1gDHY3W7XubW/p7YkOadPLTjXpvllI+hF7D/e/bfTnTfPIQpH1Yggcfj3418uvdMU78leAOPz9D/S/tg1Jz1vpkqpuQCLAXA/x54v7114fPpqkl5Oq1+P9gPdW4dX7gKAdNc03Lcj82/qR7p1sV8+m6SUkeq1gfxx/vfv3W+oUs/NuLf6x/r7aevA9eHUYyg8m/F7cce6dbHHrC0wP1/4j3RiQMdOdYTIDbWRo1rrK/ULf2z1vodsXKWoaOGKREpfEhUrbUyqL2Nvz7917pyZS0oKi8dgQJD+R+Tf+nthxQ9XQny6SmZw0dYss0h/eVTpKD0EA3AB/r7bx06NXn0FMpZJZIyLFGt6vrx/X204zXqw66WUgf8UA/wCJ90631zE3+Iv/AKx96PDr3VjP8tPpDDdndxDsbe1CK3afX0urE0jqGpsluH6wiWNuGVOG9t8Org162Qc7uCrqFb9xI4UVYh9uguvFkggFrKABaw9+6t0G9Xj6euWWJ4UpoplbyPKoM5JUkklv6+2G+I9b6btv4eLEMI44NUILSUykabte5c3/AK/4e9deBoajozGyey9u5FotsZOtgo66JRDG91RCbcJI7e08ldVelAz3evQ00uxcvkdK41oamhf1tMk6Prci4uq8n3TrfQZ/KTsLrP4h9G5zsPtzPYuizWQpZqTZ+xEroJdw56seEiCoioI21rEHK3JX6e2nJJoet9aYG/ews92xvTO7+3OVXIZusnmpKSO4Shx5lLU0On8MFsD7p1ZTQ16hYfOZrDSa8Vlq2iI50RzShb354v8AQ+9Pw6dPT/W5/O5wAZfM1tbGJPIIJJpDCr2+oS/PtvqvTtQ5SWAJYjgLpvf/AGPHv3XuhBxm4rBbuL8fpuSD+facdWBoajpe4zcAIVdYNvrcnUD+ffiKinT2aZ6XdPnFKq2qzi1jzzxzc/63tL1rqW2bBXl73/xPFx78eBr1U+nUKmyqmYsWW+rgc3N+B7T9KoidNOlrQZVNIBYDgD6EfT+vvTfCenOlPT16SuqagSbWPPP9B7S9V6W+OqIxGG1Lf0ggDnj8+/dbHHoZek+7cj0B3DsrtTGuy0WLroYNyJCoeSTByOBVaFH1KqS3uvzHSgqHHh0rUEdbfeyN0bQ7d2NhO3es8jDujZu5aGKpqJ6dxUSUFU8QM0FXDGSY2Q8ENa3trxUD+GxAPl8+ii1vkW4O23xEUq/BXAdfKhOKjzHS/wBqZKrw8hiYTVuMnuqUsakorObkkj6Ee0l7AHBodLDgeq7xt8N5DWoSdMhjxp0PVC+Hx2Iqs/lqpcfjKKMy6XGgiTTfSrN9T/rew7KJZ5hbxdzeZ8uowvDuF1fJtVgniTSGhNcU8yfTrXZ/mDfLDrHDbvqDBko89uLHiVKTGU5SZY2Ykx+ci9v68+z5V0KEHljqarO2+is47PFUUA09fP8An1rcdqdgZfe+58puPMy6ZKuWR6amBbxUsTG4RB/W39PfmNF6UcT0XTObkSLWjSAm/HP+0+2OrDj0nKLcylw/l5vb8/1v711fpZ0u6Qqi8g9It+rnnn231vrLNuxApJl4/wAWHHP0HurUpnr3TS+7Y9TESXubEah+fbJ6sOPUGp3WulkD2Nr8tx7oQCM9X6RWR3QGLAuCxvxfj6X9sdb6DbMbjJd9Lj6fS5sDfm3uknCnVlNDUdBtksi1Q7DVwb3Ive9/xf2x0+OFemUMVtYkc/UfX/H3Vh59b6n0WTmhqE54DBRcn6A/n3XqygE56MJs3Ll/CpYgHn6/m309tS0r055kdGS2+6S6CTcWXn/G/wDh7a690LuLoPKFspsQLc34Ptgmpr1vpxye3WlpHURXupICi/8Asfejwx09Gv4ugrqtou0rKV4+nK/j68+0h/i6c6j/AN1BBa63BsSLC3H+v7q/w9e6m0uEiitrQaeeOOf8CPbQOOnU4dKOmx8LEJElmI4K3Vv8LEf71703Dqx4dC9sTZT5msijqRNIZCANWoiw+n19tdV6M3i9s43r1vvskYoowymMSWUc8cg+23qTQ9bHTRvftiB7UmOlijUqLiM/1H6gR+Le9Acfl0o+XQDZfc8lQjSySL5DcXb6kA34v7TyABsefVT0CW6c4AG8r60kVmJX6D/U3/xtx7ZfC460ONTw6Jv3zUyS7WjqyyA0dcPE6EKV1cEXPN/bPStCpUFenX4pfJHK7H3PRYipq3koKmaKExlmIsW0/Q+6sKivWz1eXknpN07Xpc9Co/yuBJLACzFluf8Ae/bXWuix7qxUc1PPBHYEazpuPr+bj3VxivTynHRba3Z1DWy1EMqJHIdf1sOQb39t9W6LfnKWXbm4fAgKQ+WxcA6WF7e2ZaasdaPSO35tOfLomToNUkoAcaATz9bce2TXp+Ikj7Og7O3negk/iNKxqFVgPRzf6e2Onfs6DeHZEstbJUCEpySLiw44HurfD148OnCn2tG9WFq41ZgeDYHi/Htrz68lK9OdXtdQyRwkqOCAtr2PH49+b4enelthsdHSQx0sludIYsBcX4IPtnrfQuYeDHUkQjp0SSVksdIBsfp7Yf4utivl0o8XhzLM0szCOPVwpsOD/X3UU8+nOhExu3qKqmhJZJUjINjY/Q+056t0ZzaW3Y8hTQUNDSGWQhV9CXAH0/A9tSior05F59Hm6o68xe18W+X3L46dI4/MElsvC8j9X9Pz7Y6d6Cvtb5J7aqJ6vaOLqI1j0tThkZQCx9I+nvTenXuiKZHYmcnzb7gxU5mE0vmvGzH6nV+PdR1dFrnofNk7vylEIsduKAz0xARvMpbi2n+1/j7Tv8R6v0u8z1Bs3e0TVtLFFBLINfpVVF25JsPdevdBxJ8Ppchrlxs4e9yoHJv+Pp7TnpxBqbHDpDZj4l7zxxc09NJIFuTpUm9vbUtMdPnoDt09Ybu2wzDIYypWNT+rxNyBxfke2etdBlUo8DaZkZGDEer8EHm3upwenEOadQ2mH1U/7cf4+/eXTnXIOpvdueLcHn/Dj2lJqa9a6xu6AXP0/oAfbb0pnraip6x+RTaxB/qDe/8AsPbfT/XPyLb+1/sBf2nf4j1o9eL/ANP9590IqKdbUgMCesJNr34H4P8AX2wePSqtc9cQ4Jst72J/2H9fdW4dePDrG7WBP5P++v7a60BU06bpTfVf6C4H/Ffbbg1r0/011D2A5WwP1P8Are6db6Zqh78D6Hn/AB49pSCDnrS01AHpPVL3JuLEEk/0491b4elXSeqZLj6jRYXI/UP9t7Z630ySt9eRzew/1vp7bfy63UDPTNUN9bf7D/X+nuoyadakaiVHTVM1r2PIF/8AY/m9/atV7c+fRPcOSSD01ySm/BF/oBb8/wBPa1ExgdFs7gJTpvd9LMTyf6fj6/T2pVcUHRbI+jPn1Dkm1f4g/gfW/wDX3dUz0idhXUx6itIqXHBZgRYf639T7eCevSZ5c06is39CD/h+f9v7dApjpMzZzjrmJFUH1ED+luP9j70VrxHVC48uuIkFzqcaSeB/W/IPveggVp00TjB6y6iTewP9Pr/xHvXDj034tK1/l1zRzc2sfxpP0t9D9fdSitnp1JFZar1njdh9PSB+oH6n/W9ssgB6cVs1PUk2ZBpt9b2/Nv6+29Jr1b59co2NwT9VNwB9CP8AH35lqOvVoenSOS41cAH6/wCH+t7SMNJp0pU6upFyVsbX/I/qPx7ZYUPShTUdZojYgXNjYEf0txx7bcAivp1YGmR07U7gsLm1/TYfWw+ntMwx0oQ0PTihI0N+QSAfaRjqwelsBo1D04QsTcfkm/8AsPz7SyoBw6WrQMOnimYDQwJsOLf8QfaN8ZHSyMkEU6fadhqH09f+9/4ey64XtzxHRjATWnSghNtBUm5Av/S349lZrU9GSHNOlFAeF/qf1f4f63svlGSfTo1hIK6T09Up5sRyeTb+n49l0g9OjFSCB07x8Bv8bD/eb+0cmWp0tWlMdSRAtTLR09iZJa+kSnCcyNUGUeERD6lr/pt+fdIi6sTFxAP7KZ6fXuU5yerm9ndz43Kxx5/5Q0HY/wDejYmy48HtGuqGqaDwvBjDDgosjQ1Wny0ugIQUX6e2/rGurrxN9mkZ1ACFsMf4RQ8UA4U6TNtslpZiHl6CFYi2qUL3LQnvNV4SE149U/5Cqq8jls/l62RKiqy+ar8hUVEXEcpnnbxMgPNtOke9XkwmlULkAAZ/n/PpXpIiATK8KedPQ9RSpPA5JH+xH9fbCuAO7pp6n88dKLBYkyyR3W+tvoLWNvzb2lmlaQ/LpbBD4Y7sk9GI2xtvUiKIvwObC/PtP0p6GzD7TuoBiuLAjj8291f4evdK1NqDxjVEb2FgB9OPrb2z1vpmye17I6mKwVbklfr/ALf2mb0pTpT0C2f26reQBBf1cWHFzx7pg46tX06B7Nbca0l1+gJH0+t7e9JK8DVBqOHTUsEc6kMM9JOjwghl9SANq4/2/wBfaqW/MigJx6R2+3gPUjA6EbD4tbxki1v7NuDxe/srYljU9GqhVXSB0JtBRiJVZSFFlt+Of+K+9de6UKZd6Xjy3twPr+f6n2x9vT6/D0lc/n2mVtTahY8ckA2+tvemGpGp5dWqPPoDtyV73Yo1/wAnk8cfT2v22AMAZBk9EW6SkLxpjoMqnMSIzF3tb6C55N+L+xXDZI4x0EJr1kbJ8+sabjYAXcn8kEn/AFve/wB1gvjpn96vXrv+NLPyZFDXIt+ffjYshoR1795LKPn1FkyPqJUkt+Dza/5t7eW0wB5HpM101T1mgzLC2tv8Pzbni/uklj/COrx7g449Tf4mjAXYMf8AY/X8e0zWbg1Ax099dqyOor1Otxa5UfT8D+tj7eWAquR0naYO3TvTzBgCCNQH0/2FvaJ00t0silIoo6zMAYzqv9OR7bFVbHT061Wp6aaiEEGwPNz+OR7WRSUNeiuaMU1HpMVtLcMFW5It+P68n2cQTMCCeiqeMMp6TEmO9TKwuS3JI5Fv6ezZLoAVA6JpLQnqVFjCeFBHA/Av/r+2pLwk8OnEsjjzz0+43FES8qSRa30sPZfdXela+fRhb2lHBHS/ocaFAJB5H14+n4A9hu4uKmtehFbWvy6dDRgAaeeLtYi4t9b+03jV49KTEBjqLPEVUoB+L/j6e7oxbLdMSqFpTPSKyUDeprkMOeP9p+gHs/spVNB/qP29EN4h0lhx8+hY6c7GOIrP4NXSk0850aXJtYmw+vsG88csfXW/1tsvevGnQx5J5mNlOtlc5VsZ6GHeWBx8JXNj008o8hdB6bHn8ewRsO43LD6BsuuKHob77t1rEPr0wrZ6Z8DmtuZTRQPJEzkhQWK35Nh9fa7cbDdbRTcqDT5dFu33+2Xn+Lk1I6Hzb2Cp6KFXiRWjYBri1rD+h9gK6u5LqQl/LH/F9SDaWUdrEAlKsK9CdgcTU1lVH9jCwIIOoD8X5uR7L3AAHmT0vOogMeHD/V8usvYkEVJTRvkZAJYEuATz6R9Tf8+6w6mmEUYNSem5iqRl5MgZr0VbOd3Ni2kx9NMUjQlAVPNvxyPY82/kaS6Vbiap6AW488rbO0UVKjHQY5XtrI1EblaiR9YIF2a39fYps+TLVHAZRjoLXnOl1JGQGOegT3DvOqlaSaockkk3Ykmx9jzbtiiRQkVPs6j7dN+lZ6yNWvQZZfdLyr5I3VVUWPJ59i6y2cK2mQVr0FbzdmdCUIFPLpKpuLJVRbQ+hBezXI+nA+vs3ba7SGlVqeiZN0uZgdJoB59ep96yQP8AbVUqNa9yT/T/AB9+l2FJE1wqQeqxb4yNolbrqu3TTTLc1Kx+knhtNh9QL+9W+0SoaFD1qXdoJCSXA6Rku7GpZtcdTrQNcHUf62/Hs+j2USJQpTojm3fwmrqr6U6V2G7FliljlScrZl5DEE88/T2S3vK6SAoy1B9ejix5lZCrI2mnRr+uO3K6N4SalrrYqdZ+v1/r7hzmjkq3cMoQU6mHljnS4jKkucdHu2f3XkKjHx08tQXjZFDK5ve45+vuBN25Qa1kYRGgz1O+182pdxqZhnpwyNdQ51XlEapNJe7gKpF/yD7KrWC5sTorVa8OjK6mgvVOlACfMdBjvvcVZtLaFeEMk3lhkW41MANP+HsV8u7XBvO9xFgBQjoLcxbrPs2yyLUsGBpTqpXdGZfKZesqH9LSys3Isblr8395nbRZC0sUiX8I/LrDXd736u7kdjknPSJnddbC/B5/17c8ez2NRQV6I3IpTz6i6lYWLDn8f7z9fagUAp0ycnyp1mS2pfp/sL/j8k+23LEZ6uqrXp4hsSqRjU/FrXN7n8e0LVpqbh0+ldQx0PHW/VuV3fUK5gkSAEHUQQtv9f3HfNHN1nssZUNVj1InLXKl7vEgYDSo/wAHRw9rbZ29tCM4+WGOSv06b6QTqH/G/cI7xu25byfqIyRHX58Opm2ratu2cGGQapD/AIehNxGBlm1VWSPix6nyDVdRp/H1/HsKXu4pGfBtxWQ/4ehPZbdI6iW5NI/n6dBd213nhtq0b4PbskZqQrRvJFYENax5X2LuS/b6/wB2uBuG5A6a1oeH8+gnzhz9YbTCdv24gNwqONeiKZbeuUzVW89ZUyy+RmJJZiLE/UA+8hbTYbTb4RHboBTqBbne7m/kMszEk/PrPQZRrL6vz9QTc/nn2zcWQLcOrW9ywGDXpUU2ULAAtq+t/rcf0+vspmtdB6NYrg09es9RX3ib1fj8/wCP1HusMBLcOrTTApUnI6RFZWjUx13P4Bvb/ED2fQwEDh0RSzAnUek1PWa2YOwtzYf73b2axQFR0Vy3Irx6bKqYaQoNiRYkf0/oPayFCOI6RyyA0C8Om4zkWAaw/IP9PanSOkxJ6yxz6TwwJ/HujKD5dXDEeQ65yVNx6rDm6/4e6pHpz1svTh1i8iyHhgT/AIe78DnpsvU566KK/DW/pc/j/W97LYx1Vvl1gaPSToUkDgH+v9fdgaip61Wo6daTh0+tuB/jb8+0twGKkjy6fiPcOllRquokXI02B/PP49kUpIrXo7teHSyoIiyBdILE/wCOoeyK4I1Eno6t11Z6UcdMFgcf1jcXt6rleB7LGmq4PoR0ZJH2EedD1//V13vItgNJJvz/AIj30O6knrssLni1j9L/AF/p79177Or9f+E6246jb/yF+TucTckW2MbtHq6bcG4WmpkqkymLixjxudD8CSJmXQfYL59S2uNpt7WWIzGadFQBqENUEE/IUz03ckaFEtTnBAzX/i+iT/IaDvPZfxn+X+B6F3FQYLuDsnvnPdz753ZgV8Xa3aPQNWXho4MHmY7VCUlHMDJVU8R/zan2Y7ptjfu+QWsjQyLEKleC6QCzD1NBSvTN9BKLGSOz7XNGZhgmnH8yMda6tD3l3FP1NJtbL7zqt77FqdwS1B25u9Xz9LjZjUWqK7FtWEmjMp/zrp9Tz7jzbbvcm5Y+vjnFwrzsjmZRIojrSoU00j1NOiqJpm24sH8VS2QwBxXj8qefR294bo6d2h8ecduybZtJh+78BRU2C63wMMn3GHWnyyAVG8KILdZY2DlNDW0tz7EW+rtO07XFewWitdRrotTH/ZgyY1gDFATnowuHt4LZZYkBlWgShx3efRD4N6939X7Thhjztbg8bns1U5jDZ3BzeOuj3EJNdVLj8vEfIjITZ0BFr+wbJb77y3y81rvUoJuGPgvEQZEnY1LI3p6jh0Xst5Z25S5cAMTQjJDnzB/ydLTava3YfYGOyOzsmmU7brcxVeWTaeUkmy+YxGaeDxy7qw0xBZCUJEouBckn2JNk3kbhehVbx5olVbi3J1EMAB4yHyxQsOlMNwC+tx4rCmuPiQf41+ziR1uh/wAl7rfsjpXoDF7y+Q1ZS4ndO5quXanWWezwSu3NRbDqIDGcEsk51jHsvpNrqo9jbcoFntTE/fQginlThT5jo4KFU7jq+zGOq2t6U5xXZfZWMVVEdJvbPhAhvHonyMs0bR2/ssOV/wAPa9KFFp6Dj9nSlQukac/b02xyszelGt+on/g3+P8Ah+fepAQK16uOk9uHJRxU7xKbEg30n6ce2et9Fs3bXhSYgfU5Yk6uf9f37r3SMhIIGklTx+f1fn3VyFFSK9aJoK9Tlcqeebe04FevIRWpHWcPq+gv/jf37pVjy64qBq9RuPoPyLjn3okAZ691lB/C/wC2H149sYr1vrKv5vcj/avr7117rkl1Ylbcj+nI/wBb3oivXsHrOdOg83/330t7bFetoSPs6xe/dOde9+PDr3WNm1HTYWTnjm9vqPafrfUeQkKTe7EixHAt/r+/de6iM4swvYf6on+v1t7bmUA1Xregnh03yOOTcED6H+vtjpTwHTVUSngk/W4Av9L+/E0HXumWaTgk/Um34FvbBrXPW+mCol1E3P6fyTwSf6e9de6ap5Tcn6fQcHj6f191PDpwdNTve5J+l7XP490631Almv8A61/oT/tvfuvdN0kpPAvc3tbk/wCHur/D17qOXbjUx/2PH+v7Z62OuJk+v5tccn/Yce9dOdYHc2/1I/qTweb+05630Mu062CpxyCJvVHZDq4YOP8AUr/T37r3SvswnvK3BQMY14Rre2X49WHWMBJ5JEBv4wWWCP1Ara4v7bPTqgjz6AnMuoytYEOlRJ9L8X/p7Zk4jq46btZ/1Q/3j3TrfXIudJFudJF7/wCHvR4de6uT/ll7loMZtaow6VqQVNTmpZahTYlbj6qp+h/x9t9XXq8AgCkpxTRgxOPIzym73/Mg/rf8e/dW6bVghM8sk4acKNYZrhCw+iL/AF9sv8XXum3c0NYcPW5AB6eWjppKgCL0xpEq6lufwD7r1vqnHsn5m0m1t71eJqmmoZ6epKS1dKxkCoj21NY/q49sSMa6elCHsHSgpv5qFbtam8eBym48gadCIY45pUMrBbR2P9L/AF9t4PDrfVZfdXdnZPyI39U9idq7jyW4q/yOmBochVyz0uCoLkw01PCx0hgtrm319tyevWx0H9PLf63JJA5Pq/x9t9bPTrC1yT9Cfza/A4t7q/Dp2op090zA2/wNzc/Xj3TrXTxCWZSeD/Qfkc8Ee9E0FevdKbb2F3DuCV4dt4evy7RMFklpo3eGKS9irSDi/tP1bpZy7W35hoPusht2vSnQkSywxvIItB9Xk/pb8+9+XTwNRXrPj9yI6gpL+k6SCSGvaxDKf6e0vWunU54NwZPUL8hj9b+/EVFOqniOsUOd0TgByDf8sfr7TnHHpTERpI6WuMzzPZQ31I5Dfn8391b4T070I2LyfK3YFgBZr/Q2/B9pgCOPVel7RZlVUHWNQsrgn9X9bW9+PDr32dZ6vNRsrRnSVZbMrHhtXBP+t7p9vSgMWzxoOPDoyHxd+bHfXxA3C+Q6p3AK7aNfIDnOvc233e362Mm8zUsMxKxOw/tKPdJIo500SCv+EfZ0lvLGz3KHwL9NSjKkYZT6g8Qerq9m/wA+PZdXRL/eHpmbB5R4lFRHRqs9CakD9x42twCfp7RPZxMNFSaeZPRHJynZy013Mxpwq2aeladF7+R/84vdna2EqtvbBwFRgIZoZIIpZf2Ken1jSZSg4Zv6X92SCG3Ska1J4nz/AC6Nts2bb9oBNknefidjqc/YfT5dUk7n3BV5Wur8zlqybJZbJSvPX11TK0kkkrktZNX0UH6Ae26Ux0eE16Lzu7KoVkOphw1gCRzz9ffutdFe3LmXSVgXJGokeo35/wB8PbDUBx1Ycek1TbhZRZn/ADf6n/Ye6dX6d492NGoAfV/rG9v9f3TrfWN9zNKLNIwF+BqPP+J96IqKde6iNuNVv6z9T/aJufbB6sOPTXU7pcq3rY+n+tvdTw6v0nqrPTzfQmx+hDfj/W9p+t9MslTLMTqJAvbTc8gfTn3V/h62Oozm5/wH++PtP59KAKAdcDx9eP8AX491bh1vrAraZUY8DVf6/wC9+69e6GXZtYI5IRqvyLLq/wAP6+2ZPi6eqDw6NhtKsR1iP9QONV+f6+26Vx17oxm36iHxxFivAW4J5FuOf979tOoU4630JsFVRvCUKI11t+P6WFvdOnY2NadIDOrHC7MgUKT+B9B/gfaV6Bu3h070iqmojseeCCSf6c+234deHTWszTuscC6zexK88H/H22OnE49C/srZ1VkZqdniYK7rfUn4/qPem4dXPDo1YfbPWuMiy2RmgWeOLUIyyqbhdVj/ALb211XohHfXyTqN2VU1Bjajw00epVaN7AaT6fp7bcnrY49IDZnY1LujFCL7lYs7jx4ammnmAkrIVFhLEG+vvQ8+lHUvK7sdVZJGbWbCOIfSMg25P59p5KautHoO8jmarInxI5LavVY+kBf1Bifp7b60DQ6uijd+7zx9aKLamKq4qiWlmM2UaFg8cUgA0xOR9SD7TnB6VqVIqop1z+PfX1TuDclHk2jZaalkjlll0EKoDar396bh1vq5DDfIDA4KHH7IlnRzGiQLZwSGsE+ntnqlRw6Fdth5bPUQzNEhalqEEgfm1nGr3p/h6ULkdBFnutcjSVLVciMgBJb0Hkf149s9b6Azd2yqCpm11UAYhiVcL9SPbMgzXrR6bsNiMLSp9rNTK8Q4JYX4P+v7arnp2Ijh0Hm/cPiafXJQUiFCWJVVHF+bi3tgmp6UAHy6ASuhDnTBS+M3IJ02INrfn3VuHVTw6TUmKnjlDhQ0jk2Gm5XV9PbfW0FT1ljpBjqgS5IGzW0AiwHA5A91YAivTvXqqOKvqFNLMIl1C7XsDf8AII9tdb6ELFtQ4GjFRNMtRUMLJYgnUfpYc+2H+LrY6EbZ2Jz26XUU9LOYpZAFIjb6Egj22cinTvR1eu/jpuSuaCR6eUQuVJ1RkWFrm5PtpgFNOvdHY23tjZXUuLbI52ekWeCLWySMhbUo/ofbUnw06vFxNeiI/In5Wy5yaqw21ql4KIFogYHsNI9PGn+vtP0/1XxNmclVVz5CSomad3LEszX1E3uT7q3Hr3Q1bM7ly2AWKCqZp4VsCJOeP9c+/AdOJ0aTavaWztxLEMikUE7WGo2X6n2zItDXq56M1tas2xUU6rS5eGNHUADyrxf/AAvx7a610YHaGW23iUbz5mmIsTYyofoP8T7T9PRUVacehR29uzZ+TqXEtfQyqGFw0kZLAcW59sy+XTp4V6fdzdedbb6pftmjxsksylQ6+IkEi/trrXVfve3w0xlN5KjbzRGR9TqkdieRcAAe6nj1dPi6rZ3v1HurZ1RMlXQzGBGNpBE1tI/PvflTp3oJ5GeE6JAUcEghhY8f4H2mkpqx1o9Ymm4v/vYFvbT0p1ZPi64CYG54v/Xi/P4Htvp7rkJrj6nj6/QH6+08nxdaPXYkv/aI/wBc+6deGTTrhqGo8nn+p49pzx6VKABQdcg4DAX+v5H0/wBj7q3w9bPDri5vqNxZQbf7b8e2utLx6bpjZf8Ab/X8/wCv70wqvT/TPUtwQfp+P6A29tDrfTLM3p5JDfQG/wDxPtPJhvt6rSrdJyqa4YXbkkfXnge2m4HpWBTHSeqmHIFx9Prxf+vtnrfTNM9i9+Lf8U9tv5depXh0yyuSSb8D/YD3tFr0xMQFNOmmZyC35J/3o/n2uRa/YOimZwcjpplkuxA/HF/a5RpFOii4kxgdN0smknk8jn8+r2+qkjHRY1a56ivJYXP6j9bf0+gFvbyp6dJJJBwHUVjbm+kE/U/n/Y+3gmK9I2kHH+fWAzhWsqgn6Xb6f19uIO3PSdpCeHWIzMeODf8AA/P+BHu/TRY8Wx12rH+0tzz9Rxb8Ae9V6bLd3y6yhwGuHtb8X+p/1vemCt5dW1AjHWRWuQbkXvz9Lc+2mSnDqoahz1MVr2Df7cf4e2yAcHpQsp4HqTE5+lrEcf64/r7TkdKBWvWUD1AgGwPLfQfT6H3r5db86jy6lxsbG1yGAFgb2P8AU+2HWvDpxSRjpyiYugNiPwf8LfS/tOy+R6UIx49ZkNzb8g/8Tz7YI8ulCNXPTlCwBUixseefaZxRiOngfPp1Ulh/Qaha/wDT639o3Hd0sj446nwN9T+QP969syg6eliMWND070xAIH4YXsfwbfUe0LDpfGaN0+03Gng3/r/T2Xz5JHRhCe/pRU7DSODddIA9lMgo1ejROOelBA1mF+Bp+n5ufZfL59GcRFAOn+lIFrWNyBcn6f63stfz6NIxUU6eIx9bn/E3/H+v7Sy00/Ppag6Um1aeOfde1TLI0X2Oex+UhlC6/DUY+cTwSyJ/aRSPUp4PtuGaS1LSxHSxGnhXBPp+XSnsqVPBgQfsI/1U62E97fKvd3yI+L3bu5tx7O6d3Fujrvr5Nt5zcH8KoMFltu7aplWhospTQxL/AJXVkaQGJuL29i663/dObY3lvrO3lls4lQSqoQpGtADQfE/qePUdWHKe1ck3sUG17hdpFeXBkEDM0iySsCSpJ+BPOnDrXYxcTx42mj8jSWRiHk/WweQvcg/6/HsEXj+JcM1ABXgPs6k6RWLFhj7Onijg8sqjm/04/PP09opWPAdViUGrsOhm2jhGlljOkWBB/Tzb2w3CnT6nPRqtq7essN14IBvYe6dX6HPEYMAcqLG30UfX3V/h690q0wyFAunmw0+kX+lz7Z630kNy0kMMbqLE6SGuB/vPtO9PLpTw6L1nqeMu59B+vAA5sf8AD3QGvW+gmy9NCS3GknmwAJPP5H9PbLAg56sOPQcTxCGo9Q1C5IIX6C/vVD+HHT1TTp/xtaiMoNuB/wARx7aII49V6XFNkIxHcG50qTyfqPeuvdNddk7/AJseLkG319sefTqcOkfkK3VddRI5BJb6e9nJx59bYgKa9BtmpA3k/wARx/Q/439nVgukA9BXcGL1HQW5NeSxBH6rHn6/j2L7Q1FKdAq9QgmnSRmqmS6lrEHnnnn2eJDGwqB0QzSlO0dNJr5o21ayqluCTxb2qEEbLpp0gNzIjVBp1L/jLaFDSf7z/Tj6+2TZCtAOnDfuO5jjriuXuwYSm172v/sfezZYoR1r94knBHTpT5cv6VY2vz6uf9f2mksqDpXDfhm09Kukm80YJJP0/P8AT8D2TyroJFOjeJ1YVHSmpALhrC2gcH/bcH2TzGp6M461BHTsEaQX08fU8249o9Q8z0ZGPWtCeoVVEbcLbSLf69/b0bCvSCWOmDw6ZZqey6uGJ/A5P+PswWYmg4dFzIPMU6grR+RzZb2P9L8X+vtQZwoyT0mMC1qep0dENViFsODb6/7f2nkuDSoPSiOEV7eHT3TQKhAQC7aT/j7QSyM2SelscOk1XPSqp0jVVDEfp/A5J/I9lE5auOjiCgFTjrhK8SBrG3J5/r78qs1AOvSkLkcD/LpqmlF9XJt9Of1D+ntdGlBnovc6ukxkrFWP9SSLf717NbI0anRTeGoqo49IKWeSkqRU05MckThlK8Hjn8exLHGk6mKTIPQYkMlvMJImyDXo8vUeaouyNsPtzJyp94ITHGWYatWmwtf/AB9wDzfts3Le8fvC0B0s1fl1kDyfuNvzNtDbdd0LKPz4ceiwdu7S3F1Vmnqqd5vtzNrRl1AaQ2r6j/D3K/Ju77fzbaC2uAFkAoeoj5y2jceUb36i3Y+GTUU6MP0L3nj9zUtNhspMi1SlIg0jgHg2tz9fcb8+ci3exzvfWilozkgDqSeQOe7XeYRZXjASjAqerGsRufbO1ML968kDzPDqVtSH6r7irWXoIxUtwHnXqWGUIodsDzPlTohvefbqZOaqSkqbBy9gr/S5+lh7kXk/lieaYXN2vnjHUZ858zRQxm0tHoPPPn0SCXIz1ta8kshYliTdiFte9h7nBLaO3hCRigHUFtcyzXGqRuJ6iZ3ctPi4LtIoaMXtqH0t+fb9htcl5JhePy6Y3DdYrWMknh0A+a7H+5mkubxqSAL8WH59yHYcsLEgNMnqOr/mcTSEgYHQe5jeDVkP+SSaGuAQG+tvYnstjWBv18joN3+9iYDwjQ+fTP8A3xylNRspkAW1ixNvx/X2uOyWj3IIFcY6LzvlzFDp8j59JWbdM7uXnn4ubsG/qfx7Nk2eNV0qOiqTd5NWsnifXrBNnairCiCd3SwBsbn/AGNvbsdhFCf1FH59MyX8k4qhI6wjMTU4McrOQ3BJJ4/xv7u1ikrVjp1RL2WLDZ+3pWYmummhBRiNIuOf1eya7t4Y5KOOjiyupHjLDHp0MOxdy11LWwxtKQisLgsbn2B+YNqgmt2ZVHQ02HdJ4pgjsejv7H35Tp4IpJtJsvGsfW3HPuA9/wCXZWVnRfXqedj5hjAVHanDoxuM3epWMLKGRrchv8fcYXWxtnWKEdSdabyrgCNujA7Z21gewMPNisl4nlnidF8hH1ZeDz7j2/vNx2LcRNasUK5+R6HtnZWG97a0VyA1cHzI+zqrz5O/H/Mda5uqrqKmkbGSyNIHjjJQKf8Aah7yy9qfcW15mtFsrshZlFCCc9Ype6Ht7ccu3TX1otYHNVNP5Hoj81aNZB1hkJB+pJ/wHue44SFwBQ9QRJOGbNcf4euC1wH1Xj6gk2Pvxh9B1XxUHqOnjGx1WSmjhoo5JWdgoCqWBLcEX9pbt4rWMyTGij8ullmklzL4cI1E9HV6f+PeQzMcWVzURgp1CyBXW1x9bc/n3AvO/uTa2TGz246mOMGvU48le291eqLu/FFGc9Hm2ptWlwqpjsNAnIWNmRBqv9L+8fN33ea/LXN8xAGePU97TtENlptrFQTwwOn7MdfUGHk/vDm54oVjBks7BL6efz7L7HmW5vU/dW3qSSadL7/lu2sn/ed8wWmSD0TXvD5FwU0Mu39uSlURGiaWJhyR6eCvuc+QPbFppBue6ipOaEdQpz37lJFG23baQKYqPLohlXnK3LVT1NVM8kkjFzqfUSSb/n3kRDtsFjAIoQAAKY6x7mv5b2cyTGpJrnqbT1JPqHP4K3/3r2y0YGPLq6yFfPp/oqzSAfoL2Avexvxf2XXNvXI6M7WYgU4npSU1YRc35/pfk3H1Hsolhzno1jlIGpT1Kqa8eIDVa45N/p/j7bjt+7HV3n7O7pJ1VQCSx5AvY34Jvbj2c28RHRRcT1FP5dJmacs7FieCfof959miJjA6KmYE9RpKgMCNZ1D/AG/t5YvXpppEGK9QZpnUAgFiPqfqP9j7fjjQ11fz6TGQtXrEtTIzj02sOfra/u5hT1A614jtg+XXNqw8BgeOL/Xj+vvRtgBg16uZH6lU8y8Pe/8AUfkX/wAfbEsRU0I6sklT3dOUckTD8G/FuL8+0xBHEdKQ6kYz1mCqRYD/AB0/kf7D34Ejh14gHpzo4DdSRb6fX8Ae0c8wAoD0qgiz0scfDewF7Ej/ABJ5+vsguJKEk9HdtGel5j4wACR9Da4/w/ofYeuGOacOhBbIAvSlijDRyGwssbH/ABvpv/t/ZQzEEZ4kdGKqdFaeXX//1tdPyNf6D/X99DupJ65FnY2uD/rfT37rY49Wo/yYN/1Ozvlz2lsiLFNnaTuv46b72xkKBGRJado41ePKReThjCqE6RyR7DfNG2ruFlby+IYmt7iORWHy/Cfkek93G8kYOrSUYEfP5dCX8uMlsjb3U2C772zunEyPt7DZPp+TN4aKpLbdosrlZsRl8nmYRwDGrOskUgtYEgexFMzJK7EUwK1pShGfyPS0/wATYHn6dUF7u+Hdbgtxbs2T19k6vsOjl2tRb7k3VtZ6b+7efx9fH95SQo89xTkAkTgkc+wnNyttome8smaHxaFo1/s2pxAHAavMgdF526DUzw9gbJA4MPl9vRbN71u8dhRU+Az9BR0+LzGHZaLEtPHlxj0jBiLR5AF9DBgW0RsAP6e011O21E200IEFwh0J8RTHxA+VDmg6q7CACMpQMDT5Cnl0k+ufj13v29itsY3FxyUWyMzncjTbWy+dro4qCXLA6quGghlfylnI5YLbj6+4ZsuUued/ZdqgDJZ+KZFnkJOkE5Kg935dEFvYbldUgSoj1EqzdW453L/Hn4pfC/ZWP+OmDxuX+QHYGRrtndt9zu8VZvHZ2XgneDJ4ulimLRrQugeMSRKCCfrf3NWy7Bs3KUSWm1KZJJTpluK1Z286k+Q9AehHb2tvYKqwjW74Zxx/M+nV4/XeXpMZ118JuxKPs2t7qilruu+ncNtGd5KbER5XdCvTZ2hoqYES1M9KR+9LZgp/I9ndxIsUcjOfDCqTX7P8/S6iqhzpp/L5dV/97ZGDaPyU782pTzCSmwW+5qeNS5bwPIjPPS6jyfC14/8AYe3bR9dqjeor05EQ0YIz0H0+7gI+JVjUKeVNv969uODSvTg6DrPbtgVZD5tbNyOfyR/T211voG6/JvX1BkYk8mw/oPr7917rjFJ+m3+sf8R/h7qyhhnrXTnHICw5BH4te4uOb+03WupXNr/W/wBLfn/b+/dKUFFA68GsR/UWJH5sfemIHHq3WdBqIYG1v+J+vtk8cdb6z+9de6yKAwH4I/p/r+/Hh17rs6Qf0ngW/wCR+2utjUw6x+/dOde5v+Lf7H6+/de6w3Y+ri3P/Gx7YPE9b6hyvzqBNn/T/sOT7117qCzCzcfq/wB7/PtuT4enY/PpvncDj/b/APEW9s9Pfh6Z5nv9fpyf+N+9da6Yaqa17n62HA/x9sv8R630x1DC1h9Rc/8AED3Xr3TRK5Y2P4/3v3rpzpuml+o/17cH+vuh49b6appCSQPrf+nvXXuojtYW/J+n/E+6v8PXuozPf6/2eRfgC3tnrfWMzCxuwCi5JNgoA/V6j/T3rpzqdTYDd2QdExu0dwZEOBJFJSY6plinhb1K8U6qUsRze/tOePW+nXEDdOBrTHU4PKUSB/HKlRTSRpG97uJHcAcf19+690M1HnMVUQxyZCRacqtrKykuwFiR7afy631F3NvvbW28TJjtuRvk9wZWIq1bNoaDHU7fq5X+1zx7aPHp5OHQBeWQlmklMryPrd2HLM3NvbUnl1cdchJxyCD+QPbfW+sgk+g1WH+t9Pejw690aP4q9uxdZbz+0yNSaehy8sYp2AvGJ9QPrb6g/wBPbfTg4dbJ3UncW39zY+gWor45JmgiijnmZfDG2kaVYj37rfRi8btmfNTO9BkKSrpmVSUgljVC7NfSCx9tScevDotnzq7864+MvT1Ttar3Jj8j2hvKCWGn29j6iOpq6GmdSsRrHjJ0cfX6e6db61Sc7nKvcOar8vkD5KisneVnf12DsWCDVf6fT21LwHT6fAOsERRdJVVUra9lCkf0tb8e2erdOKPcAfW/5H0/3n23Jw62OnCFxexPI+v+vax9t9b6d6aQgr+biw+nAJ/x96YVHTi/D0stsYPLbnyq4XB0v3day63FiIaeP/jpK5/2PHtvr3Rsesvh32P2NnqHCJkaTFQswkykoDg09Hf1PEzfUsPp7117qyV/jrlOldqw4nauK+5oaaPy5GrijR6ioqlXmoaSxYhvyL+2Ot9F+rNzZB6qZK2nhiLFoDQ+NSJTezs6uLXP9Pe+nxw6AzszrDG56hqs/tOgGL3Dj4mqq+hitFSZChX1TPGnFnWxNh7TP8Z60ePRUY6hmU6SwsSpB/BU2YW+oPupNB1U+vXIyyag2rkW5HtOTXj04lSQV6U+JygjIBY3Uj/Y8fX3ojFOlXQjUGcUJzJb/G54/wBf2nbBp6daPp0pIdwgaQX/ANTY3tc/kj3rrXWdtxLc6pAb/UEi3+291PHp5fh6zQ7gJbiTTcji9+L/AF/2PvXVulBTbhVeCyt9R6uQP9v7Yb4j1vqdJuMFbCQAWJPqtxb6+6nh1ZAC3SOy+4DaRjLf8i3+txb2mPHpR0CW582HEg1HkObm5t+ePeuvdF1z1X56ghWBGo3t/vXtOerDj0nWFwTz/vv6+9dX6xBrE2Zhx9Af6fQke2zx631wZ5efWxBvwD/X8e/de6xa2PBJ4/r+D7Tnq68euLC6kf1Hup4dW6j2tx/Tj/be0/W+ve9MKrTrY49Ym4LH/E+03SnrAzX/ANb3VuvdYGuW4/s8/wCt7r17pcbXyAikiBIBB+v+t9Rx7bkUnPTi8OjO7RziqIRr/C8hiB+R7Z6t0P8Ah9xeNVAkFioF9RP+v7afj14dLiHc3pBEo9Cj8/Q25v7pxx09Gv4umXLbnWWE6pRdr3Or8gcWt7TMNJI9OnDg06SNNWVeUqFpqbUwchf631f4+6OKr1vo0/WHWoqGgfJwkeYgksLAD6359sjpxDmnQ571z2zOrcG8xqaX7uKJmRdS6tQXj340pnpzqqXuT5C5Td1dUwRVjCjDsI1VzawNgB7aPHHVOii5fdp/cZpLkksTck6T7bk4DrY6DWs3zU0k4qqKvlo6uP8ARUwSMjixuARf3Tp8cOlJSfIvdsNOlPXU8GT0hUNU3plYKeNX+J9ppB3daPTHne7N65unkoqIx4WlmuJWg/z8iEW4f8G3uvWh0g9u4aozeVgpE8k89TOvmkclpJSzcyO31PPtP0rT4B1a5tjH7f6k6uNRIYxlaqjuoNtYdk+lxz9fejw6seHQIdSbf3Lv/fRz9R5hQU9WZhISQojR9Q+v4t7Z6pQVr59H57G+ZFL1dhKDaeOMU09LFHDMylSbotjqt70/w9PqQRjpT9R/LrYm/oYcZuk09NPMVXyyaQQWFuSfbXVujL5Pq/Yu98etZt7K0cjzDUqJIhN3F7KAf9t7Zl8utHoCdz/HnPYoPJRQvMl9QKDV6f8AYe2unYz5dA9lenM4yyLLRzH631ITb/ePbDCh6UZpXoIs11TW0DSf5ExJPFk5Bv8A63ujfD1ry6asP09W11QHankLrdgmn6g/QcD211pTQ9J/fPUG442/cw8/26AMJBG1tP55A9+b4T090Vzf9FFtyHxQVRgrFuDETYg/gEe2et9KbpDaOb39nsZRVMrz08lRFqGq4ALc8n2y/wAR6svHrYi6s6l6v672pQ1m4ZaGKqipo5CJDGGNkDEG/wCePbfV+kX2t8uNh7HpJ8btRKSSdEZEaIKbEC17r7af4ut9VU9nfIPdnYFbOrVsyUsrtpiV2VdJbgD/AA9syfAerp8XQEHySsZJWZ2cnUSb2a/0v7T9P9ZkT6ccj6C/9PdW49e6lKmpQLXH0b/ifegc9XQ0PTjTTzQkeGR42BupVrWtyfbEhq32dXPSvod57ioAv21fOtv6SMPpxxz7p17p7/0n7usQMrVc/wBJWF/959p+nouJ6lUHbu88a4kgytWrXv8A51vx+Pr7bkBIqPLp0joTcD8pt/4KWOU5OocIR9ZGP5+v+3HtgCnXuhswvzXy9XUw/wAekMyLoDayT9Pre/urcetrx6HSDtzq/tChFFlEoo6iVQPIwQG7D+vv3T/RZuz+gMXX+bJbVnjlVg8ipCQSP7Q4F/aVviPVTx6K9T9R7rqciMd9nMD5NOor/jyb290ZajrXQ2UXxYzEtCksswSZk1eMkaixHp49tkk8en1rTPQWby6P3VtXyTPSyyRL/aVSwsB9eB7ZlwQD1s9AtMk1NI0UyFJF4KuNJuDa3NvbXVfPrEHt9RYf0H9f9j7Tnj0tHAdcw6kgA83HH5/x91bh148OuUjarg/QDgfi49tdaXj01ytexJ+hI/4170/w9P8ATRUm5Y34+gP+8AW9s9b6ZalrAg/4W/r7TzfGOtfiHSdqGuT/AK5I/wBtf3Qiop0q6TtSwL3+gAHtjrfTFUM1pOfz/h+fdG4jqy/F00Tn0/65t/sfbkQz9nRfO1Afn0zTtZmJ4/A9mMKnA/PommbQpHTW5sD/AI3/ANv7VUzToolbHUAuWJNvpwT+f8D7UoNK9IWahI6iObk/4fX/AF/ahFoK9F0kmTTqA7ljckgj9Kj6f6/tQi+fSJ38zw64fm5+vtzHTBfUMcOve/U6oK+fXXq1W+gtY39+IBGevE0Fesij8fj6n20V8x1UP/F1kDiwB5U/8jHuvTnUmN73v9Px/sB9PbTr+LqwNOpcbk2P4/P9faRhQ9KxL2gnj1mVmBZh+m9wPwR7r1di34OnCIqQCpB1C5/wP9PbXA9OKTwPU+mb1Mh4BF7/AOt+Pad/i6URny6zqwUm/wBCbf7H2nYd3SpKU6ck+nFtX15v9D7TN8R6eXh08Rs2lQR/Z4/p9P8AD2jfj0tj49Tqfi/tmb4R0ri+Lp4ht6SP9SP9v7LiaCh6XLx6f6fkIf8Ab/7b2gn4nozhy/T7AQLWPJKg/wCFvZXLwHRnGa06UkP6QfrcC/8AtwL+y+UV6MYzQjp8pwWNuOLEf7H+vsskx0bqaAHp6i1XVbXNjzzb6/Tn2kkIANTjpbHnPR8P5e/xW3Z8sO5c3jcBX4LCYXrXER53L5XdNfT4vCZiecf5PteGvq2SP7ioI8YGq4v7Pdj5V3PfysW3vEGYFysrhKqtcAkgVby6I+aObto5NsV3HeFleOVggMKF2jJxrZQCdC8T0cf519G74+L3Re7cfuPF4HYh7Vz2Px1NtnaOWpcxiq/DxqssjVtVRu7rKzAMRI2g/j2/e8v7tyzR5ysZnqWRHV10gcDQk16L+WObdj52n8bbdUyWgJ8SSNo2L+qhgKj7OqaFNo0AZeI4kAAI9IUDTx7ApJYk/b0PwwND69LDbOOaomQ/gvwDb6XsPbDcc9WApgdGt2RgEjaItGLta34twL+6nh1scejUbYwQ8cYMf4FuAOPr7a6c6FiDGCCMWAB4tbgj/An3V/hPXukvuHPLiEYGwZBwb83tx7Z6t9nRe9z77aQv5JVAuQbH839p3Wh6eRqjoIa/cEdYzBJwPrbnkc8i/wDifdOr9MFSY5QW+oI+o9tScetjpJVtCC1wOQSxN/qCbge9dP8ATci+G4P6v95sf6+2349aPTlFVgL9Te1iALe6da6aq+fV6VYg8H+ntjz6cQ9MFTNoQKzamKk8fj2/GtcdI7mWuB0ishMPUCTz9L+z63SiinHoOXTcQePSKyKpoP8AU3J/w/x9n1mTXoN3iqc9IKvhUs2knk/X/H8cexHav29Bi5jBYkdJqpUBSHPI+hH9Pp7M4W7sdE1wABUdJ+pqvCCqmwUck/1P9fZrBCrZp0UzSsBQHpjOTdWOhixJv+bf7D2vFrVakdF5u31449KjEVjkh3vyACP6+ya9gUVA6NbGZyRXj0JuNqy2kLYL+frf6ewpdQrqx0LrOUsuel/j2DAf1025+g/1/YZuVoT9vQktqvRh0qKddQve4t/t7D2VyGhJ6OETUadcKlAD9OCp/wBa/tyFqr9nTU0Qyp6Y5kCP9PSfa2NqinRTKlQSPLrCABYKLG/J/wB69uk149MCNm6kxIACLEkG4/oPadmrg9KVTSKDp2ooTrLH8Wt/r+00r40r0piUjPU6STRYNxf6f0Fv6+0yxlhWnShmAUAnprra1Dewsebf04+pPtZDASa049IrmUqtAemRq4MOXsDx7W/TNq4dF/jNSpPTLW1KsbA3Avzz/vHsxtoSpqekM83bQdJaoRmLMR+39Qf6n+ns3iIA456J3UPWvSw693NW7TztPXU0zRJ5IyyBiOL88D2Scy7Xb7zYNA61YA0PRxy1usuz7gsqvRScj5dHC7GpaftjZH3cQV6uKm1sbAtqCce4W5au7jlHmEpMaKxp8j1NXM1rBzhy7qjALKPLjw6qB3Hmtw9V7qlkp5poDBUMbDUosrfi3vNPa7Hbeb9nCyKHLL/k6wn3S83Pk/eCY2KhWrX8+jXbL+TGS3VgoqOuyJE4iEeh5PqNNgPr7h3e/aq32jcjLBFVa14cOpi2L3Xu95sBBcTEHhx49J7L5urqaiSeaUujHVckkWJ/HsysbC2igESijdFd9uNxNIzvUg5z0GWV3k9LPIkX0F7n/ED6m3sWWewrNGDIaV6Cl5vrwyFFGB0AW6d15vLV8qU7SGFCdVibW/JPuRdn2bb7K3BmGeo53fedwvLhljJK+Y6Dyfd8KVH2EtjIOHNub/m/sTR7I7RePH8J4dBmTfArfT/i8+kbm9yLDOiU0ulSOef8efZ9t+1M0Z8YV6Idw3RVmrG3Hy6Z8tu6qFGItRIIBDLfkW/PtZZbLC02vhTpFdb1MIB0yY7LVeTXxq7Wvzfgg+191ZRWpD+vSC2u5rs0Y8OlZTbop8CFgnIaRmAJb6gn6g+yibZ5dxJaLFOjiPdI9v7Jjqr0qpa2HKU0c8ZVNdiPwSfr7J47aS1YxP5dGxnjuUEiYr0pKB5aGjFQJRpC/S45t7KrlRcz+Hp6NLcm2g8UsD8unXb+8guRRi2nS2luf959pNy2OtsQOPSvb9703IrTjx6M3t+vkrI462jqz6QpIVvyPrce4n3K2ELGCaP1z1KW3XLSr40L1OOjGbQ3dIsCJNNqlRQNLE/g8+4x3rZVZy6DB6kvZt6cKA5NR0YLZ/aORxNdSvDM0apJHqIJsVB+nuNt55Rt7uFwwyQaHqSNm5tuLO4VlOCcjo8GRptud47Dmx+QjglyBo2COQrOZNFvr7hOCfcOTt7W5hZlaNuHky9TNcW22c3bM9rcqHV14+atTqgzv3qTK9Z7uraP7aX7WSolMR0nTp1XW3voP7c852XNWyxzBgHVRX7fOvWAPuNybe8q7y8Gg6WJ048vI9InZnWm492VMSwUs4hlKgyaGChSfr7P9+5p23ZYiZHUkD16I9l5W3TeZEWNCFJGerLOlfjtt7BpTVOY8U9Z6HEb2JDcfUH3ipz57nbnuLNBZVWMVFfl1lDyR7b7dt+iW9oX8ujvUGwq2pjhoMVT/b0jBU1opUaSLH3A778pkMs/e4Pn69TlFschUQwfpp8upO64tsdM4l8tl8jTmrWMyCKR1LagL2t/r+27CPd+cb8bdaodNaErwA6tuEu08n7cb67ajCtK+fVVHfPyoyW8aqoxeHnaKiVmW8bEAr9Px7y79uvaG12OJby8XU9K56xN9wfdi93x2tLJ9KVpUenRJ6rI1FZO880pkdzcliSSb3/PueobWO3iCRig6guWd7iZmdqnrHFLI9yDYqeLfX/X92dRw6plTUdPdPUEAaiQQbH/AB49oJIanHS2OUEd3T3SVNiouP8AH+lv8bey+aGuD0sjl0nUOlDDUn9SsHXg2H1/1ufZbJbknh0ZRXFcnB9PLrjU1l+WNlP4/P8Ath7tDa+Z6rLdAkdN8rlwNH6frz9P9f2qQaTQ8ekTnUT0yyRsHJA5N788X9rEag6TsDx6xmFbggD6WP8Avfu+s1z02UQmtOvFTyLC7X/pzYe96x1rw09OsccYBKnn6X/qD+Bf34uKY60Il889cpYEtp0i5v8A7D/D35JGrSvXniHlg9RBC0Z4Nv6X/wAeOfbrMTk9MUPDrmq1CsLC63F+L+9ExlR6nqwEqfZ09UrSNYWux+t78gH6e0b6VJoel0ZNRjpY0FK0tuLfn/ePZDdTKvn0cW8RajcKdLjHUJ4NiOAB/jz7D9zcVweHR/b254npbUNLwqaf08n/ABFvZBPMc56OraKuOlTFQgxSWWwEbEr+SAp9k7zgMBWpJ6Nkt2CEH0PX/9fXMDt9bA2+vB99DupJ671sT6Rp/rbkf7b37hnr3Ro/gl29WdAfNv48dt0yU1Y9Huun2vLjK632GTpM3IY6mjq1bgo6Egg8e0G52EO62Eu33JZY5lyUNGX0IPlmnXpY1ljaOX4SMU41+3rYg+dnS/xt6+3H2p2LtzbkFX0N35tKep7O6QhKg4Pe2SjM2Sy204gNMRUO0yCP6sfZTsKbpHtR2veyJpbYlPE/35FwUt86UB6rbCQweBdNUjB+YOM/l1q0dpbQ330D0fkZPjvks5uX409t5Stw437MDU7z2dJipDFLs3MMT5KSA38eu9iPajSm2QC1Us8clQh4spbgp9F+fl0n8E2ES2q6njqQprVhXgP9L8/Lqt7Ye4NvZPcq7Q3Bt/ONUZKnlxuDxNa8uQNTlZyYYJ6CqlHCyMQTbi59hvYd9tLu/OyX9vJBMurQslWDAVqY3PkR0ls72Hxfo5lKsa0ByD9h+fRhd9fF75k7Q3L1B1dSdfb9wm4exdMXS2MgyEjxTVla4FVVUYiP+TMQR6z+L+3eZbzeooJNo22J45njYW0intFfiLH8OnyPz6evJLmv0sCGrLRCDjPEn0p5dD92r8CPlRszdexerd7UGycLueLrqev3/htv5amq4eu9mtWmTLb635VxNZcg0he2v1k8e1W27LcbZZ2imXxD4dJQWqFJGoyg+bE/y6slpPaxqAT8JVxX4cV1j1PV+/8AKuHWXa28vi7j6ZKrsDLfF7K5jEdMYHBwSUuz81UPAUyvZ27MgQFkrlIL00Lre44PtdukUcm0zQSH9ExnVIeJH+z69K0WJbYIp1KBxJ+L5/Pqnj5Jb0q6v5ZfJ+tWViajtrOmQN6SKlauVasD/ASava7bxp22Ba1og/ZTH8ulUdFiUH08ugll3ZXTDT5H5uG9Rt9OLe35Plw6dGc9QDXz1N/LKw/2Jt/t/bXW+s8UtrDkjj83N/yb/wBffuvdTo5iptzyL8n6D/W/r70w1CnXunWGXlSD/Tm/B/1/aYihp1XpwjlsdJ5te5J455HvXT8bEjPXPUOTa54I5ubD6f6/vRIAz051kRy30uD+V/rz7ZNK4631NRwy8XFjwCfr/gL+9de67LNa1iOeefx/X37rY9OpYudLA6lA5P8AxJ9tHB68vHrE508nm5+o/P59+6c6jsdR/px/Xn/X9+691iZ7Cym9hc/4/wCH+Ptg8T1vqBO9uCbng2ta1/8AUj3rr3UIuPUWP1uQPoB/Qe6PkdOx9NM8gJt+OPzcf7f2x075U6aZpLBv9Y/nn6/Qe9de6Yqh9T8n8C5v9fbLfEet9MVQ5JJvwLk2P+P0t7r177emyRwASD+f9iB+Peurgjy6aZ5Lfj+oP+3sfdDx6t03u31b3rr3UGV7D8Hj/XN7+6v8PXuoEjkn8/i4/s/7b2z1vrhMqzwywynTFKjRuFOk6WFjpA/J/r7r9nTnWwN/Kc7Ew/cXSe9umc9jcCOwel5/v8fkJKWm/iec2dX/ALpDMw1SGAaUBH09sdb6E7vv4+YfO09fPHj6aB1gk/yOlpFVpmYXDkqPr7917qh/u/YOR2HljFPSS4+mEzooF2XQSdJJH0NvqPdH4V62OgQjkGn9J5AOo8lv9qufafp8ZHXMsp+nF/xf3RxivVh169vp7a631zDn8i/vR4de6yq97Oj+CVGDwyBrPG68hg349tnq6ny6NF1V8pt39dGCnrxUZOhhYekTNZwOA7L/AF/p791bo0R/mYb3xtHU0+3MfPT1E0bLTTNUPHBCWTSJG55ZfqB/X21Jx68Oq/t+783B2TuWq3fu/K12azdc7vLU1tRJKw1m4jQOTYL9Bb3TrYpXPSahcMPoD9bE82/2PtqUY6U4p28OpkTfQfWxtc8nn/H2wBTr3TnC1gPpf/fC3usnDrY6nRNYgj/C9v6+2utk16c45Qisx40rq+tuQPSF976eAoKdWL/GzZ9NgNjzbvroIhk8srS06zqNbxAFo7X+tjzb2yTXqvR/fjLX1tbvOsqaieT7iGhb9tRoi8B+loR/T3rr3VhbVc8tN/lSxyQNCQY9IcSJf6EH+v59sHBoet9Eb+QHVVDiq6n3RgseiYrJq0teZfQKKoHqeaE/kE/j3vp8cM9FYwqebLIIFOVWQPTCNRaOSNxocyH/AFjz7TN8R610Qrf+Jhwe+dzYymMP28eQknRYGDRxGcl2hBH+p+nuvXukkfbLgA46vEDwHXauym6kqQf8Re3PuvSkAjjnpziyskIGv6W45P0+nPtmQd3WiOpibgK/2yT9PqTb/Wv7b611jfcJLfrb6f6sj8290PHp1OHWeHdJAAMgP0AsfoP6H37q/TvBungESG/I5P1Htp6aut9S23QZAB5DbSAwDW/23uh+XVloTRuk9k9xO2q0g44tq40ke0pFD0+oCig6DLNZppNYJFiCAQSebfT3rrfQcSt5JGZgbnkAmwv+B/r+056sOPWC5P1FiOLf639fder9YXW5uBY/Um31H9PdOt9cPfuvdYmX6kDn/Y+05yetg064e6nhjpzqO36j7T9b6xv9B/r+/Hh14fF1jP0J/wALj2l6U9YTz/h/re6tw631gb9TfX6fj/W/PuvXusmPrGpZ1HNib31Efn6e6PXTjpxSKdDHgNwmLx2e36R+okWPPtjreehdxm7yiIPIA1rck/j+hPtp61z1bpVx7yJAAkNyD9GJ1cc+6dPxkUp0q9uUWZ3TVxQ00MrRyMApCsbBjzb2nfLGvVz0cfavVC7dpaXJ1yWOlXcyACxte5v7oeHWuuXZ/wAg9udd4ZqakqYDXxRlRpdAVcL/ALT7Y6cTj1U52p8ic7vevmaSukNMWeyCVtIX+lv9696bh04ei71u6y2plkLFrkkm/Fvr7a6r0iq/OT1VwhIW/wBbnm5t/tvdJOFfTrY6T0g8hJkJe5uQxuL/ANfdCa5PT44Z6yRi5+l/9h/hx7Yl+Lrx6kqSCo/x/P19t9V+XRw/jF1rLuDKHLyxXipLSamX02Bvbn2n+fSqM1Wh6ORUbMk39njgy7NR0rLGygnxgLxz78c9X65dk7gwnRe3pcPhjEuRlg0OyaVcMy24I9sdV6rI3JuPIbmyVRka+aSVpZXddblrBj/j70w7enI+o2OyFbQSLLR1M0Lqbho3YG4P4I9t0GmvTnRjNgfJPsPZstOIctWSQwaSEaeQiwt9Rf2zIMV68erAeu/5hlSsdPSbmp4qhV0q7yEE/wCxJ9s9OxUoejOYr5jdU7hjQVMFJDI4s3pS/q/r7YbJz090oW3v1nuiFqmkWmKNzqslgfx7o3wnrx6ddmQbPFd95EKeSGN9TCykab3I9tdVHHoUtzdpdFrjZMLkqbHrWvC0Wp449QcqRyT783w9P9UOfLzrIVm5JtxbUV3xE0rODCP29BOofp9s9b64fFDK1eF3TQQFbusijS36g2r68+2n0/n1sV8ujg/JPsLeME1NBDXVFNSSQKuhJHC6dPHA9tdOdEdqayur5TNVVU8rtckyOX+v+v7Zf4ut9dRRWtextblhzf8AqPbUnw9WSurHTisY4sQR9f8AC9/rb+vtP0o6kKoBAA+pF/dW691n+gsPeutjiOs6iy2sL8XPth/i6d6yK2n/ABFiLfjn8+6de64NMCOBa9+Pr/tx7YPTsXHrh5baTbkfW54/2A90b4T0/wBYZphYg2tw31vb8WA9puq9N8kupfSSh/r7qePVlFT1mo87XY1kkpaySJlPGh2X/evfh0/0O3X3eO4sbVwUdTUSVMbyLHpkcuCpNuL+2ZFANR59VPRzcpu2TGbZXc38NjV/F5i4jHHp1Ag+2q068K1x0Suv+Z+Qo9zLRPULHFHUFTHr9IQNaxHtnzr0o6OZ1l3ltvs0Q4zLRU8oqEEd2Ct+oWBufbMxqwJ60egw+TPSuP27DFuHEIgpp08p0LYDWL/Ue2utDj0Q+5ViL3tx9bj2w2G6VqQRUdZEKkg8A/7C/ujCo62eub/6kG1/z+D/AIX9tdV4dQaghQPz/T+ovwD70/w9PqaivTLV8C555ubn/ifbPVumSqNx/iRf/W/HtPIrV1Hy60OI6T1QQOT/AFb/AG/uvSrpM1JJYH+oP0/H+w9pzx6t5U6ZKo/X/E/j/AXsPeiAcnrwxnpnlJOn8abn/D/Yj27GOPz6K7o0x5dMtS3B/Gok3H+H0Hszj419Oia4NQR03ysVQC17i4J+pP8Agfby5OeieRqmvTfKbKG/J4t/T2pjFcHpDKaZHUFyALX/AMTc+1fE06QSkCp6ggksTfi9gCb8e1KjSKdJDwPWT3rpjrwI/wBt9R/vfv3VdQ66B1NqBP1+h54t78evN8PWXgDhuSPpY/n3rprry/X1MAPp/t/z7o4xUdXQmh6yL9Rb8N/sefbfEU6cU1Fep6G9r/RrX/417TsKGnTo9epQuVPPIH6T+B/S/tO3HpXGT4ZPp1KgHpVrj9VrA/8AEe2mOadXQ1Nfl04wf5y3+B9p5BnpTGc06mD6iw/P/E8n2mb4ulMfTjHa/wDjb6/7H2mb4j0pXhnp5h+lip4UWNz7RycelammR1Np+b/4f7zf+vtPKcAdLYh59O8A1cfSxUC3tA3S5R59KOlW1geRYn/iPZbOx06ujS3Fc9PtLe1je9xpPssk6MYuIHShiPAH6ibDj6jn8j2gfz9B0YpTFcf6uHQm9adc9jdv7zoevOotj7h7F3tkF1x4TblFJWNSwj/lKycy2WCL86mb3ay2a93SrQKSBwoKlv8ASjz/ADoPn0ru9x2/bLc3e5zpbRKPic0X9vr8urCdvfym/lzk9v1O5Nw1Wxti/aTSUsmDrMzSV+YhrYkLmGrpVJaNuCOfbk20wwRyNOocRnSe6jA8aEClOk9vzNt890lnbBpDIupW0kIynzVuB6MX0f8AEXrN9hzfHrtPvXfOzc/ujLz56SHaGEqMFPUZ+A66dpsxEy66aJwGDk2A/Hti0ktEvlurxxEiL2ArrUUGAw/1U6VX247pb52W2S5fVpkVyPh8yoPHHSM+X3SPcXQHxHxG3N/ZmPs3r/K9oLBsvtep3A2X3BRtTRmOn2/mVl9TK6DUHP0+nuk9ruckLbrLGrRTudLo2BpX4QvlUZ6rbbvtV5vf7qg/QubeMF4DHpw34w3pWo6qkjW7QoDe6pc/1sB+P6ewiw4noSqvcCeHl8+hn2TToWS6jgqfpzx/Q+07U8ulPRutlwIWhug5t9V+lh7qeHW+jT7YiQLENIPC/wC9e2unOhYOPjlpWKoutRfjn6Djj8e9EAih690WLsiKZGmOhuC34uOPbLAA0HW+ibbrebzSEM9iTf6/X2zJwFen1BHDh0GcuQlRj6mFm5Go8/km/tnq/UumzUotc6rnkFh/rX49tvx62OnQZCOe2uwItqt+R7r0/wBRquESL6DYG1yDc/7ce2360ek1LNLAxGs6Q1r3P4/J91GcDqrEKKnrA9WjKSzG4t+eT7oIm1evTRnQrUdNc04JPAOq/N7/AF/p7VpHnpE7AKT0lskgYEhvpxx9f9t7ObckCnRJdAsNQ6RtdqKseSR/j/vHs+taU6DV3UGnSIrNepySQR9B9OfZ7a6SKdB2csK9I/Iz6BybHkH+n+xH49nlnFqNfLoPXb0rU06Ssv72r1XBP5Fx7OgAlKY6JWq3XClx6u91U8fn8e/SzkDJ6qtvVq8elXQUmkhQvA5ueQbfgH2S3MwavRxbQMp6EXD019LcAC3AH+9+wxdyZPQosYSq9w6ESgjUID9SOP8AC3549hi4fU56E9omkBQelVTqFjH0BJNj/ha9/ZRK1WIHA9HkYAFR1FqpAWC2vbkkH6k+3oFIWvr0mmfuNOm6ZAyliRxwBbn639qFJHRZpHDqEqanNhYD/D/efb7ONPVAKGg6c418YIC3Jtzb6+05yOlSJTJ6niRKeLV9D9bf4+05Vnfq5YDj0zzVDM7Eu3P0v/t/aoIAKDpDJIPxHpjragWfkkkED+n+Nh7MbWIlgOi+eQVJPDpLPXhHdCb6T+D9f8PZyIDSo6JzcEOQTQdR5awuLqv9b8/09uJAemHnBNBw64PKrICo4bgqT9D/AFPu0cba6H7eq8Fx59d0ykyJpU67i/Nzx9PfpTVSSadVhGpqdH4+OG2Mvn4paZ1kehMR16gSgW3uAef54DeLHAO+tceXU/cgRXCWLSTjsPAfb0Tz5p9KLj8pWV1HDcgOxCLY/wCJNvcz+yXOjKgsLpsg06hf3x5JQuL60XDCvVSsNduHA59YaZ54445eVUsA2lrW95iNb7Zf7drl0mo4/l1hstzue37n4cWpQp6ONsnsKiy1NDi8q6pOVSO7mzXt9ST7g/fuWLixkN3aCq1Jx1OOwczw30C2l0e/1PQp1/V1NlcRU5GgmSVmiLjS4v8ApuRb2EYObpLO9W1ulpmnQtuOUkvbJri2appXj0R7d1ZU7Or62jlS8jFkueSRq/x9z9s0Me826TLgCnUA7zcTbNcPC2DnoF6PL437+oq682dyx0t/U8i3seS2VyLdLe3yo6AdvfWxuHlmHcfXpCbmysf3wniusNzpF+CPx7EO02T+BokyR0H90vENzrjwOsVDXSZP0RL5ABzfmx/w92uLeOz7nwT01DK90Kp3U8uoq19djavxxr49babDgc/1Ht420F3b+I2QOm0uZrecqopXp9jpEyNRFNWzAEWJ1Hg/n2heY2yFIF6Wxw/UnXO3A48ulFNlKaDRRw1IULYABvp/T2Ux2ckgad049Gz3kcREKtw6VCQZarxDSw1t4kW4UPYk+yky2kV6FeM18+jTRdyWRZXx1k2dRVFbUlZptMoPJJI+htf3Te7iGCLWq4/b1vY7eW5kEchp8+h8wOVr9v1aRLUu0LFVNiSvHHuOtws7fcoTIVyOpF268n22fwtWPt6NJtCSbJpFPTMWfSrMFP1/PuIt6VLRjFOtB1LGztJdqHirXjx6GSOrraKFfJEwbgB7Ec/gn2BzDBPIaGg9Ohss0kcILChHRjOnu0pdtTxNWVnjguNavJZbD6ix9xjzpymNzQ+AveOBAz1JfJnNp21/137OFD05d8ZzrnsIU1bUyUjVEQLMVCFmP5F/ab29sOaOXXeGMNpb9nSj3Bv+WuYkSYkF16Q+z8rtegpY8ZhaGISlQqSiNdRY+kfQez7fbPdbmU3O4SEAeVcdEOy3u1RQiysUAb1p0YrY+zM3LVRZWsmaCkVhJ6yVQJcNzf3GXMG+bfHCbOBauRTHr1JGw7FeyTrdztpRc5OD0uu1vlNtDqfbpoKarpJ8tFEygIyFlcLYG49lnJntjzBzhdBTGY4SalqeXRpzb7l7DynaEhw84FAoPA9Uk91/JPdnauXqHkr5/sSzhIxK+gIT9APedHIXtbsvKFoqiMGUjLUqa9YP88+5+8c2XbLLIRHU0AOAOgCgqy5YuTI5F2LG7f4/X3I7w6RQDh8uo8RjxY1PTihViNJ/H1+tj+faI1GCOlUYDOK9S42CjSbD83/N/wDH20yk56UkefUpZluCz8jiwNr/ANPdDGcdaJNKdPFFLdWBIBvcA8k/0/2HtBcRsWqOlcMgC0bp1jq9A0hjq+um/wBef6+0hjLGhHSsSUFQa9cfK8j3NyD+NXAuf6+9BQuOtVJyenmGN2jPA/AW/tLIwL9KACwrTqDNCytY/XV9f+Ke31OMdMkUPUco1raSTf8A1zb/AFvdww6qevGNrA2P054tb34GvXiB1isQbBSPz9PduqUPXIxlhcjn/G9wfegetkdeWEXGqx0m/wDxS/vZcjHXgM9O1NTLJ6uAptYW5Fvz7SSy6cDpRHHq6UFHjo5GBCi4tzbjn6W9lk901SK9GMNorGpHS2x2NAA9Nvp9B/h9fYeurryr0fW9ro8ulpQ0DEcDmw5tx/tvZHc3IGB0cW8JPbTpW0dII7BlJv8An/W/x9k0suqvRxbQ6TU9KNVHja35TkAf4fS/spaviCvr0afhp1//0NcHzf7V/vHvod1JPXvN/tX+wt9ffutjj01Zasr6OlXKYkMMtiKukyuNlVys0FRQ1STNPAwPpZYw1iOfdV7u0HTqx9vW6GoHEdbd258Ttz5FfCfpjd9LnKLcnWvaeJw+Rw256uoSHJRbx25Tom5djZaaAiWB2jhk0vIQpBHPsP2l74u6zWk2pbqJcpTBjJoHB4H0px6bjYiSj/F/hHketW7tHY/yH6Y3HufqiLYy7h6H35vHc26MBsr+8NOipSVdQZTLLUtKERab6hyRf+vswKyRKUhTxFbB9RXiR9nWh4sJIjXUp/bnjT5dADN3tsPFbOXp3fOzNuZbGbSrWyG2e5NjUpbeWzM3BUGem29W5EjxSRxOAhZmJJHFx7Rtc2CIFvAGWMEBxTUvnp1eRP256oJLdDoelBioyR50J8j0FmxO+PlHlu3MFuva/aG8tz9kTVFdiuuZc7WyLNtWlkBSnyGNkr28EEiJ+kpYD8+ybaLbeLYz3L3T3KXWoRRuKGBD+KvnTy9emLdLhJGlLli9dIONK+p6N18Ntu9s737hzP8AfHCdndjf7nsvuL5Nbv3HuCVts5LbmDhkyi4DN7kaTxrTNVRlvtUl9d7BTf2p2DYl2NJU8aS5edtTtIa/ZQcAPIAdPW1qLUFKtIZSaljgfb1sZ/yve4drx1naW5ootoU29sbguwe09rV2zqJMdtDqfrjCUpbDYR5adUR62rS66ZiTf2t3MK1t4E6lopGVCqjjq4V+Q8+lYjYroJFPljH+cda0O4N1Sb13t2DvqpczVW8N87nzU9Qws05qMtK6zED/AFQa/szCLGoiTCqAB9g6dALYAoB1GV1Nxe/I/wBuOffmBIoOnOGOpUclzc30jjUB+f8Aff4e2erdT0m545Un62H4+nv3XunBJdQAJ/V+Lck/196OB17p1jkKgf0/HH9P6+0xNTXqvU6OQj6n6i/0966UotFx1LR73I/oPx+ffiKinVq5p1nWW1iOCP8AA8/19p+t9SlIYAm6ngAG3+w+nv3XuswkZLXswtYX+v8Aj791sceuZkYIbCycawPqD+T7aOTjrS5briXJAufR/Z4N7+/dO9cC4JAP0P8Atzb37r3UN5lYkG6hb2/rf+pPtOeJPW+oE8guApJIAP4t7917pukfliOT/a/wv7pJ8PVlJBx02yyA/n0m34N/afpR0zVDn9z6f7z7917pmlawt9Cfyfp7bcefXh0zVDf7C17/AOte3tvqwp59NkjDn+p/3q/vXVhTy6apje/5+t/9e/Puh49W6bZWupH4vx/jz7117qBIQQT/AIW91YVGOvdRBYaixsLen/X/AKe2et9cLlvrbjn3qnTleh9+JXfNT8Yvkt1n3IZpl21Bk4Nub+pInYU9btbLTiGpkrYhw4jZltcG1vadhQ568TTj1t8dgYjDZOiiz+Bamr8LubGU+dwOQi0tBNjMnCKqOaMj8DXpH+I9+631Qb84+vKWWOrqqeCZiC8is9hHLUj83P4Htt+HXga9VAx+SPXBJp8kTsjlTddQNrKfbB6ULw67PA5/rb/Y/wBPdH+Hqw67DEcC319tdb6yggmw+v8AT348OvddrwT/AEP6h/Ue2zjqy8es4bSBybcWvyQL8MP+N+9dX6yaipsvI/qfof68f8a9tuDx68OpAPA+lmBt/ifpzf231vqXG5BsDwbAfT6/09tyV09Pr8A6mqwuOfobH/ifbHVunGJgVH+PI/pb3R+HWx05REH9N7g/n/Vf0Htrr3UhmJglB/UEY2H1up1c+99Pg4x1bJ1hLBXdLdc5GKWOZ44XiqIByYzGpBVtP5t9QfbJ6r0LfW+6pdlb+otwLJMaYPGlbTx/RqR2CyAoeCAD7917q2vFz47MUNFVYupWrxmSpkq6fIRuGRA63akmsfQym4sbe2G+I9b6Qne2HSbrSpp/DPVStKrU0SISHIFtAsL2Pv3TwoR1XzDtybZm3K/e2fMODxNBBPK2s+GSWYR3EEKyWJ1f4e07juPXifXqq3PZePcOfzWcijMUWSyFRPCp+piMh0Ob/wBR7p17pq9sHJz05GSDUDrw/wB6/r710+DUV6wudYNhb8AE/W35HtmXiOvHqM5/SF/I5/1/z9fbfWum2Ukj68m4b/Af0490PHp1DQZ6bvI8f6SQL/X+tvoR791frwrqiP6m9vodRtz+PbLDuz1vrMuXb9Jf6D1cnjj6e6HHz6ugqemyry8jAqDe/HN72/1/adviPT/Sfmd5OSeOTb/Y391691CYE2t9b+056sOPUZh+R+P1H/avz7qer9cPdOt9Y3X8j/Y+/de6wWF7/n2nPHrfXFxb6fQ+6nA6c6jv9Af8f979sdb6wSfT/Y/8R7qeGevCvn1jtdf9hb/bj2m6UjgOsB4Fz9L2v7qeHW+o7m+o/wCB/wB691691DkH6W/1Jv8A639L+9NlTTj1dQpGePTpR5SSmI1t6bAi9zwB7TdW6XeDrsnkp4YKOOWRmIUBEJ5Jtwfbcla062Oj59D/ABx3JvyupWrKeWOE6CdYYcHk8H2305GoL1r1YhhetNn9RSJ/G3poVplDO8jICSv4BP8Are07/Een249E9+UHzD27joJsBtGaJnVXiLw29JUafqvuh4HrXVOm8uxc/u6unqK6rlZXdmsXJBBN7e2Orrx6Dt5ZzcmQ8gXH9f6e99PdcANVhxz/ALz/AK/tk4PVOsbRqOAT/sPx/h7o/wAPW+sXiUEkX/2/trp9TUdZFsPSPqT9PbMgzXrx6cKKmNRVU8ADFpZVW6/UXb231Xz6tt6Mx42b195I4P8AKK2AKrabt6l+v+x9sEEHPSmIVFfToUsbPLsfAZPdtYRC86SSRM9gxYqT+feunOqvO2ewcjvvclXUVU7SQiZhGpJPo1cWP09s9V6DHT6VA5UD6fn/AB96PA9XQgVr1Ki/s/i5P/FPx7a8unenWFAt7j+zb6/7D8+2pPhp149OMK8AgWJ/paxF/wDb+2Otp8Y6X+xsbU5bcFBj4pZFE88a/qP0Zv8AD2wwyelX2dWCb7oZ+q9g0dVC0gmlp1dmub8rfn3rr3SY+Pvf5ymYOIr5WPmkMXqJ/tHSPbJpXHWh8XSt+SeAkx7024MdVSKJSkmlWsCG9R+h96b4T090odiw4jffWFfS5BEmq6akfQz8vqVPqP8Abe2et9FT6uoFwPZ7xA+NI6/SLiygeTi3tt1xq6svHo4nyOxC1m38dkgguKZCZLfUlPrx7Z6v0QlEAJ+uoX+n9L/4+2X+I9b6nRr/AIf0JP8AT/D3Qiop1ZTQ16lgACw/PJ/1/wCvtLmvSjrKEHB5v9fx9fdW691zGn+0bDn/AHj3ocerKCT1lDLa9/z9Pz7Zl+LHTp646ib2/HP+w/xv7b611hZgv1/p7afB62K+XUR5efqLX449tN8J6VjhnqNJNxyQfobgG39PabqvUGWW9xqsvP4/H+PvTdWU0PUFp1B+pt+DYX/1/eqHp/p52/WCny1DNKR41qY2N+LDV9T7TyGrdVPVskqYzeXS8dLj2jkqhRFSsekuWEVjwPdOvDj1Rj291VncXuSpqEgqFJqXYEK3FnJH09s9KOjC/GXFbops/jDIs6wwyxlmPkHAb+vtqQE560fUdWN/JTe1G+ycfiGnV6laRFdVIJB0WNwfbPXgKmg6rMeT1M/0DG/tl/i6VIKKAesgINv9gf8Ab+6GoGOt9ZluL2I4B5/w/wAPbPVeoMouCWA+txb+l/dX+GnTy8Omaq41f4tx/sPbfV+mSo/tN/rC3+t+fbMrfg9etVowB6T9UeCP6Fv95HtnpSCDkdJqf9f/ACD/AMT7YPHq3TDU3uTa36hf+p/r7117ppnuQf8AWt/vPtVEoBA6KZ616Zan8D+gN7f8b9r4qUboouKDpvmJIHB9Itzb8/63t5fl0TP02zGxF/6n/b+1kIp0gmqcjqDLykhJ5/pzf6D+ntTH8Y6L3HbnqKOQp/IHA/rf6e3+kpJyOuVzYkgX/p71003DHXAfT1f0P/JXvXTPXJb34t9Pzfj37r1T1mvwRfj+nv3Xuu+TpFrgXP8AvP590f4evKRqp1l41f7TY/T/AFvbamhx06gyadS4uVX/AHxtf2nkJqadPrw6lCwBv6eLj2natelUf9mfn1Np7WUfT825vf20wNa9OIM/l04QcyXH4BB/1/bEmcjpRH8VOptjqBP5It9PaQ8elw4dOlOC1r8rfkj6+0shyadPoCcdOwuosOeQP9h/h7Svk0HStFB49OVMLLf6c39opyOHS+FeHTvTJ6wPr/Qfkn/D2lc46WRjuz59KGnFmP8AwWwv+D+fp7Kp60FOHRrAMdP1MtjGCObj/Wsfr7LXqSadGUIzjoRtgbE3l2rv7a3V3XOJqczvTeeQhx2Np6aF51oqeRwKvK1pQHRDBHqkLmw490t7YXNZXBKIeA4sfJR/hPoOlnjQW6ma4IVF4seA+0/4Pn1ebvDbvWPwM6PqMD138o9h9Q1+OMdL2p2Dj6+lrOzewtyzp/uZ29hKqJ2NPBSsdMaqwP8AX2rU79e3Qg2TWZKaSkQNaHHEcFHr59F8txtBi8fmaJWt2BZDMQI0p8PafiZ/Q8OqvN2/PHZvR3XuSy3xjm757t7b3vlBNvXunf0e4Mv191/BO5WBqampRIrzMWUhyLf1PsT7V7f3e7XS2+/XEVukSlvp1kUTXBGSMkGta1LZ6Cu8e4ibKDd7ZbPPHLRI5/CPh29cd2kUpw06cdJHI/N7571eyqH/AGYHae1u3dkbhqIWwU+0KU4jtv7cNrhyeAFCqSGOG+p0f6jgj3obP7bbxfPtex3M1rfRA6muADboRxRj6nyPSVd29zNhsxvG92sM+3zkaRAT9TIp/Gq+QA4gdXNfETtP43fP/o3PfHvvXObglOAgiyyy4uWSj3DhMlj6fwU9bHhasq8tXRKLVKxRktpYi/sH2thLtW6nat+ElulS8ckXevpqAypVh5fw9DS/3S4uLFeZOTjFcTqAkkdwNDEcShbBDA4FcV6q3+THxu3F8YOyKTadRuGh7D653PDJlOqO1MQrR0O6sKpP+47JU8n7lNkaVRaoglCkW+ntHzNy7FttL3b5VmicVJThk/EAcj5qRUH5dCHlvmBeYLQyzQPaXMRpNbvlo2+TDDKfIio6a9lo2pC1wGKj8ewM3rSnQqz59Gz2d+34fUbX+hN/qPx/sPdT14cejObZq1RI0LD/AA4+th7a6c6F2nySJTNdlvblr/T0j8e9GtMde6BTfIpsgJEIU3LC68fg3PtjrfRR93bcUM+gcckc/wC2PtqTh09H8PQB5jGPFIxWM2DEE2ta/wDh7Z6c6SzKY5BYcfk/0sfrz7bfj1ZaefWdaloyLn9RA+n4906cDV6mfxGQRupJP4t/r82HttqE1HXiemWqqb6iw+v++/Hu8SFj0mnkAFF/PpllmIva5HBt/r+1yRDoseYLheoLVeocELY2I9qRCo4dJGkxnpsqZg6mx/Nrf7z7UxKQ/SOWTtIrXpLVpIB/xBH+x/Hs4gyBToP3RDGvScqYvLHYAagTc/k/1v7NIpDG1QeiqVA/SLyGO16rrcc/63+sb+z22utJBB6Dt5ZM1a56Tf8ADWQn0kAn/YD/AG3s3+sDD59E5s2WtfLp5osa1tLLp5/2/wDr+0FxdV8+lsFoT8OT0qKeiC6VtZRa/wBLnn+o9lEs4pg9G8NqwoT0ssdTEemMWJ/H+FrX9kVzMBUt0ewQ8AOlxQU1kVCb/Qm3H19h+4lyWHQitoDSo6eppVp0svJ/AH+2sPaGJfFap4dL3YRrprnppLE82+p5v+B7WrQY6LZuH59dOoKH8kn6f4Dn34ccdJ/OnWNFBcKeB9P+I92Jx15cOCepDSBNYXm1tJ/1P5v7r067nV2nqBUVPpuzX/3r/W9uxRljQDpLNKBxOek3U19vTq9R/F/95Hs1itvMjoqmuF1cc9MtZWtoIBuxBFjb2YQwVYU6LrickEjpJ1NWIeQbsDzfn6+ziO3r0Rzy0889cqaqMzWHABH+xv8A09+ki8MU6okxc56cvoL83JH+3/HtIBk9LVNDnh0pdt0EmQydLSoup5Zo1AAvcs3I9lO63CW9q874Cgn9nRrtFqbq9SED42A6vV6E6+pNj9Yfx2vgWGWaiZgzjSSSlx9feMe4XbX17JcHzJofl5dZQ7faLYWaWSZ0AV+09Vq/JbdVFk8vXQyaJIneVTexFr/Qe5H9u9vnqbpKgk16jP3K3G3IFk1GAHVdmY6nxWZllyNHFGHYu2lbXuefeSNhzhd2cYtpiaDrGq95Otb6Rrm3Arx6L9nth5fC5jyUYlTQ99SX4s3HuSNv5is9wsgk9DjqOL/l29sb7VECAD0JmK7QzG0cd9rWSyOjRFGDH/D2Fb3lKz3y68WFaEHy6FNnzbe7HbGOdzkYHRNe1exVzGfMjxAiR73/AD6j7nPlDlg2O36Vby6gzm/mcXu4h2AqT0hqiiNcsNUkehRpdhb6j+ns/huBbEwua9B2W2N1ScCg49I3ddTTTiKkiVVeOwJA+pvzz7Pdohlj1Ts2D5dEm7yxNSFOPDp821SjFUhqZCPWlwD9SxFwR7Lt2lN3OI1GR0YbShsrcyt546S2TmyNXlBLDTu8IkuSqkjj6k29m9slrBZ+E7AE+vl0VXUl1LdB417fXp+kBqfCvkaIqo12NiBbm49oK+GpNKjpa1WotadJrOERTRx0sxaXgXDc3vz7NdvBMWqVaDou3BtDgRtVuldgtw1lLDFRVVQ3jbSD6j+fqPZHuW2QzOZ4lyOjjbd1mijFvK2OhNoMnS49VqKabVK5Bchr/Xk+wrcWs0xMco6FVteQwDXEc9CDJuSgOMjc1SipYDi/qBB4+vsMptVz9WRo7OhG+62zWwNe/wBejZfH3dNNFAj5GpR0X9Otgbi309w37lbPLJLptlP5dTB7cbvFFHrumqOjEbp3/iWpwtKqEgEAC3uMdo5cvDJqmrjqSd55ktWX9OlD6dAPnN95NZEWnmaGMuBdSfp9OPcj7fy9aFSzqCfn1Hd7zFcI4WMkA9PWGXObkqaSOKeaVGdNelmtcn6ey6/O37XE+tQpFejCw+v3ORArE16PRsyg2zsrEU+S3DLHFURxiT9wi+pRfnV7x83253bf717TbQWUmmOp+2S22nYbRLrcSA4FTXoMe3/mcaPHT4LabiPSjQGWLji2kWK+xZyV7FLPcLuG8AmtDQ9BLnL3wEUDbftGABSo6rT3TvbPbvr5qzL1k05lZmAZ2IFze3PvKrZ9g2/ZrdYLNAukAVAHWLu773f7zOZbty2o149JqEALa/5N/wDbcezOTJqcdEwABGKU6nQtoYWNgRb202QadLom7aefT9TOLWFxzc/61uPZXOpD16XI3UvUD+fp7Z6dDEZB646lDAAjnn8/X3YK1K0614xrx6cYJZCRYMLCxcf4/j2ndFNS3SmNyOHn0oqOmdyG/Xfgg3uB/gfZZPL+Hh8+jCKIjuOelFT0FrFhe1uPyL8/T2WSXAXgejCO3LGpx09ijYoLD8D6fX6+y5p+7owELKKAY6iSUbseU1c/X/D/AA9vLOKcemXtWJ4dSYMUz+orb6ggC/HtqS+pw6dSzDfEKdSZMOQp+h4PFh/vFvba3zN041knkOoy4oAf5s35Or/jft03z+vTf0Y8uoU1GASClrfW35A+nt+O54Z6SS2rDIHUA0wB1fQE8jn6e1IlJwOkxjK/F050sYBBHCjn/jftJcSHz6V26AGjcellQRppUAAk8j6gk3+vsjuCc+nR7CACB/LoRMVAHUIQL/8AGuPYZvJWjFOj+zTVQHpb0VBYDjT6brf8+w/NcZ49H8FuE6e/CoAH+HJ/1vZb4h1dLdIp1H8uh/Gfox0D/XY249uhNQ1emeqlgp0+vX//0dbQMT/qR/r3Hvod1JPXXkH1LAW/sj8/7H37r3WFnUkjk6wQR9V0twwI/wBb3X4gQM4r9nTimvb1eL/JN+RnX+3Nz7/+L3dMk9ftjP4/Jbn66oMo5q9uYwS07R5iDG4uQhTXtFq0aCDcj2VbsjzQJJbr3igJGGb0XV5DpmapoR5efQh/zHf5cfc+Kp9n9u9I1O3NybEzj1tVs/FblycWMK4uvJl/uhuKmmN1lqV9NOWNxa3ti03aO9eW1ijZJYNIYHAYn+E+Y9fn1Zmdo6xipHl6nzHVIWW6b3/NuvrzYfZfRydE9ZbyzBfsGqwmEGYymRGPk1ySfw+M6ojIVIgkv6rqR9fauS3if9MRLobL4+I+X5g9NtBRgiIFUnU/nU+n2/PpTba+NfSVLvvem+uy9zdiL8fev8lUNt3B7Zxc+P7SyFKDYUdUsf7lOri9pD9B7dOsKS51KBgDiPl0oNS2omoHD/V6fLowfVmzoPk5sPtDo74c5jfPRHwQ2nmqbenffaHZ2TeLOVFbIAs2ErctUBZJ7gkrAG+vJHtJbhPpvBBZBX8R7j9h9Ok8SxPA0MZcAHzwT54+XVmO/u0ujejP5aHaMHxz69bYOystj6HpzA7+zsTJuLvLc0y/ZZrP4rIS2kelDDWET0ge9okyTaJ5BI9SaDGlPKo/y+fSuucjj/qr1rhYuJqTHUNOUKyx0sAnAPIn8Y8wJH+1X9qwR5dOKQFp08LIbA8X/qv0HH9r3vq1R1LimP0N7ckXPH+wPtOerdOCyW5UgiwNj/U8en37r3UuOU2DC30sVX9XPPJ/p72BXr3TzBN9NRFuODzbj2lb4j1U9OMcgNiLD62/xHuvTsZJNDw6zrJpOkv+QRz/AF/x9+6exx6zrLY3vY2+v1v/AFPtp6asdb6mJJyDqsf8X/NvdOvdZ/MbWsCSRzqve3F/fut9ZzKL8uNPHB/r+Ab+2R15OsTylrm4BseAfzb3vpzqM0ov9SvH1B4/3j37r3UVnJNixYg8A/Q/0v7YIIOet9RZpAp/TpY/n6gf7D3rr3Ta72u1ybXv/j/h7pIaL05GM16bppdQJNh9D9f969p+numiZiRa5/x5J/NrH37r3TTM/wCSQBx+efbb1r8utjpknb6/05AN/rf2317qBIbXt9QB/vfvx6svTTP+f+QvbZ49X6gP9B/r+9de6bpPx/sffjw691Gf6f7H/iPafrfXHj/WP4P++/r711enUSrpoqymnpJwTFUxsjj6XsboSf6KwB/2HtO2T1sgEU62e/5YXyLHc3w43FsfdtVTS76+O9QNvzTTVStkczs6UlcXPS07XZgjGxYfge6gk4PVUauD5dFR+debxuL2d93l64U/8ReUYrFlrV0qtwJWH10n/efenFRXq/A/b1SFGr1ElkAvNIWVQbFVY3F1/J9p+lINRXpe4/awqYmaZWPiQsCL6ddr2c+6OC2B1vprnwEnmaOMiPTe8n9gkD8f717a630xGjqkkdEheQxE+TQCAbD9X+t7917r3qXhlIYf2G/3v223Hqy8euz/AL3zx+L/AI966v1zU3HJ5/3n3VvhPXusyH8E/wCt7Z631LQggE2v/vR/B90f4T09GQVp6dOMbAg3FjYWH5JP1PtMPP7er9TYWsNJX6c8/m/vTfD17pzgb6H8E8j/AGH09s9b6nRsoY3H1/sj+n9D/h78OnE4dG6+MvcOI2fU5HYO+65qDaOfkNRh864MowGVPBjkv+mOTgX+g9tHjjrfR9m21U1tPBkdvTQ5agdP28jR1CVAqEflXQJ/qhyPfuvdD31ZunePXirUyVqUm15AajLY/OVCxQ6ofU8tMsp4JH0A9sN8R630DXff8zI5upbbPXO3wDimajlyNUgNDK8J0SPFfg8/T3rpxK/l1Xr2J3f2R2y8K7uzD/w2Agw4igYw0bf0MsacMR/j7ZcUavr15ug4Rgv0sFFgFBvpt7b631lMwA+o/wBc39tMKN1da1FOuJkB/tf425t/sPdOlXXQbUOfSF/P59sy/EOtHj1Hdrn/AFvz7b611CewCk86r/X8e6Hj1dRU06bpV/p/wY/7z79071EcXFvbT8etjqGUA+p4/wB59tnqymh6jSjn6En/AFVyf8fp7Tv8XSjrhFj6yoOmnpppdX00Rsfrx7r17qdFs3c0wDw4urcE24hc8f1tb2wwoSOrLx6ySbF3OpN8ZUjg8GFxf/ePder9NlTtPcNMNUmMqrXFyIXsAeb3t7bPHrfTHPSVUDaJ6eWPjnWjLa/+uPfuvdQGXSfr/Xj8/wCx9pzx631xYXX/AGHvXTg4dR2W/B9pyKGnW+ozDgg/0/4370RUdb6xj6f7Ae0vn0oHAdRpbEEj6Cx/4j3rrfWD8gf1/wB99PdOvdZqTF5HJt4aKknnYnjREzE824t791Zfi6Nf0Z8T91dp5mlo5aWeCKR4yfJEy2DfX6j2l6c6tX2l8INp9bSUYzUlK86IpfyaAdVv6H23Jx68OnPfPeOz/j+Xp8ZLRmeKMqixMh5VbfUe2+rpUtjqpnv/AOXm5uyMlVLQ1c0VNIzACOUqtj/W3tPJ8Z6UHojmRrK3IzPUVs0k00rFmZ2LH/efdDwPWumaRPrb6j/C1/bA6uDQ16jnjj8/0+n+v73091zIBX6/77+vtk8eqdcPH/j/ALx7qRUU691jMfP6rc/0/wB49s9Pr8PXNEUc2F+OfbcvAdbPS56+xT5Xc+OgW5vUxi1iR+ofn2z1Ty6uZ2nhBR4rC4p47r44S1lvb0i9/bUnHpTDla9AN8t9+/wrEU22aCUKmgpIqMABxb6D3Tp4ceq1EJkbySMQzMb6ubi978+2OqdTlUk3+o+n+AW/vR4Hqy01Z6mxLzc/0PBHtocenunKNfoP9ib/AOvf3SXgft68eHTpEv0/Nj7T9bj+MdCH1/lFw26MZXuQEiqYi1zb6OOfbTihr0rXq3rcu0cd3R1njxjZYZKqOkQNGGUtcoB9PdOtdFq6x+LeY23uz7+qjanpYZvIzt6VsjXPPtoihp15QBx49OnyZ3DTQxQ4CGZJWp1WO6sG/SPzb3Vvh6d6R3x1zLyT1WFeQ6KiN00k/XULAge2et9JfeWM/up2UJVuiy1Svf6Xu9/dW+E9bXj0cLfarn+qaerPr8dGnJGr6J7T9OdV2SIFmlGn6OVtb6c/n2y3xHrfWZVCrYG/+PuvVhxHWZbcX+lvaU8elHWXWv8AX/eD7o3XuuJcf0v711YGhr1wDkj+n+tf2zJ8XTp64mS17seP9f8AHtvrXUOWa31Nzb+v+9j20/HqyU1CvUJ5QeWI+pIH+829tN8J6VdRpJx9RxYDgn/H2m8+tdN8s3Jt/j+fr/j7q3Xum/WdZYsD/S/v1a9KPIdZkke4dX5Qgix+luRwPbEgoa+vVT0ZXp/u6t2pPFQZGZpKFjpMTk6AhOn9J9t9e8+jhtjeqOzaWKvmloYqiQAyBzEDqtc/X/H2x0o6Zc5J171fi5XxD0ktXoZYzEULBh9CLf4+25NVMcOtGvRHN575yG7cg8k87tCHZUQueEvwOf8AD2z1VTQ6uka3K8X/AOJPPtp+PSxW1Co6kDgA/wCA/wCNe6dW6zDkfn6fj/ifbJ49U6hSr9QCeD/t/eiKinTy8B0y1X9r/Bri/tjq/TLUXIbggWH+3PtmUEHPVaVI6TtQOWH+Nv8AePbfSoCgp0nakaLn6m4/3n8e0/n1bpiqhxxz9T/tx7917pnmFkNuT/gOfb8TZrToruBTpmqBdVueb2/x9mEfn0TzqaE9NkgsG5B5B49qB69EjcadQJluL/kNfj+n159qoTU9I5RQU6hOtyy8+qxHH+8X9qASDXovYVweohBuV+jAgHj6e1CnUKjpMwAB65LwbG7fn/iLX9+6Y4ceumBJB/2B/wAB791QpU9dggWH+x/1/fqdeCADrn71031yX+t/pxb/AA9tua46sq1z1zWxJvc/gW/P590HVk9ep8QAC/4C/PtNI2elKjHUr6BB9dR5v/t/bBNTU9KgCEAXj04QJ/qeSQLAf8R7bc0FT08o6cII7MzX/TwP8f6+0TMdNOlUSd2epiAa7/W/1X8+05NBXpUfl08U6H9v8XNyf8P6Ee0bGp6UoDg9OBB9IHNm/wBv/re05Oa9LI1AND59O8K2Ki3Fv6W/3j2hk4V6MIhnHTxSJqb/AA+p/wBh9Le0kjUXpZGKmvT9AvAP9TwP949lczVx0Zxig6dWqoaGjqK6puIKOJppFUEvIq8aY1H1JJAAHtKsUk0ywRfE5A+X5/Z69L4wWIBFT8j/AC62IPhJ1R118Ifjngfkj3Lno6fu35Q4LKpg8FGVpdwdZ9ZtA6CtoHkBaGpql512BCtf2b7uLbaLaE2zNJK4YJGgOpAMNI/9Jzhf6PRHay3PNG63O1JGI9vsWUyyyHSk8nHQv8SoO4nhXqnHuCg63izld3P2P1NtHtGnyGbrqH47dH4vfSVdRl6FJy+V7N7QrlJW8g/cCS2v9PZvsd01gIbbabibboJo9V9dSRHWrfhgiGSc4FOPRbv0Z3Pxpd4jh3GeFtNhbRyjw2ReM0p4Cg8j0A0f8xntvav+kbsXq2HqjqbbkAx+zMv8Ws7tugy+Gz8UCCGfObd18SIrAkyKfYmg9ttoe6g2u+Se8kudUybpExUxA5EUo/Cx9D0A733W3aK0uN626aCxitNMEm0zIGEzAgGaE+ajhUdMHX/ydwu4snu/sTvMbgr964/GtW9JY/pyU4+fG56rS5ppcVT6gaSFreSO36fZdunJLxyxWHLumKGQkXr3Q7So/FrPAny+fRvsvuHBcxS7lzIDLNEgaxS0buVm4gxj4gPP06MH8Yu5NgbkzeE2/wBrZHcXxm+Yea3BTby2F3HR08uK2bWZKmqQ2LxGWo0/aMVZBeOu1cF3JI9le67Nc7TdHf8AlSddy2e3HhOmrXLEaUZvUKGyp4U6Eewb7Hu23ty3zZbGw3a7q6kjQkyHK08tWniP4ur6vlz0P2Jv3oSt3f2pjtqYnKzUdNv3aP8AcmaGXG5vdUNOpzuWwkUNwsFZEiPJoNrk8e4/uLa6US3t8ugT1ZQPhJPFlH2cehpsm57fHJDYbU/ifT0jlJNXC/wu3mV4ivVTux6OR6ajnmj0SSRRPMmniKYreRP9gePYDlBBopqB1IRABovDy+zox2BPg0EE8f7D68ce9db8+hiw+YECrdgAB/qv8eD7a6c6VT7tVYwRL6RYNz9SffuvdI/KZmOYuxfXqPpAbkfnj2wePW+gpz0sc6u17HkHn8/4+2n4dPJkdBBlqRX8hChif9p5+v0HtjpzoOcnjDET6D6jydPI590k4Drw6SlRGYgb88m34PA+vtvp1aAdQzKo+ri55IB449+0sTSnVJZkUcemqoqAAxLji+kE/W3tdDEw8uiieXzHn0np6/ljcDix5vz7MUhYjh0VSzquK9M81YFuQ1wDyPz7XR25PEdF8tyB5/7HTZPkOCVbm/0v/vNva2O2AOR0glvCOGemqWtEqlTYMTY+q4t7VJEUOB0XPOCe7j1BecDhLEg/7A/19qBE3FhTpOWVjxHUeWNZTYoAT/T26haMYPTbwo4r1hXGK9gR6STzbi/u5vDSnScWaE1I6c4MakYF/Vzf6X/2/tLJcM3E9KY7VV4Dp1gx+tlsvp+osL/T8e0clwqAknPSpICT8ulZQUSxhdIGq9vpfgfX2STzlznh0dW0Gk1YdKNFEEdwOfqbG3P9PZcSzvQ8OjVQI16bmcyuDyB/Qk2B/p7fVQooOk7sXY/LrixAB5Bseefduk7yADGfLrB5edWsFRwVv/X+nu9DXh0mBUAr6/y6wSVQXkEC5I+vPt0Qs3HpppQvDqMKpVVrtqv9bn24YCSB0y0zDJ6ZKur1aiTYc2Gqw9mMFuF4jpBPP0lqmoNyqm5B5Yn6D+t/ZtDFjh0TSzEtWvTBWZJUDDUSw41av1f19mUFsWoQKdFlxdYIB6T01Tr1fqYsORf2ZpDp49FUspcccdSsZNpflr2IP1/x449s3MYIr05bvmnSuikEgVhax5Njfj2TMpWtOjqJlIJPRofjDsZt59iYmm8bNClXTsfTqGkPdgfcZe4e5/R7ULdT3ymn5HqTvbbaxdbh9TKKrHn8+rpfkblKPYnWtJg6KRYnShCFUYA/5uxBA9wlFCZZkt14sQOptNwVhluHwAD/AC618uyM82WylUruZHMslrtzcsfp7ya5V20WlmmkUAAr1jDzXuZvLyQO1TU/s6DfGV1Vj5v3X/aJ+jG35t9D/t/YnuraK4jJUZHQUtbia3koxop6EGuwGGzON+9HhMui7AaSdVr8+w7b7jfWN54LatNehJcbfZ31p4vaW6KV2dgKWPySgKqx6hxx+PyPcy8p7jK1Fr8XUM82bbEpJxjok2f2z9xkHyJQPDCx+huPr+R7nrbd1aK2W1rluoF3LaRJdG6IqFPWFMlTVUBpYSsTRDxleByBbj3c2s0EvjONQOeqfVQ3CGBe2g6DfMY1oKjzMdYuWH5+p9iqxuRLEIwaY6C19avFJrbIB6xHJSy03jJZFTi3IHHHuxtUEurieqG6YrpA+XS725ncXTUTxyU6zzsttRUE3K/X2Hdz2+8nuBIrFVHQg2y/tLeApKuo+XQfZ+rqkqZpYYmRJC1gARx/gB7E+3QRtAFcg0p0GtylnVy8QpU1H59IiCqkFUJai9wxPqJv/tz7PXhBh0x9ESTyeLqmyelNj66nra1I5GCi4tyAAPZVcwyQwmgr0a29xFPMFJ006e0yUlBlo4A+qnLAEknTb6W9oWtlmtGcLRuloujDeCMmqkdKbN1cTRxTU8+iyBiA/F7f09lG3wOCUkWtT0Z3s6sgMTYp0J3VW9pqUiBqxiQ2lV1m/wDT6ewpzhsKTDWIx9tOhXyhvrxP4LSY+3o39MMpmqKCWkMrOyqQBqN7j3CkptLCZo5qCnU0RLc38KtBVuljh+vs1kzC1crpGCD6lI/3v2RX3M1hapS2Ir9vRzZctX10wNwKLXo73R/X+GpMhRpOUe7R3LW4P+x9wF7gcyX89u5hBHHqd+QuXbKK6RXz9vUz5ibMrMXhIa3ESSx0ZjF/EWVfp/h7Y9kd+iu9wa3vaFwfPpR707LLa2K3FiSFp5dVMz07TF2lLNIGIJYluR/Un3mTHKEUFRinWIDo0hIc1J49N7U0nIKXUX5At/tvahZVqDXpI1qR8PWIRaL3uv8Arj62/PtwvqNePTBhcGnHrIL24BbkAML+6EgccdKIUYcenSF3FifTpsD+bg/4+00oV8jpUhx05opb6j/efrf2kqmccOnVBbA6cqageVhwQP6Efj2lkuEUZPSuO2YgYrXpT0GJZit1444twSPZRcXgoaGnRnb2rVAp0t6HFEKPTbn8L9PZBPeV4Ho+gstI1tn5dPqUCpayXP8Arck/1PsvecsMnpeIgDgdOtPQ67Frgc8Acf7H2kkuAoxnpSkJIyOswx4vfQo54uP8eD7aN2Rjq30uenSnoAosVAB/JXge0kk7PmvSqO2AwR1MfHQlBcD6fgcn/W9tLPIhx59PNBGRSlOm84yH6BiLf4e1K3T0qekzWyA06a6rGIFItf6829qYbxiwr0mntlIx0larH6GtpNvwbeziG4qM9FMsFM0r1ijiaPk/0AA/r/QX9uPIrfPpsKytSnShxoYgXNj9bf0F/ZXdU046M7XVrGroTMRIFIH+t+bf7G3sKX41D7OhLaNpI6E2ikWWCMqBqHBN/wCn59hS41I9Tw6FERDID1mLANy9vr9fx/hb3Qdw62TTptkQNMhv+mRTf/kL2rRqIRTiP8nTEhrKpHr1/9LWn1r/AF/3g++h3Uk9dmVB+kf65/4jn37r3WIyHm3AP+HNv6e6OCR29XWpFPIdd0eSzOEzGG3HtjLVOC3TtrI0+X2/mKaRkloq6nkEirIUPqiksEkU8Fb+6vTSKcOHV2FV0+XWxt8YPl50n8+tu/6HPkq9XTb5xWJpKSu6myW6qnaGD3TPTxiH++/X24YZoVXI69MiQTyhQeALeya/lbbIDcxnSzY1gVp/phxp6kdMt+iNQ6VnyV/lRfJbaG2MZ2H1521u+uxu1v8ALMcm463D7j3Ri9nov3GLxkklNJNTTSRHSiysxJAFz7rte92G5qqQyB34GgYAkcStaHq8bB1Ok6vs6q3278HO2O9pM9ht2fLKj6+2/LnUy/YVbuTEzYzPCuqJL0dP9xTIsMiqLjxQsb/kezKVJFjIQmoOPX7OqtHKw0o1D/k9OrcdrfF74DdAfF6u6u+QnyCyuE+Pe2qyLfW4Nv0Ey4vdPeO7KOPywVVZRArVT0sxAhjj0FOQT7LdyuNwQRHaY1mmJodZOkDzOPMeX+Hp7LAaj8P8+qRPnZ87dwfODdOwcRhNn47qX4wdE46XbvQXUOGpY6OBMeifatvHciQqvkrqpFVyWBsfett2q12p5Zo2aWa5bVI7mpJNOxRwCLwFOm0jSNzIvFuPRKPIWBJ+n11H6/W/NvZp08uilD1zMmgAqeLeq30N+Pz79gcerhQOHWeKYWH15FwD9AP9h7ZOTjq/ThFIvH1BFr/n6/W3vXDr3U6KQKzBfo1rf1J/Puw4Hr3TnHIQOPpxf/XH9PaM1rnj1XpwiqPpckgi1rfn3rp+P4epgkuAD9b/ANP979+6cxx8+sqyMvF7jj/bD+ntg8et9TBJrCtwbf73+feuvdc/LpIvYf04P1Hv3WxTz65/cMwJZh+PqDc/63uhAHDry/EOuLTDg8+q5uR/vPuvTnXAyg/U8f0sffuvdYnkXjgjnj/A/g+2nOadbHUGackWJ9dvrb/be6de6b2ck6L/AOLf4k8391ZQcnpxCa06g1L6gQTewuPx7Tnp0mlPn00yNbUPpcnjm31966302VJHqU88C1vp7o5FKdeHTTKLX/2B/wB59tdb6gS/n/YX9+6sCOm2UXv9LXN/r+Tb211fqDLHpsB9PqOfx/sffuvdN8if8Tb/AA9+PDr3UUi9wfx/vuPafrfWIgjg/wC+HvXVx8+sbgt/vA+v1A+g9pzx6t0PHxf76y/xm7gouzKGmny2FqMZVYfdm1kcrSZ+ieMijWeIGxKOdWoi/vXWgAOHUDvnvrfPyF3rW7q3e8FHj0qJF27t6iBWmxOLV/8AJYG+l3C21f4+9MMV63TNeg/2vTwzzMsq+pm4P4BHqFj7Tnp9K06GWkpXWnGiwV7en6KeOQfz9fdGNB1fqTHhKd2ZQSXWxZTyoLc2NvbPW+uNfhIKKmLlRJI6tqKBRqX8c+/de6BnNwNHVnQq+JRdmT9K/wBAx/r7o3Hqy9Mpvxf+gt/rfj3Xq/Xa/Uf7H22/Drw6zp+of7H/AHr231vqdAAbg/6/+x90krpx05HxPUqJvyT9CT/sSPafp3qdE12ufyL3/P8Ah7q3w9e6cIXPFjxcW4/r7Z631PVjYH8+9jpxAePTrHpmURzIJI3sCjKrKePyPbTChx1Y9CJtnf8AvraWlNt7qyuOpUX9uk+4kkp47cALGxIAH44966108Z3srsLdhVtw7wy1fGFVGp1nkhh034BSMgH/AGPtl+PW+k7E6ngfnk8c6j9ST7r08nw9OMUhH5+hvx/rfX3STy60/DqckpAP+Nje3+8+2OveXWXy3I/Nufp9f9v7bfjTq6kg465a1/of949t9KQCBQ9cizAEWGk/1/417alGK168esDOTdV+n9r/AFh/S/tivXuo0xHAH0H0/wAL+9efV049QpOSbf0t/sffurjHUJ/p/vv6+2n49WHWLxu76FUs7iwt+b/4e6db6HDrTqKq3RX0ZyMRgo5nTU7ggaSRcc+2Hap09KFFB1artz4vdXbe2cmYlmoqqsSBZDGSjPcC5HPtvrfQev2B0hsyrXHZigoI2ZxFd1iHN7X5HtqTjXra8elTV5vpLJUseRx8OPFOyh2sIzx9fr7b6c6iY7LdEZTVRVMGNkdiUuoiuL8c291IHW+kfvDo3pzdJ04iWkp5ZRdACgsW5H091690THtX4n5LbsdRkMIDV0yB5dUV2BX6j6X9tOAOHW+iUV9DU42rkoqqJopo3ZCrC3Km359tHq44dNjghmBv9f8ADj2wSSc9W6jOQSf6W/4j3rPl17rGqvJ6FVmsDyB+D7THj0oT4en7GbN3BmiqUWOnlDEAMqMbc/4e6nq3RkerPitunemWoaWoo5YhLIitrRgPU1ri9vdOvdXPdS/AzYmwKTG5DeEVLdokkkNRpAuy3P196Y0UnpxKUr05b8371Z0BkJanbtTQK0cbeNIWjuHUcDj2m6t1V93l87dx7izNUcTVPHGNSRtG9wLHi1vdJOHXh1XXvjsjcm+q563K108xd2JDux/P9CfbXTkbUanQdcWZmB/pz9f9hb2nmxkdKCanrC3qBB54/PunVeobpyf6j6+2PPq3URl1EH8i45/41730/wBeta2r6f4W9snj1Xro/m3vR611wNx9Pzwb/wBPbHTyHFOuoxwdPI+vtuXgOrHoxXx3wU2T3fSPFH5DHIrljc2Ct+APbPVTw6t5oKqnxtPNNVBQaOl9P4KlU9tydKIvh6qY7/3O+5N514ErPDFUSKATcaQ3tvp4GnQLxICLkC30/P49sdU6cI0A0/4i/wDtve6V6ugB49S4gCSx+g4/PtjgenenGBST9b3/AN55/PtuT4c9ePTzCgJHB/Jvf2x1oEg1HThACrhl4IJYG5vcc8e2painSsY4dGc6o783JsHxwxzyyUqgftu1xxbix90630YDcHy7yuSxbU1JCIZpIyGdVCtdhYm/to/F1ofF0UnO7hyO5a+XIV8zyySsWAY3sD70RUUPT3Qi9NZA4vdVNOeEDLqNz9f9b2n630se28jTZfetDJEbsZo+fp/a+nHvTfCevDj0cKvxskHTcbN+k0Sn/X9P+PtP06OHVcVemitqBYj1tzxb6/j2y/xdb6iqzKLWH/BR/vPuvW1wa8epCv8AT6gkWt/r/j2nemo6elFa54deLgcc+2m631waS1rcf7D3XrfWAz/i/wDsCP8Aere6SDFenj1Heo54J4uDYf7x7Z611CklYAm9vwOP969sse7rY6gPOARYn9XNx/vXujfCelS1056iTyljx9DYXsPaXrXUKWUqtyf9b348OrLStD1F8x/x/wBew916f6yxS31fniw/HJ+n09sy+XVT1JSQ3vfkAi4vwf6e2uvdPuN3JmcZdaStmhFl0qrsBf8AB+vto04Dp8Gor1Nqs7lsmQa6rllv/Zd2I5+v19tv8J62eHXCIAEkfUf8T/r+0/VKAjqaACw/1rf7xf2y/wAXSqL+zHUhUBtcXC/4/wCH+HuvTnUjSAvBtxe3J/2Jv7ZPHqh49QpF5/wN/fh04hrjpmqBbULXNz/SwH59sHj070xS30yW+v4/2/tqU1pXrR6YKheWJBb68/4/gj2z0oBDjGOk3VLfn68XIP5t9Pac8er9Mk68X/JuP949+690zzAAkW4P0H4/qfbkRNOi+5Sik/s6aKhOHFv8V/2H09mEbDHz49FEwquemmQAC9vT9PakE16JJlCnh1AcA3FwByFHN/alGpkdIpVr1AcfT6hgeP8AbfX2pU6hXpBIpB6iONTWvbg6jxyPbyMRgefSJwTjrGyNpurEAe3cA5z0jcH7eukLgeq4/wBh9R78acVFB1qreXXO5J44/wBf/ifda9e1N1kFit/oeLD3omg6rxOeuRJCj6XvYf0ufbXHPT4AHDrOi8qvJ03v9OL/AI91Y0FR1ZRnqei8XP0+gvb2jkJr0qhGKnj1JUByp/P0/wAPbZ6fXNCenOmUg3t9Bwf8fz7Tyk6elCDu6clBjsp/qSQP6n8+0rHFOlKU1dSYl/rbUfof8PoR7TyfD0oUVPT3CAEDDjji/wCB/hb2jbielgwcdToV1sv5tyR9Af8Ab+0sh7cdLY4zq1Hp2iuTf8cge0bnNB0tQU6eqOPi/IvYf4XPtDMc0/b0thQ1+3p/p00sOPpew+vstlzwx0aRgDB6On8GugsX3j33ia/sCtpcJ0b0XSnubvPOZC/2kO0dq/5eMAqf7snrxZIYrHUfwfZxy9AkkvjSgaTUEnHYCC5H9LFF/PpjfZ7jbdoeS3Qtc3H6Vug85GwGNOCrxJ6Ob88vmDJ3L1F2J8jd4bFwfT3ReT8exvjz180bSdr7/wBrY6cUdNm2o1BixlFUU6gICI2NwRf2YTbTNufNgtNnuIzczMCzfgiRB2geZIp3+VR0R272/K/JpTflkljsUPiHh4skjd4rX1JC5NB1Rd1l298e+4JK/qvsTa+b+NHQ+FaLJ7x3ptGoyO4d95MyHXjKTMZiu8i46k1aiYYJFLDgqfY83LY+beXBb7xYTJv26XBKosiqsKhePhR41t8yCB69RbtvMfJfN4u9l3KB+Xtqt1DExMzSuT8JmlyY1rxVSCfTqDvX4s9A/IHst9g/y096T7yl2FgZs7uHcHb2Qp8bkNzzsx1ptM5Ap5I47kMreokfT2cJzhzFyrAb/wB2LRoba7oqLbAaYqZJm08GPlToINyTy7ziq7d7SXsdzfWJLSNcE1lVjRfAL0LAVGqo41x0COI6D3Vg9n5XtLYGVyH9+eo92TbP7foKWeCapwddXS/a12fwdEzHVSxW1aium3593uedYpt5HL++wIu37lCJrKQjDqoqsUpp8bcMZ6ds/b+4h2M808vTSPue1zG33CJSKozYeaFf4F45x0OvXGXPZeR2v0bvHsiLdu5V3DBuDBS78xMWAydBTMnkNZhM1MkeuEpfhpNN/p7BXMNgdhgl5p2HbfpradDFL9O5kjZuGmVKnSa5qBXqQOV9zHMFxb8ncw7sbm9t3EsH1MfhzKta1ieg1CmKEkdbfXTuU21uT4ZnaO89wZHL7r6koMzRbDpcyal8s23p6HwpDt9YLpU0jWI80lwB9D7iOzvbe/2ZzuUlZLYNoGajVXtQeY9a9THfWNztvMcf7siCRXoHisKaSy0q0no3oBx6qJwVKEiml0+MvWVZMRteO8xIQ2/p9PcfE1zwqT1JtNIC1rQAV9elzR5DxEC+kXH+9f4+69a6UpyxjQHXYAAjkf7wT7a6cU1GeoE25tKMpk/F+CP6f4+/db6hw7i+4XmS5Fxclb2+n09sHj1vrHPUCeNyfo31P1ufqT7ak4Y6djr0mZ6bWSCObnm/1H4Ptjp3pjyGK8iGyarW1H62A59tuG8+HVlpXoHdwUkkE5Gk6Rc/nj/b+6igNT1VlYxkrg9BlX1UkOoEsCD+L/1/B9ncEaPSg6D9xK6k6ukxU5SSMglrjmw/qPwPZxDZowqePRDcbg6nSD1xoKfJZ2XxUcDvqPBCkgfgfT3a4mtLFKzGh9PM9NWsN5uMv6YwOlzS9RbrrlulPKNQHGk86v8AX9lbcxW6mkaEjo4HK13IKySBa9Rcj0xvOijMpoJ2QXuQj/T8e7xc0WNQsylPnTpPLyhfoCUcNT/VXoIMzi8lhpmirqeWIgm91Zfp/W/sVWF5aXq67dq9A/cbK9sDpuEP2+vSdFWC1tRve9v6EezRo9WAPz6JxLKDXy6nQVpNmvwObn6+0zwCmOlEdyw7WPT7TTK5FyACNRuSL/7D2XSRlOPRhG4ND0/QFSRzwbD6f4e0EwYV6XpTp8pQqsOAAF4P49lk2o9GEWkcenmKZY/Utr3uDe5F+D/h7RMpI09GAdAKk9ZzUArfVyfqOLfX3RUYHqzyLSpPUYSBgb2Ug/Ue3tP7ek4kHBR+fUWd7Aqpvci9v949uRqC1T0jlJBoAem9yQjFQRzyCDcc8nn2qVV1UND0i1v8Jr03EtrsVZvyL/48349qCvDI6YJavDrFPKUU2Rr/ANbfj29EgJrqHVJpCAKqek5WS1BNhG/JOn0/S/szhjTixr0UTSSFuBHSbq3qF9CQyXP6msef8PZpCI+OoU6KZTMR2Kek5PS1rkkU8rXuV9J4/r9PZpFNbqtNQ6KJIrljlT1gFDXkWWmlJ+pGk2/3j2549rXuZR019Pc+SE9TqPE5gNdaOa1xc+NuRf6fT2nnu7H+z1qT9vSiKzvcEI37OllQ4fMzBVjopiTxbQ17nj2Rz31hHXxJB0dwWG4MKRxk/l1bT8Auu6zH5aTP5SmaJIkEiNIhBBUX+p94+e4G7Q7luqwW51JF5+XWRHIG1T7dtBnulKvLwHoOlf8ANDfyy1FXRrN6YwyKNfH0tx7JOV7Nr7eFWlQmejzme9Sw2ZxWmsUHVLmUqlqctI3kGtnJvf6XPvKO1haGzAA4dYo3kqzXhqa1Neg+3Zkp6Ut45dOkE8H62/PsTbLaLNllr0G96vJI20hukZR9o1eKpJ4GqGYjUFXVcEkW49nlxylDdzLKqgdEEHN01rA6ljjoHN79izZGknMz6b6rc2vcW9jjYOWVtZ10CpHQH37md7mBlc0r0B9FkqvImShjbUs2rg/4+5AntobWk7ihHQBgu5LitupqG8+k3XbXqcVUyTOwRWuxOo/n2aW+7293GEArTHRVdbTPbOS5oOI6RVZkgZnhmYOi3UH6/Q/X2fRWZ8MPGKV6IZbrU5R8gdRK/I0DUYip0BlIsSPyR+fb0FvcCbXIcDpm5uoDFpjFT6dNmLyf8MlRqqM+P6i5Njf/AF/ay8tvq1pDg9JbW7+mf9YVHT5V52DIToBCBERpAAH54BPsuh26S2jPdnowlvormQDTUdIfPQCKoLxKdLDlV/qfYg2+XXHpkPDoP7jCRL4iDHTHRR1j1StGCg1ixsQf8B7XTmHwaNQ9IIVlaSowehLFAslGpka9UVuCTfm3B49hb6nTMQPg9OhUIAYAxy1OPXKnx085WKWctqAFvqAR7rJcxxrqRaUz15LZ5cM2PTp6wFJLhszDIupow6k2Jt+q/NvaPdJo76x0/ioelm3QPZ3oZeFerV+g85iq6GlgrVjOiNLarGxtb8+8Ovcawu7eR5ICc9Zee3d/a3MSx3AGOjQbgy+PhgEOOWMaQBZAP6cm49xLtthcPJruiepV3C9t0Tw7by6fesM5UxZqkBkIUyoOSeDq9l/Nm3xnb3NM0PS/lfcJhfpnzHR3e9NrQ7j6akqmVZZI6XWGIBI/b1e4H9v92k2jnZVU9rtQj8+p3582oblyaXIBYLWv5dUHZTHtBk62ALbRPIORYcN76J2lyJbVHBqCB/g6553lt4V1IhPBj1HXH6uWIHHC24v9Le32uWAoOmBb1U0GesD4gn9QBBHB5+nu4vWHA9U+lb068mIK2AsQTe1vp/X3o3pOT14WrVxx6lR4k31aLkH6cke2TekGlenFsqdp4np6pMMxZTIl/p/X6A2AI9oZr0AHSelsFlpIHS1osSLACMWva/8Ah9LD2Q3N7TNePR3b2JIFR0s6HDAKtl/1P0BuOLeyK4vjUgno8trLHaM9KiHFFEACgH8g/X2UyXeejVLWgr1yak0Gxj5/qCT9Pz7bEjHIPW/BJOOpkVKukX9Fxz/rf6w9ttJmpPTyxBRnPWYwLGGuP08g3+oH5911Hj14qvWNJHdgt7L/AE/HvbKKV60rtWhz05RxiSwAJ/B/1/6+2mYKKnp5V1ceuZo1ub2/17n6j8e2RcHgevGIE16bqmlIFgb8E2/1v8famKUHI49MSxEYHSXqqcayrjj6H+hP49m8Ew0UHHoqkiFdJx03tAii2lbgf4/7z7UKxIr0wy/lTqVSBVYEC3H0F7fX/H3SapT59XgwwLdLCinCFdJFrc2uf9ceyKaPUpUjPRvA9DnoQMRkP27E2sP8OP8AH2Gr227qU6EdncgrpJ6my1oZr3uCLfS3+v7YWAKtOlDyMWweuAqYzc2PHP8Aj734bevVSxJB6//T1oPfQ7qSeuiwFrEE/wC8A/4/63v3XusLm5+v/FP8ffq06spoeuJYKbkaiPov+v8AUn/iPbHbQ16vXyHTfX0VJkVgWqiMhpZBPTTRSSwVNNOhvHNTzwMrqynkc2v+PdQSfi8/LrxAOT0cr4w/Pj5JfGPs7rXcM3a28+wupsDn6Gi3l1fvXMz5nCbh2zXzrST49vuOEWJCWRifTa/49pLiAzWzw25ELEEBlX4SRhh8x1Vlb8BApmtOPWx52p8zto1G9sPsyk+CuV38m+TiN29K4LZ8f8exz5LPoJqGv3LV0ChaimhYl1jY2AFvaJLO7Syjnlu9IQBZZnoqtT4iv8LH16tXTSQmg8z8+ta/+YfiOxo/mTv6j7xnyNTv3F0uNqI9t5SOWhodj0dZSpU02CxGFJCQxwqyryD9L+11tNbTQLNYyLJGfhZTUMPMg+fz68pEih1YEf4R0VDyte5IOoWuB+B9AR7ewPn1vrIj/lbE/lT/AL2PfqU869WUAmh6zhxpPH6iL8WK3+tve6AjPTox1yUlSLWIH5v/AL37YIoadW6nRyk8rwVvqBNiePwPeuvdTI5SRzxwf6g3v9Pfs+XXunOGUgC5Nvr/AK3+B/r7TuQWx1WuenFJBYG/A/P0Iv8A1906djD8fLrIszLpuL8k8G54HvRUHp+lOpIqfpY/66gngfn2ywXgD17qRHUBSb3Qarjm62PH1Hv3Xus5nuDpYH+tj9b/AE96631IFSNPAJ/JuDx/h7ZpQ06quG6xtPxf/Y2JuB/h73091haouPxwb8G59+691HaQsSbkDkm54I/I9tPx62Oo8knIsD/rkEAf4k+6de6is4S+lrk8Ej/H8Aj3o8KnrYrXHUKZwT9eOOef6e03SkdNzNqY3J4vb/Xv7117ptm5Frc8f6/191cDievdQJASOB+D7Z631AkQC5P14vf6W96NerdvUBoz/Q3P4P5v/T231fqLJGADe4N+R/T37r3UJ4gb8fS4HA9+PDr3UB4iSfwRf6259p+t9YCNQsQBbi/+PvXVx1HIIJBHH4P9fbDAg56t1x+n9SOSTf6f0966914/Tj62PP8Ar/ke6t8PW+nzA5WOgqVim0rBKw1Pa7C5taMDm/8AS3tOenEPHo9vx96D7I+RO8sNsvrPbOZrlrnhFZnKnH1EeOxNKTaeuq6hxbQo5590I1Cg6dGafPq6Gg/knYzC4oVe4O4zka2UL90+MoWjpYagr+7EJPyFNxf2zQ9WIp0U/wCQf8q/uDrbCVm4dg5qg7KxcMck0WEoEAzQplUswWJfUzAA3I96rivWuqN9xLV0WZyeHrqWbFZDH1b02QxVUjRVVHUxEh45kfkEEW91bqy+nTEbk/Q3tf8Ar/tvderfLrIoIHII5/Ptt+HWx1zQc3/p/wAU9t9b6nQEC5P++490f4T05GOJ6kR8j/An2n6dGRXqXEQAbnjkDj68/X3o5FOvdToyOORxYH/bW9sEUx1vqbEwvp+vHBHIN+fe+nlqMHpzp5SfS34awJPJA9tvx68enmGQWv8Am9rH6Ef6r3XrXU+NtNmuPrf9XpAP+HtqSta9bHU6OY3vqH4/J+n+v7oOnUOKdOMUgYfUf0HNyfdJOA68wr1LVyB/xX68e2OveXWVZR+q9z/qWPH+wJ9tyA1r1tWz1zEv9B/r2b/intvpYpDCtesnkv8AhtP+J/P9PbUox14inXml4sAAP6/1/wBf2xw6r1hduFBI/N7nkf7f3o8enE49QzwDz/X6n/eB79051GY2/H+xPA/259tv69bHS42HiqfIZmB6wEU6OhbV9ODyOfbfW+rDcDW7VosIBTVVNB9vCGYh0QroXkXv7TuO7p9TUY6Are/yW/gck+Jx2b86qHj8K1F7/wBngX906sM46rO+QfbNZkpTkUq5EnEutVEjCxH54/2PtqXAr14sEqW4Lx6dOnu9TmNtVGJyGUeKrjiZE1St9bWFufbQIIqOrRyJLGJYzVT0sdibuyjZmulTLyyJEXZVaZv7P0/PvRPl050OGzO8a2pzZx5yEizU8pVf3TzbgD6+69e6sa6e7Oxm5iu3dxzxzSVEJiH3BVtRYaR+r23IOB62OiqfJP475X+9EldtjHSSU1W3kVoIiVOtrgDT7a6cHDordX0Lv2jeJajFVUYlIAZoH+p/px7Tniet9C5t74e72y9FDk5qeaOB7FrxELb/AGI9+GeHXq+fRm9mfCrFR0UFVlJIlf0lxKADYfX6+08lK46ejGOjMbd646i66pVGTbHGSMWOoxXNvr9f9b23050x5z5I9Ydc1YqcL9m0tOwZQhjvdOQLr7p17osve38xPcm8aI4zB1D00cSaEeOSxFvSLaf9h78eHWwCTQdVr7u7Q3dvKeSfLZOpn1F2YPK5HP5sT7S9OdBjPdvUTqa/6m+vP1PPuknp1sdRJBbkc/X8W/2J9tdWWgap6w2uP6k/gm9h/gfbEqkkn16U/PrAy6TY8A/kj6W/p7b4da6juv5H+w4/Vb2wcZPn1bqIya/UbqR9FH0PvfT/AF7S1vp/tv8AjXtk8eqddaP9p/5N91JoOvdYjHcj0k8jg8Af4+2gK9PJgV6yqlrg2P5sosDx9L+2pQerHqw/4U7YhrslUVkqrdUJXUPp/sT7Z6qfTo5XbUL7d2zmsix8avDIIyOPoLD2y4INelMXw9UvbhqmyOZrqouSZKh2JP8Awb/fH3XpzrDCuq1hb/C35Htk8eqnqeqGy8cfn/iffurIQMdSolvwOLn+n+Htk8cdPdOMCeoH6WNvp9OfbUgqvXj08IpH4JJ+l+bj2x15TRqnp0p04BN72/I/p+R7alHDpUOHTtClh9L/AOwHunW+nunQaRf66b/S/wBfwP8AW9snj1UZenTnGoCggDkfX/W9+49P1qeh16Y2+MllfNKtokILMbjgc29sHGOt9CzV7NxuX3vRxQr5VSoQuwFwAH/J91b4T17o4nYtLS47rqlxMFlP2iKQPrwlraf9f2n6dHDqsjcmL+3qJiOT5CeB+L+6PTrY6Q7Po9Nv62ufwD7Z8urIdJr14S/m45FrfW1v9b2mPTw7u7rg0/5uODawbn/Xt7qQT1bqM05P5H5/P1/1/det9RjIBc31W/F7/Xj3VyNND59PHrA9R/rLz/Xn/W49p+tdQZangixBP4N/969suKN1vy6gtNzckcEm1z/tj7owqCB0pU1XqO0ykfWw+vN/x/U+0xFDQ9b6hPPe54P14uTz7qevDj1F8vJva/8Ar8/T3rp/qVG9/p+LC97f737al8utHqfExN/9jxf8+2evdSELXW5BPF+PoPwPbb8enlpTHTpCtjdTe/H+Nv629tP8J6t07RpYccljcj6WH149p+qgeXU9YrcBuT+f6fn2y/HpTHhaHqSqEfS9h/rAEnj6e69OdSAnH1/H9PbJ49U6iVCnggcC9yLe9dXTj0zTqGvx9ST/AEN/xf2z090xzodTf0sOf9649sy8B1o9MNSp9RFhe/4/29/bXToVmpr4dJupW/49X1HtP09w6YpVvcf4/wCt/vfv3XumaoQ3Nh9Rxb/X96jah6TXKFlOny6ap1JCtb6cEW559ro+JHROwyVPTTNHp9P1B5v9QOb/AE9rVaq9FNxHpNW6b5V5Fz+ebD+nt9GFa9Fzj+fUOZTa4BuDYG17j62v7UI1DTpFKlDnqFLHf1Kvp/tIOf8AXI/r7UKw49F0i8eo9gAbG/8ARQOf6Hj29rHSYp6dd3NrXNv8ePe9Q6pQjB64kkfQE/63v2oevWj1ksbA8Bv9SfbbEHh1RVIavWQX4Nr3H+w/2PunTwUnqXCp5NiSfqf6Af09sO1TTq6ISepgFyFAP0HP9Bf8+2Xp0r0hiK9TEXkWH+v/AIN7ZPDp4dOkKWtb8AagRYe0jmpx0pQUFGx1MUF7E/k8m/It9OfaZjmvShEI49OMMWorYGwsf6cn8e0juelMQIz07/kKLEAAfT8f19p3rx6WQrqfpxgTRYkcm1rcf7f2ikbP2dLwCWoOnOnTUQABzfj6W9pXancelKCp6f4V0iNfpyD/AIm3svkJyx4eXRjCtWrwp0scHjxUSGWUErGGlYf7RGuokn/YeyK/uCo0R8T0Itss/Gk1Pw6vk+FnQm76L4pZrL7V2rT7k3L8jszW4qQZiRaHAUG2drOPDWZ2aWymnAN1DGze3kFy+16QCqMaHupTTxYenHh1vcLy2j3lY2JBtlBFFrlvID1PRDPn7tfszvGTZ/xQw+V6poKLa89Lle3u68fVUVDt3BZmkVaLAbOiyGoxSQKFjZggHI59iXk3ddn5Zkk5ouUa6uV/Rt7dAWd1I73JHAUrToFc5bPuvOUScswMLK0cePczSkIiMMolDxYmhI6r6+UPUXx46WqMB0zU937eix9f1/Ble4sfsfL0tdFvTs+kgL0VRkspCD/kaSaStKLfkexxytvnPW5tLvO37TJLIJQts8ykC2tye9Y1P4yPx9Rrzdy/7b7fHBs27b1HBGYNV1HAwrdXNOxpWH4FP4Oq/wBMZtXqDc2Ax23N/Yfd2SzEMVeN67OrDj12JjZVDjGP9sw1yWOhgfofck3Um8czbbPcXtnJaxQ4+nmGr6qThrzwFc/Z1FNiNh5O3O3s9tvor6ec6vqoDpFpEeCY4mmPt6TNLufemzN8bq3fsfedVT4HeL1GA3tRZSd56/JYypAQzV9G3+cE3PintwefZh9JtW7bDbbRvloGubVRLbsgoiuOIDeRXzTz6Kzf73s/Ml3vnL9+yWt6xiuUckyMmMlPMP8Ahfy6sGyOw9qdqfHvoXvtzkdwbmm7Lotk5LAV0pTO4zZmDIL4mjr4ArAVZjHhYji4HuG4NwuuSuctz5auZVa2e2acKmI2mf8AEVNRVa0NOp8k2q2565F2nm7b4nS9iu1t/EkzJHBGcqGFDRqVHyx1tifHTd+b290h/frN7DgwdPuzrPdm3drYfOxrUZfq3YVJg/FiqfJVjgaqmVg7KWF+Rz7iOy8PapnikljnE6SAvTtHEgJ8xXB6mDeYP3wikJJEbWWJgoOXYUy/9E0yOqncDPH9iQr+RHqKqVJXN2mV5dSyk/7V9fYBPp6E/s6klmL0Y8SBX5H0Hy6c2k516gNP4BsP8Lge618uq9Rq/NrBFeVwAq/hh/T20cHq4wM9BXl96rE0hjm9A4/VbgH68+/fIZ6tgcTTrLt3diznUZL/AF/tfUHgnn2w1Q1Dg9eBDcOhax+SSojWzAhv6nnn68D2zIcdKEGOlDDAJ1HF7j0kC/1/w9s9X6cWwzPAwVCWYX+h/wBtx7qwJGOtqQDU9A9vLBSRM7eIgG9/Sf8AifbQyadOKa16ADN48rrGglhfi30F/ZhYz6W0seincraieIBjoM58fNVVUcMYPL2IsSeT7Fcd1HFAWk4Ux0CpbRppxFEMn+XQ54TcO2OscKa3LrCakpqUTadQNr/Q+wh4N/zBf/4spc8B6DoarPt3Le3h7xwmKn1PQUZf5x4rF1/iomhEaSFQNS/QGw49juz9od/uoPGdtJp6dR5uHvVy7ZzeEF1j7eh02D82dq7hWClygpC0mlbSFACDwSb+wxvHt5zJtQJaPxUGTQZ6FGze5HLO9FY1lELt6noZN4bH2n2/tiXNbWWnetWFpWjp9BbkX+i+wpaXl1td34sdU0nuQ/zx0Lr2ztt2tfp5qMpHa4zny6rb3LtTKbaydRRVVHNGY5GXU0bWsD/T3MO2bta7lbLLG4BpkenUJ7vs19tVy8UgJUcD5EdM1PTVb2C08huf9SSbf1HtbJNCgNWH7eixIZXA0qa/Z0paLD5mS3hpJ3U2A/bbgf19lc99YL8cijo1trHcXHbG37OlrjdpbmqbBKCci9riNrfT/W9kN1vO1x17wehDa7FvEwBCHpb0fW+6Jiv+SzqfpbS30vb6eyOXmTbgKIK9HMPK+5sB4hp0vcf01uSYLqgl0kg8o3459k03MsQPYnRzDym9B40gp59P56UyqvGHRxqtcaePaH+sz5Hh9Lv6sRPRdfDpT0fQ1Q+kNf1AG9iSfaWTmK9IqFA6VLyrZKaMSelInQ1JTxaqgAPp+tr8/W59om37cicNTpevL22KtCtemxumcdI/jC3sOZAv9D7r+/8Ac1GqvTb8ubUc6enKn6Z21BEZawpdRyCvNx/h7ZfmDdHr306cj5e2j+CvXL/RTsxoHkKIVS/Okfjn6e2v37uoNRL08dg2hsGPpBVuztjU0jqYkNiwBsPx7WQ73v7jsYkdFs+xcvI1JFAPQf5+m6/xjW8MRPBJsLD8H2I9tl5kuh8R/b0GNzj5as2ppx1jxc/XlWFj+3hP0A9K3N/r7vdpzLEdQYin59NWsnLE1F0g16w7hy/X2AAtQwOSvPpU8fX25t1lzLuR7pD03ut5y3tlAsYJ6SC9s7IhtDFiofwC2hfyfZ03JvMDHU0x/b0SjnPl9CE8EV+zp8xncm0YayGOPFQkM6jVoAtcjgD2gu+R95aFmeYk/b8ultpz1sq3CosAp546tX6T7Qw0GyJJ6Cnjp3elJBQAGxT68e4TvbeSxupLafLITU+vU3WV1HfW0Vxb/C4x8vl1Xj8it1y7iz1cfIzKZX/tH/Gw9yZyBYeDH9S4y54/LqLvcG+NxJ9Ghwn+HquzcElXjMjJUesoxYrcEDn+vvJDblhubYRefWNe6tPaXLP5dBflq+pydQ6EtYn63uAD+D7FtpbwWqBxig/n0ELu5mupCOIPSLylHjaFJJKlwXKE2/o1vp7PrWa7nZUi9eiS5gtIUZ5fT+fRbt1VL1FUY4tXgDem17c+5T2eJUjGsDX8+op3iUyykJXTXrJh8bLTw/xKGWxiUkrfn6e639yksn0rjDefTlhaNFD9RGeHSH3LnsrkpZIUdyEPP1txxb2f7VttnaxqzDj0QbruN5dOUXNMdBxKsgVmluXN+T9fr+B7FKlTTTw6Czxso1SHJ6hIHhu5BIvcBv8Ab8e3GIbtHTS6lOo+XT08SZOnXSAGRQOBzce0fim2lzgdLSouoseXU7C01Pdo5jpaO9if6/jj2m3CWY90fA9P2UaJ2ycR1jrxTvU6XUHmwtyGHt231xxYx1qdVMpB4dPNJhFeDzRIoXQLG3IsPZfNfESeG7dLYbJTH4iKOosVFUmd4/LYEkC/+249vPcRNEDpFemFt5RKRqwen6hxrwTqfNrLfQDk3P19oJ7pWjY0x59LobVlxqqelvjsc2v1Lrkt+Ryfz+fYcubkaag0HQggtcg0zToxvVNXk8a0jgugjuVBJHH9PcY84Q2l0oU0IPUmcpT3doS+fl0YjD70nmqGSqlN7hQGP+PPuMr7YI44wYB/LqSbHfJpHImPRhOvslLLWQVSjQiyxnj6cG/19xpzLaIIWibjQ9SRy5ckzLL1ZdDlf70dWVeMjbyy/aMgT9RuI7Wt7xWltDtPNqXLdqh6/wA+soo7w7xyq9mMtpp/LqmXfXXOeodxZEmgqFRqmRlCxtptrJJv7zm5f5o2+fa4j4orpHn8usIt/wCWNwg3SUeESNR8vn0jf7t5KEESUc44+vibkji1/Z7+9baX4ZB+3oj/AHZdxDMZ/Z1ifD1ER9cMqn68oQPe1u42OGHTRtZlPcp67jxrE/oa9rH0/wC9e9m7UfEeqi2YmoU16eaXDm36LG/1I/P9Le0Ul4Bmv+fpdHY6loRnpT0W3ybMV/5Nvz/rD2UT7lxFejaGw0kALXpZUGBF01qB/gBfm3sjn3DV546OYLGhOodKmmxBjtpQgD6G34B9lE18G4GvRtDZEZp05mgNibAj/Ae0ZuqnB6WfTKOPTbJAFvwLjix+nHtXHMT8+kEsQQmvTZUVEUI9QBP19NuBf8n2rWJnOekjuqfPplmyasbk/QkWJ/s+1yWzU6RSXCk4PWSlrEle6nSDxa/J5/w90mhZOPW4J6npRwzxRrYEG45JIB+n9PZc8RY48ujMMpWvp1NinSxAI/rc/wDEX9pyjDiOrKARXqPUMrfQg2P+8H25EGDcOtsATnz6ZK+nSSO6r6jduP6/T2YQSFWyR0guIQTp6SM0R1DUWFri1/ZyjBkqOiZ1oSvXSuEFw2kfT/kfu7LUU69UeXTxR1A4uQtiPofqfx7L546dw6VwSDgxz0qaGuKlfUoBFhz/ALDn2T3UIdakZ6M4Js0HSkWqUjnk2H+t/sT7KWgIboxWViKV66WpN21WHB0/4/776e9mIUoOtCVq6ev/1NZolh9Seefr76HdST10P8fp7917rG78nTx9fr791scR1g1lTYfq/H+x459suVJx06aV6xM+k+rm97AH6H2zU1p17qLVRispp6MkKlVBLA3F9BmjMWtT/UXuD7sRXr3W0b/Ky+e25uvPgjjcBiM3gsBu7rre1RtSq7FzeJp85uyi23LP46WlxFXXo5jZEFoQWAH49hneuW7Le72Oa+MksSjMGorESOBYA5r546Ty20c5rNUqPw1oK+vVLn8y3dGV7K+Xm5e38zmKjcs++8LSOm5KqPxVWWNKqw+aqQekSen6Lxb2eW1rb2VulpZxiKKPCoo7VHoOn1QIAijQB5eVPl0RgMV+n+8+3+t9ZQ2u3Nm/J5A/w9+HVk49SFYtpseQbXP5H9r/AI173091mV7E83BtYD8H/Ee2W+I9b6latCaibtwCR7r17rPHIDZrkG1v9h9be/de6copiQOeB+ef6ce07ijHqvU5JiAOb3/w/wAfdOnI2OrqV5bkc/g8j/W/Pv3T9NPaOuw5vZWDEj6D/fD209Aa9b6kioGizj6/S34A91691lWbj08cD+oP0tf3rrfXaVD2tqNzx/sPbZ49bUZr12ZWUXLE3uLA/T/X966v1h8rD9NrX/Pv3XuujIzfXm3J/wBb23J5dbHXUk9+B9P7Yt9R/gT7b691CkkOoWIIPNr3t/QH/H3o0oa9bBoa9YZPp9LXtx9efr7TdKePUI/U/wCuf9796691Bl4F+T+LD3STgOvDqK6Ja4vwP6/k/X211vqHJGCeb2/3j+vv3XusDIPyBcDj/iLe2zx6cHDpvlQkm4Ba4v8A4+9db6hsgsbfTm4P/Ee/Hh17qKUHJ0ggj6/Qj2n631GFK8ykRISb8W/qf6+9Hq68OuMuHyQUOKWRgObhSePbT8erDppkRom0zJInBuCpH+HunXuuDsqRvJqPjRC3FtQsOBzxyfdW4dezXrYc/lAfy8Nl7121B8re7duru6nlqZ6TZfX2YTxYhYogT/F8iji7Di68W9sHh04nxdblvxa6u6i21saTP7c2LtfE1OQlNNVQ4jFUlJCtNH6Pt0miRSVtwf6+w5vdxdrOltbMUUjiOJPRduU9yjLBGdIYVr5jpy7W6K2vviirYMRNDtqtkjkkx9JSWSmkntdYnVbcsfz7ctLuaOFUmBcLgt/lPSi0uWMYSQV/pdVMb2xu8ets5VYvKxyYyvoZJIkqSCxaEGxdIzwysPr7NQa5U4Pn8ujEtUca9UK/zbfijtmo2Xjflf1vjKTDV1JVR4zsqhooBHBlJZnGnLBFAs7E+r3Rh1teqEk/c0yIAoZQw/oL82H+Huvl1v8AF1zKXNyb/wBfwfbcnDqw67CgfT231vrOnAJ/1/8AeveiKinTseQR1Kj/AEj2lPHq6/COs6E/T8Wv70cCvW+piMLKb/mz/wBbD8j2xx631NR7Wtewv/r2P5976dQ+XTjC9wrf4+2349bPHpxhla49Vhyb/wCx916105JIbAXB+l+PbcnWx1IEhUC30/4j6+2x04nn04U9QT9G5BH4/PuktPLq56cEmY/qYk2P09sdVPDrL5DYEHg8Dj8+25K162tDjrmJGW9iOf8AD230sAAwOsyzen1Hn/WNhz7ZmrTrx695Ln+1yfp+OfbPkOtdcWcWvcnm3++v70ePV049YSxP19+6c6xOyqPV9P8AfD23Jw62OhY2rSJHgautV9MqxswN+Vsv4PtvrfQB57tLL4qrqKBcjOsMsjI51sAATo+l/bUtKfPp2OvE8Oi7dgV82Cr6fcKZJ6pJyGkiMhYgtyBb2z06DQ8adB7nqbIb/pVraSNyir61t6eBybe2pSD29edQ6NGT2tx6CyjpcrtnKKFMkXqAdVJH55vb2wFIPSK0szZylENYj5eh6Mv17lWAnm+6Kzyxt6C3quVtb34mvRlUnj1z23XZjH72EnkYLJU6ibkjlrg+9de6so6wqMtPuHA1dG0hlMkAOi51HWLnj229afLr3V3OrbeM2Ricvuf7YTpBDI5qNAYgICf1e2enei99n9/dPR00EUNPjzPTlQSix/2eLg+2DxPW+i57p+b2ExWJbEYSliCxqQGQC97W4t71w69hR0WHcHzK3XVxPFRTSQg6rBWbgH6W9p3FG6UqKADou25e7d6bjkdqjK1IDE8CRuL/AJ5PunW+gorsvka1mapq5pi5v63Y290690yyLqF/qR/j711ZfiHXAW5vzxx/xv2m6c6wOlv8R/j/AF90cVFevdRGQDgfQ/737a631iClTcfQD6n/AIp7bl4dKvLrg6BhzY8G3++Ptg8OtdRHjItb/bX+nth/hHVuo2kEm62tx/S5/P0976f656FsPx/vv8fbJ49V694x/X/Yf1/1veutdYylifrb/efbJpXhXp9fh65ohZ1VQQC9iPyTxyPfnr+HHVurWPidtupxe3f4sn7YlUG4+pB5v7Snj1XpX/KnesdPssY5JB5pUIYXFz/jx7bk4dPQ5J6qWUGR5HI/UzNz+bm/trp7pzgTgcAH/D+ntpuPVT1OVOOfpb/Y8cc+69bHEdSYo7cngC/0P0/1vbJ6f6dIUBYD8Dkk/wCvx9PdW+E9e8unWNbm/wDtv6W9putDj07xJ+k8cAEe25PLpWOnSBDa/wDX6e2+t9PVOpIA4Jtcn+gP9PbJ4nrWQa9OEcZkdY15LMAP9ibe/dO9HN6325JhNnz5axSaWMlGt9bjj2yfiPVuhS6dw09VX1eWr4iQkjOrup+lyTYn3RvhPXulV2Zu6mnR6ISgiJCnBHpt6be0/TvRId31sTzP4zwWP0sefrf23JxHWx0EVROGZjckckD/AGPtvrfWETMQLG39P6ge08lNXTyfD1ieYA3JOrmxt+f8fdOr9Rnn/wAfr/hx/j7oevdQWqtLEC/I/p+Px704DDp80IqOo71FwSb3P5t9eP6e03Wuoj1H09RJtxx/j9PbcnHrwOKnqFJU/qF7En/ePyD7ZNdQPl0qRgyinWFp+P1cfkAXH+8+0zfH1vqO0vNr296bh17rGGuTzz/sb2t710/1Pgvwfwbcf4+2ZfLrR6doQRcH/H211rqZChZj/hb/AHv22/Hp5Ph6eKVPUGsLAG3+wP8AT20/wnq/TtGpuOP6W+n09p+qGvl05JECASODf8/7b21JxHSqP4es1jwABb83/wAPz7p051lFtI+t/wA/09tN8XVTx6jzINJ4tybAH8f7H3odWTj0yyrYt/TmxNvbLChp070yVCck25AF+fp7Yl4Drx6ZKiIG/Fx9Tz9Ljm3trpyNvwnpN1EYGof7FSPrz9OT7YOD0/0wzxlWPH5N/wCv+x9669011Ef1sBwB9PbQNDXrWnUvTNMjK1/qrE8f737WRvVaefRPPGFfpsmivqW1gPofwf8AY+1kbZBH59F1xFqz00zRgcW5F+bn6+1Sny6KJoypr1EIIBVvz/rfT2+HHn0lKhuPUaSPRcj9JuQPbqsfLpDJEK9RzErAWGg/6r63vzz7dVzwPSZ4/TrF4GvfULfSx/P+Pu9R014Z64+NlYEkWvzYc297FD0260FOuYjLNYDi/F/6f4e6syr1QKBx6kiPjn/bD20ZCe1enETUdPADqSllHH+Fx/r/AE9tGgyePSlVCjSvUuNL2Nv6E/74e2HbNenFUk9OMUQuCbWuP6/q/rx7YlfFOlCx0yePU4fUqP8AAH/Fvp7TEgDPSgIKUPU2GO1gwA+vtI7imOlEaFuHTtENAUEfXi/19piSelgU6enGBNRuRx/W/wCLfT2xM2kADj0st46Cp6clU2txx+kH+v8Ar+y92qadLAMVHTvSRMCDYc3H5/pf2lmYU09K4o/Xp8gj1DUR+kqFP9CfZdM/4R0Yxx06Gnr/AANbuTMYDbWKh8+U3Nm8Pt+ihsT5psrXJRFWt/Zs/J9h2aN7m9SBRQsQo+0mg/n0M7J4rWy8ebCIpdj6BQSf5DrYC+dO5uy+ren93fEz41UVJiz1p8fYclv7tTGZJnSiz2PxXmzu1MNT0r3WdNWmZrA/19ircE2+15h2/Yrw60jaNZ1U0qx4qf8AL69ADaZt3vuWN05rhXw5JfFa2LCtIxgSUPmRw9OtILdI3RL17T7rfe+7Nx4PsCqqMZkVTKZSOHCbrx7GonlyXjbxSXCkgyXI95QbR9FFvT7clpDay2NHHah8aF8KB5ggny49YiczPu13sn70e/nvY9x1IaM4EE6ZOqmCKA8ei97P25gt1blhi3Pm3oKGqpaqQ5WpqTWz1mRRbUUHllJJEjcEsePch7zul9tW3M+3xeNIrL2KNIVPxGg9Pl1EOw7RY7zuqR7vN4MTq3eTqLuPhFT5E+vS62v1nVz4jeH8Nq4JcntusSTIUdOhlkmxnl1RyQPECJDp/Uqk2+vsN7rzVFHe2Iuo2WG6UhGOKPTgQeH2noV7NyZPNt24SWsimayceIi5JjrUEEcccQK06Pd0P2F1Y+86LcG/+m8HvzNbH2tDFtzb+Dq50yGWnjj0UEmapZbQzRq/Moe7AfT3CfNOx77a7Y9lte5zW1vfTs0skgGhDWpCMO5ajhTB6yD5K5h5bvN2TcN42iC7utvt1WGOJj4jilFMintYA8a1I6sw+IG09ybH+VO99jdsYbGZfqbtrqis7Y2xtqlgjqMLtPd8K/e4qgxstEGamkh9MTA6bkc+405uudmv+RLbcLYldy2+c2zPUmSaI/javEeY6mDky133b/cW6268Gradxt1uVQACKCXHatOBHA9X89ndw0//AA1HB3bSwUC53cudyXVO6ZBJGarDZKORqGmxzQXuHChOSPZTJs6w8m2e42Ci4V5GVmx24zUcR0ZWe5ve+6F9sE7NH4UUcka0IEi1414GnVH+1tzNBjaGB5PVBRwxPqIvrjjCsSD+b+4ucd7aeFepcb4j/k6Wcm6qdUuWAJW45Xn+v090x1XoONy7rFQrqj6U/wADyLe6EMzaV49WZkUan8ugAz2cmqJmigkOlf1MD9bG3sS7bt6IA8w49BPdtzd5Pp4Dj16etrZuaNlQu3ptbm1z7QbtYqrGRMZ6V7PuEjJ4UnEdGV2tm/MI1LksdN7/AI4t7DhGDXoVB60C9D3hKgSJELc+kX/wIv7T9O9Chj6dZAv0AJ+lvz9fdHrTrw6Zd07bhrYvUgF1PIH4t9fbeeA6cTh0WjdezZKfynwkqAxDKv15496auoMDTqzKGWjZHQRYvb/iyjyyR/5s6jdeAByPr+fame8klgEIPDovttvSG5MxFfTonvymyuWeqNNSNIIVXTpW4H0sOB7mn2jtLJUM0oFSfPqB/em9vjKIIiQKeXVauRxWZnrWmkE9wxNhq55595U213t6QBcAdYhXNpfm5LuCelVg03HSSwzo1REqFdJFxcX49k1+22TI6UB1dHO3jdoGWRKgD7eruv5eG5dxZDLLjMjLPPRyMEdZCzJpI+hB94de7VhYWe8RS2QAL8QOs2vZzcdxvthljvmLaCNNfLqwX5BbG6mxjGvyj0cNZIgdogYw2oi5uPcVxyXKTaLUlW9Fr1LskNnJDquVVlHm3RFanOdTYyc+MUzhWPAKn0g/4ezdbDmi5HwvQ9EMm4cpWT9xSo48MHpxh7a6yoE0x0lO2k8EKv8AT/W9+HK3MUpq6k/aeqNzdy1D8DqB9nTlTfI/Y2OBEGOp3RTYDSL/AOuPdxyVvjH4KV9emjz/AMux4Dk/Z1wb5Q4Npy9PRwpaxACj6f7b3v8AqLvIyaD5dV/1wtjB0ipH8+nsfLCk8axxUkan8MAB/tre2TyVvNKMwp1f+vmxn4QSeop+T0c0mpo1v+CQLHngce2jyVuiiurrw552onCnp2pfkyEZZNIsD/T8f09svyfulKYr0rj532tuKkdO5+TVHOLzRr/rW/Fv6e0h5R3UcKdKf657PXurTrCPkfhE1P4VuSBaw/P1491bk7eGxTrTc67F5k9cYfkNtSpV0qQliTcHi1/wfbTcmb6uQgPVk522A4MlOp1P3l1/NE1O8kcaSXvZh7SycpcwJkw16VR84cuuSPHHScyW9+tq3U61sSFi31dfqR+Pe4di5ji+GIgdN3HMPK0y90gJ6RGQbrHLi0uQh1E3/Uv9fZ1b/wBarLKxE/l0Q3T8pXuGlHTdDheu6Rklp8rBwSVUSKP9b2se/wCZ5gYpYTQ/LpCLHleEh4plPrnqLmds7FzRR3ydPYWFvInt6w3XmCwQp4Z/YemL/auXb9wTMP29NFP0/smod3jylMS3KjyJwT7WSc7b7Cml4WP5HpBFyTsMmVmFfy6cKDoPH1NVE1DXQyjyKQA6Hi9/aa49xpooCs8ZBI9OlFr7awS3IeCRSa+vR4dv7Wqdl7J8QGsCm0qyH6jT7h2/vG3HcXupRTWepl2+zXbrBbZOKD/B0SzeNFPksxUNLGxDSnmx+hJ9y1sU8NpYRhTTqId+gmur55GGK9F57P2nLFj3kiiLXViGA5U/X3JnKe8o90I5GqK9RfzdszrbGSNc9EyFbVY3KSQVMbFAT+P+J9zl4EFzaiSI5p1BonmtrkpOOkZuyo/iTskRKi/IH1A/2Hs+2a3a3XW+T0Q7zKly2lcdJaPEY00pEyCSXn6i5vb+vs4kvLvxqoaDonFpaSQEOvd0HuZlqMZ5aeBXWGU2Cgfg/Q+xLYxRXQEkhqRx6DV5JLaqY4xSvSZoYQryCeO5lBOphz6v9f2a3L/D4RwvRJAhTV4grqr0ls3iAk0jqvpPKkX4JP59m1hegqqua9Fd9ZUNR0kDE0si05F/Va44sL/k+zsOoXxB5dE5iYuI/XpSS0BwtNHNcMHsSL3Nz+PZYs/10ujhTHRn4H0Eev16T7VjSTNKiso+tgPz/jb2YtCAgVjUDotN0zEsop1mpaqGonjhkFzq5a30/HJ90miZEJXhTp2KVZJArDJ6FYUb0mIMyN+0I78mxv7BzXEc1+ImFSOhUIDHZGRcU6D+oyqyBkprtUXsLckexJHaEHVKKDogkvB8MOW6Um2ErBOs9XqIWx0m/wDxPss3c24h0Q4r59GO1icTCWby6GvbUSZCdpjYMpsEt/Q8H2At2le2jCDgeh3tsaTzk+fp0Znaq49aNYXQRzsQGZgBqJ4v7ijd/qXlL1qBw6lLaRbJCsZGknp9egpoK5JNYbUQfQf8faAXMsluUI/M9GDW8cc9Qa9GX2LUoKWJY00iwsfpc/4+4p5iiYTEsa/5upR2CULCAo9B0dnqrc82OoZklIeLxtdSSRYL9LH3AnN+1LcXCtHgk8ep15T3aS2gKk1Whx0CnZHbmApczUw1GOhZVZgzmMfg/wBbex7yxyZuEtgrJKangAegJzNzht8V4yvEBnOOg/p+1OvKuDVU0VODqINlX6exJLyjzJC9IHbh0G4+bOXJo9UygdLrCw9Z7ugEsMVPG2n1Ahf6ew9fSc17PJpdiej+xj5Z3iOqgDqPXda7LklPgqYIQT6eV4v/AF9uwc07+qjxFLEcempuWdkdyI3CnqPF03RzNroamGVPxZgefbj88TR4uEIPTS8kwv3ROCPl13N1ZkKVgsceqxAuv59+Tm+3mUlzTrzcoT2/lXqRFsPJUtmekfg3JKn/AHv20+/2svBxn59bXYbuKlYz1mbCTQgiSBha/wCD+Px7aG4K7VjYdOmxlRcrSnTPXokKE6fHxyCLX9roHaVhU16STqqJ3DoP8hUgGQqbDm/+JP8AT2JbWLHQYuZV1E9IPJVbgX1EE/7yPYitYBpqeg/cymtOFOklJXuWsCSF4P8Aj7OEtqio6K2mFepVNlCjAElCLkWsfr7ZmtCRnI6cju1rUHp6/jRsF1A/Tn6WP+PtGLKhJp0oF4eAPHp3pMq7WBa4/Btf2imtCPLpdFeE0U9KCOQTKoQEt/T83/w9l9NFc46XhvEyc06WWG2TnNwKoo6SVgfq3jNgTx9fZBe7/Y7cxedxjyr0d2myX25LphQ0PSx/2XDd1bH5oqZtbAm3P+29kZ90dlgbSWoOjj/Wz3eZNUS56DXdvTG8NsRPJV0E4jS51BGK2/xPsVbNz1sm6sEhlFT5dBnd+S952oGSaM049BGJpqWRoZiVkBINx9LfW/sZsiSIGShHr0EgWVqMKU6cKTIHXbXc/kH/AF/x7SzWq6agdPxTEMM9LWhrDIo9V/wAefx7I7mEqa06OYJARx6dVk4JP1s1uOLg/wBPaIg1p0orTPX/1dZQv/QW/wBj76HdST1wv/Un/X/p/j7917rHI9xZT9CfVY3P+v79QHj1scR1gZ7fn1EXH9R+PbbrTI6dI6xfUjn6n2yePXuuiwFrm1vp/X6397611bF/J63rT13cXanxfzG2Nu7qxff236LJYIbproMbjNqZLa8JFVmaWrqbKspLaiAbk+y+/QJTcA7qYAexASZAfw0HVWUlhIDSmPtr69D7/N8+HWA6U6V6p7f273NsbsnK027p9t7i642gkEuX2JSlCiVOUrIHYyRaxa5UfW4v7RbXvM+53txbS2UlqkABWRziWvko+Xn03HK8sjIYyoXgx4N9nVDwYWGq+vixHqVr/nj2c9P9c2BFhwT9Txbn+lvfh1dOPWdWv+r0kCw/H+uR79x6shr1zjYq5CHVcc3+vtojSenOpgcENx/a5uR9f8B70TU1691kVrWI5H+pH4P9ffhwPXup8Ugbj9NiBxf6H2lYEHu6r1NVwLD6j83+vAsPdenErUvUV6yeUCxH+P1Nv9sfe+nxq/FTrms5HPA/oeTf+v09syZPWx1mWY8kn68j68D/AA90691z854OoEc88+/de6zLPx6iOL835P8AT22/xdeyDQddeccnVYm/F/8AePeuneuvNxfV/sNX4/r7917rrzE/Q/8AJ1/9uPbcnl1sdcGluCSwv/QfW314t7b691gV/wA2+pJN/rz70RUU6stK565ub2A+n1/4j2m6UdRntfj/AGP+vf3rr3Ud10qDquCfp/T/AF/dH4db4Gh6wlFYE3sfxb8/1Ptrrfl1gZbA35tYc/6/19+62KdQpU/PPAJ/wv7o3VuoDqL3+t7/AFH091631Cf8f7H37r3XVPRyVcgEYLA8WAP9bG/tg8et9DTtHr41oinlj8cS2Lu4Om5HA/4p7qa0J6cWhHRvuv8A4u7y33RzzbY2XnM1S0sYasyEOOlGNptYugmrGGkE/UD21I6gipp1vps378KO1sNi3y+T6h3ouMYsseSx+AqquKRvwEMQ5P8Are6lhw/mevdV/dh9Y5TCfxGgkgrsbVQKXmoa+lko8jRNG3mjNRRy+pQStuf6+6dqgv8AEPtxXr3W4Z/K+7kxXyA+CfXdfhUpMXujrqpn663ztrGFIpaOooYyYstVxR2KiZdIuRyT7T1YmhoD+0dOIGArTj5dbBnxWyNFmep63Bh1hl23WSRVMaLeo0SNcSuBzb2GN7ZrfcYZkFS4pnhUeQ6Kd01x3Ec2njUZOKjy6GKopV1LCsPjIUNBWzG2q3IYA/Q+7RzNTUTUHio6cilfSWLY4lR0Rz5sbJhlw+F3bjIVrc66tSZCWVQsQpl41ajwTb8+1thLJIHjK6VT4fz6MrZ3kDEqFApTqjf+YKaPCfCLtNs3JSCLMwwUuPxp0+FqgOD5Igfq1+bj2sbpSvHrUHx0TChpAwBIhUH6XFibA3916t1KMduSDx/Xke6sO3rfWPx/4/7x7Z631zAA4/F/z70RUUHVkrqoPPqYgUcXHpF7cc+0v29P9cri5J4H1A/F/wAe6t8PXusqEXB/JsOD/vftk9b6nK3AF/Vbg3vf/aePfh1dPi6mwPdf9p1ckHlfdH49XPHqYsmk3H0t+q97/wC291611OSZh+brxfk8W+ntt+A62OpKz/psR9L3JP8AX6e2x04nn1OikBvZrEEWF/r/AL17bl4Dq56mLLYm7cfQm/09tdUr69SRPxfULH+n/FPbcnl1ZaVr1mScE/UD+vP+9+2ulSsG6lrNwf6X5/A/3n21LSmT1s9ZBIGFiABxyDyf9j7YHHrXXbSqFsADb+vPvZp1dOPWDyH+g/23/E+69O9Y3IIJb6W/23urfD1voRdnVLVdPPjQxuyso54NwBe359s9b6BjsXrmoM87x00zSEtICqG55/r/AK/tiT4unk+HPRTc919vLP5SPHwUNZLBG4BGhmAAPB59tEV6sQCKHp5yUWW6woEoaqmMckqhCjofow90kA49bHUfam2Zd7Ty1k8RW4OmyE3P19t9XWvSxwvWebxuXaoWKb7WI3AAbSw/FvdW4dW6F/avW2V3DmoJKSinZ/IqXWNifr9fp7p1vq5j409Ff3epqTP7ogNPDTRLKDUgKAUGoH1e23B4+XWx0CPzP72qZMsdtbar2Sipl8JFPKVQ6bIeF9tdWPDj1WlWZrJ1rGSrq55GP+qkY3/NvbTgV6uOmVmYkszs3+BY+6de49YObMSbk35vzx9PaZzU9KENVz1i916t1jf6f7H/AIj2317rCfp791Zfi68VuDb+hJsQL/6/tL051gZeLH3puHXuo7R8W5Ive/55/HtjrfWPQQDb6EW0n21KfLpV5dYzF/r3N/8AED/be2etdR5IiWJ/1voOPp/T2y/GnW+oxVgSCD/tvfunxw67CcA6Txe/05/pxb203HrR49dGNeLEk/kf0P8AT3XrXXEw/nn/AG49sgkHHTqcOnXD0zVOTooAL+SdFIAv9W5HHurntqRXq/V0/TeFfF7DoYwpjRqZXYhbcabk+0/TZqOHRGPlHuM1udOMjkvHE1iA/pFv6j23Jw6fjBPA06KZEhsB9dI54v8An6e2ulHTnEvpt+T9bi9v8QfbTceqnj1MijP4Fx+Pp9T7r17qZHHx+nn6XI/2P59ttSuOlA6cIUuQAD+AP9vz7bb4T17p6hhII4P55t+f6W9pfn1ocenWJPoLccf7Bv6e2pCa9KxgY6dIo724I+v0/HuvW+nimUW5/Fib/X/Ee2n49VPSh27SGsy1LEF1XlT0gfX1A8e9dPDh0fnGlv4dh8GYiiP41cabAggXuPbLfEerdCpvjcGI662akdK0UdXPT/UWDltPN/dG+E9e6r+zm/qjIyzztObyM7cnjk/09p+nAcdBblMvJVyfrI5uST+r/Dn3R+HVh0wvN9QGFubm/wBP8B7a631H+4AH1NgbXJt9faeRdJBHShVoteoz1P6vUD9fyf6+6db6iNOPy/I/FyLn+nunW+ohqgG4uv4+vPB+vHvxppNenQKDqPJVckk/1tyfaXr3UWSoJ/HP+vx7bkHn175dRmkYm5YfQix/3v230/CAAadd3vfm4H+P5v7Sk1bpzr3urcOvddJw3+v/ALxx710/x4dOtMtxe/5Xg/717alBoD6dePTxEDpFxzc/4m3tnqvTlBGdQ/px9fzb8e2m49PJ8PTxCvOkfUg8jg/X22/wnq56eYY7f6/AH09phXz6r8up6pdQPpYfUfUn3SQYr0/DgZ6zABRYcD23091zAuOfbTfF1U8eo0ouBxaw+n9f6n3XqydMlQBqP4s3+t/sPbJ+fHp3poqUA1D/AAB55/2HtqQYr149Ms41ahbixtb2z07HQjhw6TtShVgbWH5v9efbbgcenh0xVMf1+o5Njxc8e2+vdNE8dj/gfz/j7Z6snCnTXUR8fn+lv6A/09uRmh+zpHcRVHTW8fBB+i8/T6f63tWr+anoodSGIPTdLCGQkjm/Fhz/AK/tYj5yei+4hr02vGRcFfofza/09qA2eiuRNJ6jMNNg30P0B9uhqDHSZ1qa9RpUQ8/Q/wCH+9e3I2qKHpPIlPLrGFA44Ynn/Hn6A+7nOT0yUB65eMMbGy/61r/63vVOqGNaVOT1yCqB9WY8cc/7b3okDj03oX065hCACCy3Hq+pNr8FR7qXHl1YL5DqXHDcjiw/BA5P/BvbDMW6eVD5dOEaabAD+n4uLf4j2wzilPPpSkYHHqaFA9Av/r/0/wALe2SfM9P0HUuCG9rjj/EfQ3v7TSyeQ6djTUenKKL1ByCQPxbg+0rGmOl8ahV+fThGrMynnkkW+tv6WHtokAdPRpU/Lp1hj4A+ov6m+ot7QSyZrWvS5EpjpziiBJI+luBbg+0jHpVHHXiMdPUMZAUgf7x/vI9o5JFrXowiWhr08woAFCm9wDz/AFtyT7LpWqSfLpWiFjw6N78OIoq35MdCUtRUJS0i79oa2sqJV1JHT4xlrpLg/myG3tLt1uJdy1E00lT/ADPD546OryYQct3EnxN4bAD1Y4FflXj1cf8ANP4k9RdBdlb9+d2R+Wm6Nu9F7mz1TnMf0k1JV/xXsneuVVVzmzJXlY/c42vcBNKpZV/Psd7hBtc0bjabf6ma5JHiupEiEGuv+iENe8+WOHUW7TuvMh+l2fdAsRtFUuqOvhNG/BT/ABM4/AB1r49p79wGI78z+yvjf1JsjeGG7EwEW4qPrbPUER6r2nvjcbiI4t5JSESoEEpd/WLOLezTZbK2veWIuYObL2WGRZfDeaMn6owx/CyjiUDACtOGeibmK+vrHm245Y5O2+G4TwfESGRR9H47mjBm4B9JOK8cdEc+QHxJ3f15icLnO9Nj7N6ExFHnqymy020M7RZ2fcEsr65afA4aiYvGkII/JBv7l3YOebW4u5LXle5l3mZ410LKpQJT8UjnBr1BfMnt1dw2KXnN9nFsUEMreI0LB9dclYkGRTpc7E3d0jQfGmTDdbYybbPb2H3JVZjZVPuRQ2T7N/ZahkRJZf8AlFaEs/ha/rsPr7B/MG2cw3fOZn5muPG26SNVmMIqtmahhWnBq0FfTPQ35Z3flay5D+l5TtTBuaSs1ulwaSXw0lSRXilM6fXHVfVRuvL7d27lqqmlkwO7ZdwyzO9LC9Bm6GtWcNW4+dH9UcMd7gEWI+nuZY9tttw3GKBx49mIQKMdUbLTtcHgWP7R1Acu43+2bXLNGfpr8zn4QUkU17o2rkIvl5Hy62m/gXiaDqfN9aY7L7irN1UO4uopewtw9oZeF62Orqa+n9OzYoZLsIllcREqQL294Qc9CB973Lc7pVtfAl8OK2TAAFQshHmW66He30kq8u7Vtds5u5LiESy3DZrWmtNXlpP+Do0n8zBKXpT43/GT4+4+NcHlu7c/m/kNvTbFJObY6iyYMm356+IGyCVkuqEAj2f/ALqvNk5Wt5bmUCWaLx2jH8E2EUjyIoT0Vbbvdrv3N26bjZV0bews0cj4mT49J81z1UtSbiaHmSQA3Oqx0/n6W9xi+2Mf7PHUgx7qI1AahFOpc+89Qtrc8WUX/wBvc+2l2eQnj1Zt8hHl0nKzPVFWSqHSp+rX5t/S/syttuSE9wz0U3e7vONCEgHpjYXubknm9vyf8fZnQA06J6k5PHp3w1R4ZQL8hr2Jtxf68+y3cI9anow2+YRzUbofNqZJY5IwT9dPN+Ln8ewTcoYnKk8eh/aSLJGCOjQ7XyCSLCNa/jTz/tgfaPpX0N+Iq4tIDFddwBY/m3Nvem+E9bUVPTvVzRPHyQ1r8Gxt/h7ZBp04DTAHQfZqngmjlBCMpU/qAIt/h7q/r1c8KdBvi9pU2Ur5qdUQSSFgDb8/Tj3QevVa56L/ANxfHOuyNRLJJQyTI+oxSLGXuD9ASPYh2LmW72N6R/AegxzDyracxR6pTRxw6K1S/EnOZDI+JMTOwLkC0Jtyf9b3ILe6oSHSgJP59RsPZvXOWcrp6GvFfBPc9YtLH/BpViYrqbwWst/9b2H5PdHcSS0aGo4VPR9F7SbSqhZXFBxA4/l0fXrXpLEfHLaFVnq6WCDIilJjiYqsgk0ccfX3HW67vebzd/XXrVY4VfSvUkbTtW37HaCw29aLxJ8zT16rF767S3DvjdFfL9/UNSrMyoizNpCqbcD3KPJewW1taC6ulBlfOR5enUUc9cyXl1dmysmKxR+h4nzr0XCQ1bAPJJMfrY62sL+5EBQUCqAPs6jBvFbJcn8+ob1FTGbEvpPAa5/1/r7cSKN+PHphnkAwem9650OpmcEX4uef9v7WC3BFOkzXZX4j1LpsoSdWorYflvbE1qRilenIbqua9PUGab6BwWuLc8WHtBJt4Y1pTpcl+eFen+lzOoi7/wBBa/1P09ls1iw6MIL1TknpT02URl/V/vPANvx7KZrRhk46Nob3tpXqQ9ep/tXNjyDbn+ntlbanV3uicV6hz1wC3v8AUfW/IN/z7fjgocdJ5bn556TNdXudQR2AJIJDED/X9m9tarxcdFE9y9CAT0yPVzRrqE7jjgaz/X2ZCKKlNI/Z0XNPIvmf29NNXlKtR6amW54ADtxb2pgsoWNSo/Z0guL6cYVz+3pilzeRU3FbMlubCVvZithav+Bf2dFsm43SHDt+3qG258uDZa6o+np/dcjj/Y+3htlkQaxrn5Dpht1vaYkY/n1iO8c/E1kyE/8AsJG/I/1/dv3JtxGYh+zpn9/X6fDIw/Pp9x2+tzRuCmTqLem/77W+t/aG55f2liQYhn5dGVrzDu0dP1Sfz6F/avbe7cZUQSJkJnQFSbyEg2P0PsEbxyXs13EyeEKkenQ32jnffLNxIkp8sV6uL+Pm7KjtHZjUteRLNHTkAH1H9Nj/ALf3ihzVtH7k3l7FD2cR/m6yy5V3g75s8W4Ed9KN9vSE3ns+DE5WeN4l4kbUSvNr/T23t+4ThDCxyvDq+5bbEW8ZABXiPLoqXa8QhAiiQPEykGw4+n49yxyc+vvkNG6iHnFQoAC4p+XRAt9UkFDWSyvAPXqs4Xkfm9/eR3Ls7zwrGG4dY38xQpbzNIFBJ+XQFVdDr81Qj3LFiq/kf4e5BguCmmIjqP7i2ZqzKfy6RjV70UrLLGWA5HF7/wCJ9iAQLKnYcnoge5eBqyjHTHWV8FfUXmhsqi4uvAtx7X29vLbJ2tnpBPPHPJVh9nSMzUrRyqIRYWNiOOP6ez3b49anxDXog3CQxsPDFOuEEkVXTtBUoPKwsHI59+ljaGTxID2jy6pEY500SjuPn0na3BLBqeIHWTcG39PyLezSDcTINB4U6LrjbjF3DjXpmqYKirCw1JkCjhbn+n+HtZE8UA1pxPSORJJzokwPn0q6DbFFDjnmlKltPBNr/T/H2UXG73LXQjQUFejW32u3SzMkpz5dNVFgseJJJncKykkc/wC8ge1s9/daRGi8ekcFjag+KTQjh0qJYXrcXJBFLaJUIIv+oAfT2UrILa8Err3HP7ejNg9xatGrGnSOwOGo4a13lkB0O19XI/Ps53K/mktgEWhPRNYWMUU/ceHS3SqplfTCUv8ARQODx7IDDKY6yVoej03EQ7YqV8+lzsk1MOS+4k4p19TD+xYH8j2H99Ecln4S/F0INiMyXQuG+HofJ9wU1dFGKCMpLGACycBrDmxHuOk2yWFv8YOD69SI24x3CgWy0ZfMdL3atBVV0QqKotwy6QSfp9fYd3i4itz4aDNOhDtVvcTx+LLXB8+jg9f4dZaKJVU3sACAbgn8+4S5kvhHOSc9TPy5Y+LCABSvRyeuthTy0Uk1QzR0+gks3pFrckk/4e4N5o5jQXCxoKmuOpt5a5ekMDPIdKgcega7L6x2dk6uoT+IwLO7uHPkX9V7G/sd8q82b1aQK3hMV8sdAXmjlbZrqYjxVDeeegLPx+wLBvBmIgCdQAlFv9jz7kIe5O5AgPAcfLqP39u9tJOmYUPlXoTNm9W4/DgQxZJGH9oiQWP+2PsJ77zdc3x1mI/s6FWy8o21kNKTfz6V2R6wmyciRUORKG/6lf2R23NqWi6riOv2jo5uuVJbghbeX9h6EDB9UZ3E0Opa95nChgPJcA2/p7De484bfd3GnwwAeOOhBY8o7hbW9UepHz6clwm6aRDUPEZVjNrH1Xt7TNfbROdNdNelIsN0iWr1anSiiyGTXHD7rEKdPDER8/X6X9lL21mbqkM3H59GKS3RttUkVafLrLBBh8pA33VJ9tLzcFLf7Ae9SPfWktIX1D7evRx2d2hMyaT9nSbqOucPnXaKGRUblbGwJ59mkXM99t4DuKgdFj8s2V+xVMdBzuPoKqUO1JNrurFVHI/w9ina/ciJyFmXT0Gdy9vpIyTCa9AXn+lN1QeQpTSui83Ck3H9OPcg7dz3s8lFLgH59APcOSN1iJdUJ/LoJMt1xuii1M1BUKBf6IebexpY807RNRBIuegXe8s7pCS/hk/l0hKjDZylY6qWpFv9ob/Y+xDHuG3zcHB6IpLG/hP9mf2dY1iyYUlqaa45IKMP0839ueJZlqBhn59MhbsZ0n9nTrQVVYNN4Zb/AEI0tYc/63tDcwwVIUjoxtpZgO9TXow3T+2J937hpKVkkWLyJ5CwNgL8+40543eHY9seYcadSDybtL7xuSwv8JIr0fDem6Nn9N7dEMS0j10cP7lwmosBfn3jvsG071zxuZZtfhk440p1Pm+bnsnJm2hYtOtRU+vRM4PnvBQ55sf/AJMIvLoW7La2qxt7nSX7uj3G2icaiaV8+oXT7wUcW5G2xTo32ye/tl9tUK4bJxUJqKqIKpsjHU4te/uFN/8AbnmDku4+vtS+lDkZ8upi2L3B2PnCAWNyqa3GOHRM/kN13FtDMyVlCoFJUOXjCr6dLG4sR7nH215mferEQXB7149Qr7i8unZ74ywiiNkUx0W5JCoDqfV+ePr/AIe5RZA3HqMUmII1Hj0psfW6ApBP1+gP0v8AUj2V3VuDUjo1gmK0IPSnSvvCxPPoIDX+h+l/ZUYBrp8x0Zi4/Tzxp1//1tZD30O6knrG7fgf7H/Y+/de64ObKCSD+AB9eR791ZePUVbsTe5N7C4t/rAe25SfhHTp67JK8/kf7GxH9fbI611hZgreqxNv9tz7317pd9Q7hj2x3L1VmKmuyGJpn3nicPX5TEzvTVtLj8lUeOocSRkft2/WpNj+ffgWUFhjr3yPWy12N8Mtk/IjLdkdR9Q7oyWY3B/o/mz433u4U+K2cuRpsUc14a+rBXyOQPGhF2LW9l95uRs7P6q9UtpIAVasTqNBQfzJ69qITu8uAHWrHHBV46qy+CyIX+LbZzGR23lXS/glyWKqDBUyUhb6xsQNLfn2sxj5itPT7evHAr1KQkkqfr+Df/Dm/wDvPv3Wx1zZjcEXNjzewt/X3sdOKpWteuali10NieDf/D/H2yxOrPTnUkP+VPBvqv8AXVb8e69e6zo7AC3PNiP8PfuvdSkfi6kgg8/8R7Yk+Lqp6lJIx5f8fS39f6+2+nYzGTgf7PWYufwbgAXuBx/re/dOg18qdcfIf+NX9tvT8+rDrmJ2FwQxBW4+lrD6j2317rmJm/1lt/seffuvdZVkYJcm9r/0vb/Y+6Px615jr3kLc82AuDYD/Hj3Xp7rsTD83/1/6f4WHv3XuufmA0kBuSOPp7bk8utjrNrW9gvP1/p7b691i8gZrckg6fp/Q+/dbGTTrITbn8D2mb4j0pHDrCf9e5/Nvp7r17rG/wCkKLXJvb88f191c0Xr3Hrg36FUgXXm/wDW/wDT/ifbPVq4p1gZb3P44v8AX349bXqDLYAj8G4/1gD7o3VumuRgwNuOeCTbi/uvW+m9muyjnnjn+v5v7917oXOv9vLXTxyFdQUayD+n0+oj/Y2t7YIo1Dx631sSfDr4r9PdZdO4H5Xd77fl3vUStk8jtvrepZqXA4bbWLpzUHd+alX/ADt9J8URuGItb2w+uR/CiqB5sOH2de8q16CXuz5kb/3RnKPEbIxFLJlt20tflehegOuKf+BV+7KSnYyUm5twGhEbskSDUkcvDD3Ug1oRWn+rHVx5DzPRXuv/AOb53LtHedDi+/8AMZ6tOFZ9u1OwaSgpo6bHVZc0zQ5ZXICvAeGdbk2596AUghhXqxpXJ4dWRbo6c+I38xbqrGUGyqrIbM+SmVqZo9r9iZqkhxjJm5oWqKTa+eoaMfbVGMqCuiOr1NIvF7E+0kvjRuCmU809fmD8utMHBB/D5j/L1WD/ACwe290fCP55bx+OndsOQ2TjOzMhWddbx29OHjoqLf1BMTis7Esth4K0mMxyAchgL+7NT414cR06rMTT9nW4b1DvjN9I9gTZuBjkMDkJEx27cdUX0SU19LVMMLf0BuGtz7Qbht9vulp9LMSprVGHFW8j0zd2kd7AbWYlfNT6N5Hq03CHaXZVLS5TZWYpcpFUKJFoGmVKihLjW8cyfgKfYDku9w2PVDucZUDHiDIb0IPqegnJdXu0BkvkIUfiUV1enRaPlxhcAmJx2O3ZurA4DBY1WnybffQRSaIRqlQXYXY/S3s/5anF1ayTKrjUa1YUqPKnR9sMgntWnAYBjXux+zrSd/nC/L7bXaOYx/Q3VNZTybM2/LH/ABB6N1dWFOwGuokj4LMRe1/p7EDDo7HVHxgCgBVAFhYA24t7p04OsTxj6EG35A+v+w91bI631DKkX/p9f9h7Z631x9+6vGKt1kBAF+b/AI+lvaZviPT3WVWBFje9v95/r7oRUUHXuua+j8Gzc3v+fyR7YOOt9Zw/ANyATbV+R/Xj34dXTj1Ogf0/W1zzb6MP8b/T3R+PVzx6mI/4HPI91611n8jAgaj9fp/W319tvXrY6zrMLrqJsPx/j+D7bHTiHy6lxTi+kkk/1H+8c+6SDtr6dXPU9JrcfUW4H5uPrf2z1SnWdZSR+QPqLfW/090kyK9bUEHPDrJHORYH+o/1rf09s9K0007cdTkqbA3vzza/ujordx8urEU49SBLcCx/FiD+B/T2mAp1XrL5B+nUQf6mxX+v19+J6spoa9Y/JbjV/vF/97966e66uWWxN/68m39ePem+E9e6Umz8xHh8zTTTG8SyoGAAtYmxv7Y6t1Y7t3B9c7vwdJUH7Rq+oVUdG8ZIZv8AX/xPtmQefTyfD0OFD8SMNR4FdzUOJpqlp11DRGjOCwuDwPbXV+iadv8AwhyPYeUjq4sU8cccnIWNgOG/oB7bkr14dOWyPgnWYGnipxRGMkoGLJY/gX9tdXXoy0PwggjxUT1Jgi1hS7NpU2+p5PvR4dW6FbZXSvUHVES5LO1NA8sA8hDtCTqA+vPunW+i+fJn5cbeoqCfbex3ihhjjMIan03Nl08FPdJOGOvDqn3cOer9x5KfI107zSSOzkubn1G/59s9XGek47X4/ofr7afj1cdRnPq03/HI/wBj7b691wuLMP6D/ex7YkABx08hFKdY/dOnOuDAkWH9fbfXusLAjg+/dWBoa9eHtO3xHpzrogH8D3U8OvdcCgP0Nv8Aevaframj54ddeMWIIBP9R7bkWor6dKsEVHXAxciwI/qLfn82PtnrXWF4fUeAefwT7Zcd1etjqO0LXsAPUb2v/t/dRw6eU1HXHwm30sf9fkc/4+22+Lrx49e8I/1Iv/Xj6/191611iMRBt9Tf6fT/AHn2yQQenY/ToQOs8LJlt2YymRL3q4r/AFvbWPwPem06c9OdXmJBj9o9W+SrKxTx4u6XsDfxXFr+02PLqhFeqS+zMwc7urI1DSF0NRLo5vcazbn/AFvbb0p05G2k56Q8aqqgKOTa/wDjb2zmvSnpyp41Ivp4F/rfUfbbCh60ePTlHEALhfrb/W/2HuvWupUcVyB+P7R/x/w90ceY6fBqK9OUENiBx9eP8B9SL+2m+E9bPT5Cg/HH5P8At7e03XlGo0HTjDD/AFAPH+2I/J91YAivp0qBz04xJpF/9f8A2/tnrfU6Eeknm1+Tf8e2n49VPHoVupqNKzdFIrRl1DqQpFyTf6e9dOr8PViVFhkFfBPLTBEpoo2BI+mlb3F/bLCjfb1fomfyM3nJkM0cbFO3jpnZQFY6bf0t/T3Uio690V1qogWuSSPr+L+03TgFB1DlnZjy3+IPA5/NvdH4dWHTfJU3/JF+OfyP8fbXW+sDT/gk2vew559sS5IHp08j1FD1FeptewtweRz/AIC/tvq/UCSq1Hkk2P4AH04v7b631Gac6rkkLyLfX8e6v8BA6cU1FOsRlJ/Ub/6m31H+v7Y631jeXT6Qbf43Nv8AePdJOHXuuAkYkEnULfn6+2ulEQwT1nV9X0uPz9f9h7SkUbPV+pK8re4+n54v/W3up4de65xgFrfn+v8Ah70OnE4dPdMgHP0HAF/6j8+9OcGnV+nmFLn8EDjj+p/p7S9V6dI0CkXHPH+wP9fbb8enk+Hp4porm9v+Qv6j8i3tsmgr1fp3gjBJNuAfzf8A3j2m6pTNepwW/wBPoP6/8a9tsKLnpSldAp1yEYH+3uRzz/j7b6d67K2F/wAe2m+Lqp49YJVv9LfpI5966snGnTJVJ9QSL8nj/D6e2n49Oj06aahbgG31FiPoeD7oRUU690z1CBTqAIBuLD+v+PtLwx09HSmOmKrjJB1AfS4YfT/C/tt+nR69MU0YI/xB/wBe/H+Ptvr3TTOin+ydIAP9D9be2iCDnqyrTprdL6uBwfofqQf6e9dbYahTptnhIvpsCfqD9D+fbqNnPRTcRefTbIlubWBP+w49rI2HDoukQcG6itFHJ+P9b/D2oDMuOkEsOKjqDJT8m4BH4J/Ht1ZFPy6QSR04DqK1MQTwChsLf7C/59uhvXpMw8m6x/br+rRz/geePdvEK4HTHhrTHXRiX+lifyb/AE/1vezI9K+XTZjNe3rkI+LBbA/0H+2901evWvBb5dSEhINyb3A5sOf9h78zADp1Y1B4dTYoHZxHEjSyMOI05ZwOT9f6e2dYIxjp5UNaDqTHHa4C2bkMp/BH1U3/AN59sOwU56sMmnUqOED1Na5INvz/ALG/tO0tcHPTqxs1KdT0jtpNxZuAv+H+PtOW8z0uRAo4dOagAgAcD+g9ss4Bz0/Ghc16mxoBpIHP1uL8X59o2etQOlqpio8unWBAVCrcXbnV7ROc1PT8a6uneKIjSDb8fQfUe0zuBwx0vReA6eY0uPoRptYHi/suc0FelypwJ4dOlNENWr8BRZfzyPoPaSRxT5dK4xRq9Dz8bt5Q9c/IHp3e1YE+y27u+Gpl8yLNTo9Sop4XqYHurxhiC6kEEXHt+xvxtjveIoZloQCKjFf8/SmaAXthcbWzFVuU01GKetPSvr1Y98mfkR218tu5N49z944XY/YHXn8tyhquwdi9abWoZMXs3f8AufcBjm2JT5+hSNBUusi3khRH+hFrH3J+3b/uO82iXEZSl+wgefQqmNK0kVVHBcZYgHqJNx5J5e5TcRWfjFlUziNpGYyTKule8mvA4WtOqfv5pO7t2da9ZdfHa+LwOI3d8gqqDsfu/dGwqVaLGbb3bn6X+NYTrjbjQqk9I1LSyJr0KrFlsOfZz7V7Bse+8/7huF1cC5TbFEVvCT2aa0aQr8LCuM9Az3p5i5j5X9rtt2m0tzaybrLruJVH6taVVA/xKfsP2dErj+Bfz47U6UyHde88BuCh2Nt7A0ec2/iuyN0uu5N64sKZanJ7SxGTlaofTGAZHKIT/j7ku55+9seVOYE2WKSMXVy5UtDGNEZbAWRl7QK8BkdQ3be33u9zvy3Ju08Uhs7GMPomkOuVVyWQMalqceB6LFsbdOOrti7s2/u2mmo6PZsv8X2Xu7yD+9O19y07aotv44XvJFNKPWpPsz33a7m1321vdoIeS9Hh3NvT9CaHgZX8gyjgeijlreLW95fvLDfdUcO3/qWlzX/GLecUpDH5srNxB4dXyr/L++Pny62n0j2R2juLI9C7gyfRO39ydg7p2xQx1L7iyeNhkfIGvxdeoiStqowojIHrbjn3jvYe6m+ci71uGwbMi31hFdSLEshNYgaU0kZ0qfLyHWT+5+zewe4OwbZzNzCz2O53FpC8hiH9qRWpcHAZhTPE9XHfys+kNr99dp0W9Otdjbk2r8Cfjl1dkNj7Ow/cSRY3snt3d2JrBlc/vb+HTkS/wxZIG8ZK6BcKPdNy5VsbndJdx3kx3W6zsLuUI4MccQXUI6VoW9erbfzzuO0cq2+0bcGtoY9dpC3htUtr0FySAaenrxFR1V389/kLQ/J75c9m9mYP7mLZuJlj2FsyhqXLLSYnbshpkNCnIjhurBVSw9g7fdwa+0uRQyUcDyEdCEWnlStaeXUi7HtQ2bbU24sHdO53AoXZskn1PqT0UhmNtI5I/r9LfkX9h7SAKk46NuPDrmxX8qL8cjkD+vHuoJBx1ojy6yIyEengi1/fsnj17Hl10zC/1sPrdfrb8g+9keXWs+fXKJwjrIdWn+v5t/j7o6hloerAlTUdCLt/N+EqC1wGA/rb2F9xsQw1Lx6FG1X/AARznowu2d0CNYx5LA6edX+FuLewwylG0t0L0Idag9DxhN1xuiAyC/H55+n1PujCqkdWHStG5VYEeQWAtfg3JH19s9OJgVPTNW5mKYFA2sEEm1vrf6i3vTZHVj0w0eXkxletXESpWTUT9dQDXH09tVpkda+Xr0YvB9u7TqKFIc/RwSyKoBLopFwPrc+6NUdw63X+XU9e3Os8dJ56bG02sHWP20vx9Px7oKVqengSwBJ4cemrPfKyhpaaSLEY+EOqlUPiUMOOLW9sSCjU604BNKUHHojHb3be7N+maKeokWBw4WJWYKo/rb2a7XawmUTXHBTwHRLu13OkBgtBQsKEn59Eyy+3JizySAliSSTe7Em59yfY7qgUBTw4dRJf7VIW1niePSNqcR4yRpsOfT/U/wBf9j7PYr9mAz0HptvVMUx0nK7H2BXSVF/p9SLj8W9mtvchuHl0UXFtp4DHSVrKNr8C9h/j/X6H2cQT0GeiWe2qaU6j09PYMGBAseBe9/bss1cDy6ZiiK4px67+0kU6k1C35sf9jf8A2HuguFpQ9OGNh5dTYRKh9LH8Xtf6fn6+07+G1a9Wi8QHpQ0tROote/8AS/8AT2gmijYZ4noxR3Q9SnrpUI1X/wBh9PbC2sTDp43Euqh6wyZM6GLgkcC/t0WiAUTpuS4cCnTNUZLUCF/T9P8AH/A+10NtToukuxkDj0wT5Bwxsbm/9eP9j7Xx2qkavLoqlupCxoaDprlq25LvYk3/ANf2rSJRhR0laYNknpqqJzM3pHA+p/F7e1kUVMnpDJIW6b5ZeNNiukkE/wBb/kH2qRADjpI7sQadRUKyKeCCG+pJ5/HHtSSVFOkxqePT/jYWFvoQStx9ODzb2VXUtT9nRrbxgEA9L2hUoiC1wOSB/T8C59h6c1YlTSvQitBg1FSOraPgRuiMV0uJkfmRQiqTa4It7xZ93LDwNziu/JsH7esqPaG/8fapbMnKGo6NX3PgFhq6ustp1amW/wBDwbW9xZbtplUg5rQ/Z1Kd2ge2cN6V+fVc/ZuVo3heAgGdAwB+hJW4Nvc1cq2cwk8UfCeoQ5tvYWQw+Yx0Tfd2NTKI4kj0cEBiPrx7nHZbp7RwUPUF7zaC8jJcAcegAlwDxVzQAEwXJDN/r8j3IybgrwBz8XUbSbeVuCoJp0HG8sOaapTwAEE+oD/Hn2KthvjJGTJ5dBjf9vEUoI4dIaaFhpjeFlLN+orxpH059iFZABqLV6IJIyCFC0+fTHk6BdUbaQRcXHP++t7MLW4wQMdF11AwYEivTRV0zFo2gGluOAOR/X2rhm0qyyHHn0hnjpQx8T0posFPNj/u2sSBYavrx9ePZU19HHcGJTQdGybc8lt4r+XSRr8HXEipaFvCh+oB5A9nlruFsQI9Xd0R3G33BrMBgdMktbVSn7ODUwAI0i5t/QW9rUgiWs8n7ekBmkdfCTI6aB91G7RyB43DfS319rf02QMmekqiRGKMD0MO3NuDIYWVxIQfHcLzquR9PYJ3TdDbX4Wlafs6Gu17Z9TYluHQe1GKloquaMhwA7Lc3vb8+xNHeLPCHNKdBqW0khuCoHUrC4aWevUKSwBsDze5/HtPf30cduSenbKyeWcDjXobcfharHoiu4UTAeni5v7Adxfw3LEgE06HdvZyW0QXjXoYsRiabGY+OqkjBJAOk/1t+PYIvbua6ujDXoa2NnFaWvikZ/w9CVt7Ky1ElPBBGEQsoI0/4+wpudokas0hq3r0J9tu3kZUjFF9Oj8dV44zQ0KhRrkKL/r8j3jnzfdhC/yr1kJyha60VQM46O1vab+5XVNXXoRDMaRgrA2NynuBNhjO+84JBJ3Lq8/t6nff2/cfKDzr2sV/ydUr53fefr8zWzfxCdkNTLa0jAct9RY+88Nu5f262sI4/CGAPLrBjcN/3G4vJJBKfiPn1KoN1Z4OB9/Pp/xdje/4+vtq42bbiCRGOnbbd9wbJkP7ehMwu6M1wPupf8Crubf6/sJX+02AJBQU6FFhut+ACHOehWwu8M9CUIqJGYAW5PsHX+yWD1QqKdC+x3jcV7g/Qs4fsbcQIR52Kr+CT+R7B17yttnELQ+vQtseZ9z06C2OltT9i5JUKyHWDyVP0v8A09kUvLNo0naSPTo9i5lu1jo2enSLtO0XgmpUdSefQLm/+PtGeUaSa0f+fT682gIYmX7esD79x0pBenEX5J08f6/twcuXafC2o9NnmC0cDUKDrgN84SkqVkEvjJseCB/vfu7cu38qFWWvWhv+3xSBgdPSmXtLbICtNVC6j6Ej6259lLcp7q2ESn2dGQ5q2wEGSSo6hVPcW0QGR2gIsbaglvb0XI+9VDitemJeddoUlag/s6Sk3Y+w65itU1HpctwRHwD9T7OE5X5it11R6q/n0UPzLy/NmUih+zqA+X6dqY3NQ1Fr/AIiBvb+ntUlnzvER4er+fSZ7vkyUVfT/LpoWl6cqg5ElGpN7f5v8/QD2rMvPEJGGP7ekTRclS1KlR+zpq/gPUAWVVnplYk25j/1/az94c74bS1Pz6R/QcmlyNS/y6EXrmi2tj5qmTbLxPX6W8YQqSXtxbT7DPM9xu9yFTd6+H516EnLkG028jNtVC/l0SP5L1O9v4nkBllqRAxk8Z9enSb2tf3PntXHsX0kZsSuoUrw6gz3Rk3z6qT6sMFNafZ1UXvGkz0ecaqoxPZZmbjVwQ1+be81Nin287YIpSucdYdb3DuC35ngJ4+XR1vifntzy7ixauakmOaJSLPf9YFvcC+8e37Qm2TFKUYH06nH2lv91O5whtVQR1ad8jKdqzamNqapCKjwRlr/AKriMcC/vEL2xlEO8SRwHtqfs49ZX+5EbTbTFJL8VBx+zqvWfXEBa9g/NgD7yVjAY0Pp1ji604dPNG141/2B/wBYf4+0Uq6a1zXpfAdSdPauviPJAKE/X6gD8j2X6f1Olocj7Ov/19Y5zYW/rf30O6knrFe9h+B+f9f37r3WGQ82/pcX/r791vhnrExIW1/qf6+2pAa18uneOR1wZz9RzZf8fbNDXr3UY3JuR9fwP9t7t17qHkIp6mjnSmmelrFCy0dUhs9NUwsJYp4vzcafevOpz8uvDram+O+5H+SHwx6O7ibsjanV9fsqik2vuDa33axVvYOexF4DW7rkgZXhRoI/0ynn2gilmiu2t5QXDZRyMKP4PmfOvVSWDY6oa+a3SO6+lu6pMtnMG2J2v3KKzdux8hCn+4jNmM+XKzYeQcPCvBUg/n6+1SSo0jQlqsnxDzX0r16qgt6rx6KgfSukDi9x/r/6/uw6cUZz1kDXUEj1X9QJ+h/H1976e68rEHgaSP8Abf7ce2X+I9b6lAjTqDXP1Nvz/sPdevdcg/8AaBINvpz/AF9+691KjkuOfSf9iPx7Yk+LrR6mrKxA12PPAX+n4v7b+XXloDRuH+Xrk0gt9NP05H/E2976VA6lqePXAycAXP8Ar2a5/wBj7afj1sdcxNYcMDYcX+p4/P8Are2+vdZBMbAnSb2vY/j+vHv3XuskT8kD6c8n8G3H9Pbb8etHj1mMn04VgBb6j/eAfeunFBAz1w1Am3+8/wCP9PfurdZ1Kn0sbf0P+P49tyeXWx1zC3H1BP8AT/Y+2+vdZYtIOock2v8A7D8e9Hh1dPi65vdz9QLnng/09pjk16f6xsoBIvxbg/196691jFiCx+pP9CTb6fX3pvhPXusdtd78KOL3HN/8PbHW+sLWAsLfX8f0/wBb349XXh02VBJ4txyT/hz7o3W+myYWNweOBp/obfX3XrfUB/yRzzf/AGxv7917o0XTP2tQESQizRkG9r2A5/3j20aA14n1691f18lN17qxX8s7p/dW2Xlr+usW392d5/ZkfxCVwxFHhyE9SwK5u5PBB9spgkPhuOPTra1Dcaday2+O0950famyexKfsrdPXG/Ikk29TdpYSjmnxW0sK6mLFYmgniGhSkX7cui3J9pLp0QLGSVdzQMOAJ8z6D5npm4kCBQSQWOkMPKvr6Doru9tw7zyG75v78TwZ+vp66qXA7wmjMC7+mq5C0+ZytdfSzENqJP09ldjdXUtzJHcoVWI6UP+/PVuktrNK8rw3CkLGaKf9+Y+LrZE/lzbT7cwO4emdl4bKpJ1n27DRSY2pytTHX7960z1FMk2UyOGWK0oxMzKWWQ3AW1j7OGJVCAPyPDo0HzOOi1fzjt/bf7I/mL753T1vWJFX9YYzau2p900yrHLlewdpvDUrmZjHa7FoxrP1PtHFH4cSoopQeuB59OR4BXzPVxPxp/ne9Bbs2btLD/KDadZt/tDE4GhwW49yYsFMJnZMZCKeHJvCo4eUDU5vyffqaV01rX18unqgqQR9nQz9o/z3vjR1Ts/LR9BUOQqdyV8D01NXUzSPNrIIWVFW+kX/wAPbE8cdyAkwDqM0ORXrTBWjCv3ivAjh1rY/ID5+fKj5IZ/KZLeHY+Tx+362qqJKLC42pqYHWmna6NUODYuR9fdiwIGkUpjGAB8h1djUgHy8vLonLI7PLNJNNVVVRI0lTV1EjS1NS55LTSPc+6nh17rGE+h0/j8Dj/X9t9ODh1wkhJ9QNjbgcD/AHj3o8Ot9QWiP5BB/wBbj/XPtjrfWEx/7SCOObD/AHr37ramjA9cSlh6RfgXv/Z/w9pm+I9KOsZBH1916912HIuPwfr/ALD2w3xHrfWQPYX45/r9Peh1dOPUmKQAcn+vHP4F/dH49XPHqUk3AtYfQfU/737r1rqYkw54ufweePbcnl1sdcjKpsD/AFHPP9fbfV049SI5LWKkEX/5GPdZPgPTh6mJPwtyFtz9T/X6H2n611KFQPoSP9e9z9fdX+E9e6kpOG+tv8fx/sfbPSmMUQDqVG+n1KwNza3ukldPVznqSsp5P0ubW5/23tMOJ611l1i3DHjnj6e9Hj1ZWUY8+uQl1f424/p7907135B+eB/W/urfCet9dawD+oD+n1uT/h7Z630s9v76zeAeJqOpkVImVrB2NrNf2zJ08nw9Hu69+eu49uYmHDZICopo41QBxqvpFvo3trq/QlR/zBaMrpkxsKgfVgqjn/bH3VxUde6S2Z+fjSyCSkpY00/psv8Aj+be2D1degi3d87d95mIwUdQ8EXNgpIso4HA91bh1boru7e9t97r8orMpUeNr3TyvYkmxtz7r1voFauqnqpGlqZ2mkY3u5Zjcj/E+6P8PXh1AY/j+v8AxX2yerr1hdgAAt2duAo+vttzinVx1JgxVXUj0KVv+LHV/r+2uvdOA2zXMR+259P9P9uT7Zk49OJx6wTbfrIQWKsLW+qn+vtvp7pllhkifRIpDX4v+efqPbfXuuDISLWAvybWBFja3v3XusfjA45ueOf+I9p2+I9Ojh17xf4N7ocDrfXHx8n9X+29sdbBFaHrwja/pYqLX/31/dXIC56UAaR28OufjNuGsPzyOf8AYe0/W+sboePTcfg2+v8Ajb20/HrY6wsg+mm1/wDDn+vug4dPqajroRg/Xn/YD223xdaPHr3iH+H+2HuvWusTwr9Sbc/0AHtks1ajpxOPRnvi/teTLb2oqjRqSGVCSRxcN+b+9MoKZ6dPp1YR8pM9FhNkR0EFSqTGnWNk1aeDH9OP6e0vVeqb59VRPLM92LyMbjm4J+vuj+XV4zRqnrNFD/if6/T/AHg+2ulR6coYb8G9r/4f737bfj1U8enFIydKkGw4BHJ5P590611Ojg5+n+8X4t/h7q/Dp5OHTlDELhR/W5NvbLfCerdPEUXItcj8G3+H1PtN1XINR05RR8G4PFrfT6D3o8D0rBwCfPrP7Y6t1ljYr/rE8+2349VPQ8dFvHHuWCokX0xuGta99J+vuo6cQ46sars/TVG38hVQoFaGkZQQLcqn9fbT8enB1Uf2HlmyG58lKTqPncC5PHqPuh4de6D95QByRf8AoL8+03To4dQ5pwFtfkm4+t/9h7o/DrY6bpqr+hWxvext7a631DNSRchha/15P+w9syHup09GBpr1FkqFHOoE/q5J/rz7a6v1EerNz9Lf4E/7H6e6Hr3Uc1JDAXsP6kn3okBST1dPPrgZ7n6/8ne03V+ufl/F/wDb3v7pJw68D1kVrn/EWP8Ar+2ulUYIXPThHdm+gvb/AH319p2UrnrZ6lwjUSL/ANP9790PDr3TjFDdrC/0P0H+x+nuo4dOJw6eoI7lRbhbfj6kfQe6uSF6uen6nj+mlf6kce03VenGKMvJqt9OPpf20/Hp1GAFOniFLWH0sbni1x/T3UiooenOnWJbj+g/4i3tMRQ06r1LCGw4IX+v9fbb8OnIjRqevXLSAD+b/S9vr+PbXSnrgF4sbn6/Xkj/AB9tN8XVTx6iS/pv/T3odWTj01T+rn6fU+2n+Lp3pnm/oRyOfbbAkUHXvLppqFvcE2vcjj6+03TsVaHpmnQ/X/Uj22+aj5dPAADHTFOmliRzcn625Nv6e2+vdN0iggf7z9L/AF9tHj1dQQM9NE0Vr/W4JPNv9c+/dW6glQeCLH8G3ttXNc9NSRBs9QpoOC1uRfgc/X+hHtQrCvRVPDTptMRP1Fj/AE459qVk8l6QulOHUd1P5/rb/XHt4OKZ6RSR+fl1haJG/wBpH5PtxXPEHpI8APDrGYP6FT/tvdxJ69JzB139ubElOf68W978QdN+AeuvEygGwAFuPei9eHW/BoKnrmqarmwJ4sALW/xv7oxXiTnr2gdSY1nRlljLRSjhZVPrA/wP+PtsyKBTj1cQtWoNOpMcXJJuxNyzH6ktySD+Df2maSp6UJCo4ivz6k6DwuklrC3+t+LH3Stc9KQAOHU+CALb+09r2P8Ajz/t/bDvTHTixsxzw6dYo9PP1/rcXtx/X2jeQk9LEQUx1NjhJIJ4B+gt+T9PaV5BwHTyx6hjp5poAbFgRz9LcEDi3tK70HS6CPgo6dIY7kEj9J4t/Q+0Er9LUiAbHTrDGbB2+p/FuPaKV+lSr05wpcXItf6W/r9Bf2lbGfTpXGnrwPU10nKB6WVoq2neOpopgf0VlM3mpuf9SXADf4e9QS+FKspoQD3A+h4kfl0p8IOh0nA8+rXZd3767X6g6a+Q3UFFs+jbrPL0W3vkRtKsihG2oNyYZvHt3eXZWHWz1VBIbvE7nSPZmtvebTru4QzW1wVA0VJyaUAHw6s1Py6QyDb91/3S3IC3MILIzY1KMnQ3mV9Oq9vmv3xQfLvcdNsnrvrfYGwcxTYIbn7G7JzIjTC5vee28qJ6PI9cYV2vA8kcQhhAuGjIFrH3JfLo5f5Zt497VphIrtEYITQyCRSCZ2/hUnz9Ooa5qg5s5kvJOWSsLRSRrKs9xQtCYWFFhU51sF4+deq2+z+3+/8At/uXF7u7Q7Z3rhsRsTYsWmTIVFUmLgocPTmJdu0GLpfHFEapRoEboT7HO1bby5t/KD7dYWkV7dXdxpXgXXWaiQsakiPjUU6jbet25ov+e13K9vJdusbK1DyLkxyGMGsYRaANLwoakdNO7+nsDvTrvZe+6PYtd1puDeefpMT0vsCGGTJbu7jztVlEkyO7ctRRDVHRxXcLIyW0/Q2Psx5d33ctq3m62i5vxuSW0Ra9uaaYLNAp0QxseLHFQDx6IOaeXNr3nYrPfbbbjtLXcwWwta67i/kZwXmlUZVBkAkcOtpf4tdI79+SuUl+Mqbn2vtndOA672tgl3DuukXxrv2npw1Dh6PGAo01NTSMNenhvofeLW3WcW4czLd2DUN5cOUUtiRNWQT5Fxw6zA3bdX2HlEwbrGzx7bbIJmVe+Jwv4fUJ0eP5XYXG/wAqL4qbsn3z3hRfIX53d3bYPTOKkwtfT4/a2wduVigVk+39m0ZX+HxwRho5HlUs786vcvbvsHL/ACzPKEZPqXQh0WTxBDGe41IOWr20/Z1CPK298x+4l9C5iltdns3EyvJGEe4lFQorTKEUbHmfl1qsUFLJQ0cMBkaokUSPUTOf3ZqiokM9RJIx+p1MfcTXM31Vw9wRp1HAHAAYAH5Dqcmc6iTQV9OnEOp4+nA5P9bfS/tLTy6oGFdPXIj6N9QL/wCIuBxx79wGOvPq4jrtbMeeL/6n/fce22XzHWleuD1kYkA/S35/wv7b6d65x3Kr+RcC31H1974cetdSaeWSGRdJsSfp/X2zMishqOrLJIjalPS7w+5HpnRXJXTYG5svH5HsPXu1ibMYz0Itu3nwu2U9C9hd2yHSUb/bn6/63sMTW0luSH6F1tdwXCgg5PS+pdzTsgKtzbkXPtF9vSule1uHU+LPSP8AW4NybH62ta3vTfD055dc3zaXAbg2INyfqPr7a611GnyMZUkMD9OLk/j+nurfCevDj01GoWRxzfUAfqfbXSjyp1zaBJASDcn8f4A/4+2ZeI60emaqxisSHW91bnj6fj25FcvHgdJprZZfLPSLyuETQ37YNubkf4X9nVnfkEdEV9YA1BHHoLsthFDE+Pkjiw/T/j7F9nflqVx0Cb/bSpIAx0HeQxciM4Km4+jW/wBsPYotboUqOPQSu7Ng1CMdJibFhySVNxx/gfZql8wFOiVrIlieowxRvYIQDwD/AF9ui+AHcemTYGtR1mGKcCxW30A4/H591N8h4dX+hJWnn1yGHYMGA444t7qb9Rw6qLBhkdSTiXVdWk6l5t/sf6e2mvVc8enRZN5dQ5KU3IkUr+P0/wBfbyXAA7ek7QEk9N9Xj7IR+kWBuB/xHtVBdjV0kntmIx0lKuklXVpU3uQSB+LfU+zi3njodXRHPaOCSvSUqo51bgEj88G9/oPZrE0bCvRPMJAaMPs6bJBO5sFN7j+v49rFMIFD0jcSP2qOuo4Zraip5+oI/H9b+9mVB1rwpRjqPNC4Jtzf8H8X+tvbqSoOmnhNCDx65U9Lp/V6ueB/U/7D3qSaooOtxW5FS3Sjoo9PqPFvqP6X9lkzByadGUC0z0paWcD0MSAeBz/sefZTPG1NS+XRjDKUx69G6+Km/wD+6W/8Y8koSCaohjNzYctY+4e919jO4bKbiJavF3fs6mf2o3tNv3tbeU9so0/mcdXTdvGnz21KTMUIEqTUasRHyb6P8PeLsZoUcYz3dZSSKACF7qA9U79lUdTJm31RusSyNqFiPTf+vvIrlSeL93qNQ4dY4c228rbgSVwDn9vQabixtJWY4LSD95QLj83/AMfYt2u6mgvC0/w+XQR3W0gntAIR3D+fQCZrHGiikeRV8ik8e5FsLkTkCI1B49RzfWot0qRnoGcvJFVP+5EDpf6/n6+xvaB4E7DToDXLJOW8QVoepFdiMVW4qP7aIfcqF1EAXBH+Ptq3vbqC9Pit2npyezs57QeGtCOmeh2VT16MKgAN+NVh+fz7XXG/PCR4PSC32GKWofpP7o2HHjo/LTMrNp/skHk/i349me1cwtcvpm4dFu68vLbR6oiMeXQZ1X8VpI/BqdYhzbnTx9L+xVD9HM+ulegtMbyKMoCQOoI3U4pXx0iCQMCuq30Nv6+1B2hTOtyhp0mG8kRG3Za4z0h6Od6TJNUpHqQsxK6eOT7P54xNaiLVQ9B+GQxXBlC1FepdVUrXVocQqjFgOB+b839tRRG1gPdWnV5p1uZdQXTToRcBmBiysMhtCwGr8c29hbcbI3YLr8XQr269FmAH+E9Ts22Nqo/uIQplcfixNz7a29bqI+HIcDp6+a2lXxI6VPTfhwMTJ99UKAnBVSP8b+37xjdp9OmTwPSWzAs38eQY6XGDkqNx1/3McmmniNwhP0sbnj2H9wWHbLbwyO49H9iZtyuvEjaijoW5vv6iCCBY2McVuQD9Bx7BsfgI7yMak9DJ/qZI1VRgdCls3HTzTwOy6ApAJK2/P09hDfLqOOIgGtehTsdtI7gkUpTqy/4/YGTKV9DGLsqNE1j9ODz7xU9yb5bWByOLVHWUvtzYtdTx/Kn8ul383N70+29mU22oJVSaSIB0U2axHIPsl9iNgk3PfX3NxVUPR17479HtmyLtgPc/VM9NM8sxlJ/W5P8Ahyefr7zgnVUQKvl1hPC7SSFyKVPS5xamR0Atc2/3j2H700QkdHlkKsPt6GTA03oW688fj63+vsC7jIQT0NbGJSAehRxdLZQQpPHBtyP629hG5mIOehXbRALXpb4+nEagMPqQWv8AX+vshuZdXn0eW8QUjp8LjQQLXNgLfX2XhO6p6MCarQY6m47HiqlHpLauPp9T7ZurkwJxx07bWhmIUjpWPs52i1iMkleBYm3skG9qsmT0bPsZZOHDPQX7s23LGh0s0UqG8bWN/wCln/p7F+0blG5Fchugru+2smeB6BvIJUKsqNIwkS4Ju3Lf4exva+GSMYPQJu9QJUHI6D7Lz1ARrSuSBb6sLH/YexJZxoeKjoPXUjjgeg2ylfXoToqJR6WsNbexXa21syDUo/Z0Fbu6ulJ0E9I2TK5QuT95KCD+nyNx7PY7Ky/gH7OieS7vP4iPz6eKDN5DTY1curgfrfi3tBcbfa1PYP2dK7e/uSukucfPpT0lXkJgrNVTEtz/AJxv9459lNxBaRjToH7OjGCe4dsuf29GC6e3hWbVz9FWSzSvCJY9auSykX5Bv7jXnbZIN42ySBVAamKdSPyZvM207kkzmqgitej97623snunbERiFLHkpIBq/QGDlfx7xz5f3PfeQt3IfUYwfnSnWQW+bdsnPG26l0+IV6KInwapKqeYyiDTI5YOxQ8E/j3NJ+8BNFEClajiM9Q4PYiGVyWodVadGO6g+LGyOsKhMxk56QGnHlIZowbpyB7i/nX3d5g5uhNhaK1H+3z6krk/2q2LlWQXt2V7cnh0Enyb3xjc3WDF4dlNJS2QBPpZeOLexl7T7BdWEP1d8Drb16CHujvttfTi0s/hXA+wdEjmQ62FiVZr2P8AxA9z2j0A6g549Z/I9c6dvGxJNlvY3vx/sfen7urxL4Ypx6mtUIrKmq4NufxY8e2glRqA6d19f//Q1i3+v5/2P0/2Hvod1JPXD37r3WA/qP8Arn37rfkOsUv6/wDYf7D/AGHuknw9O+XXBv0/j6N9Pr/sfbPXusA+o+v+w+v+w9+691kP6l+n9n6fT6fj/ifdfxde6t8/lz/9k5dq/wDFq/5mPT/8fZ/x7X/AYf8AFu/x/wCO/wDtN/brf2DfF/k/L5+nz6unxf6v9VenX+ct/wAXH4mf8DP+PMyH6P8Aj1f8wP8AmXH/AExf8rH+Hsn27/ReHHz/ALT/AJuf5OmI/gf7fz/PqnN/ofp+f+C/q/HsxHDp1fz66/tN/r/8T+ffunF4+fXIfQfX/Y/X/Y+2349XHWSL+x+r8f8ABfdOt9cz+tv1fn/gv+w9+691JT6f2vr+f9b21Jw60epC/n9f0P8Avh7Z8uq+nUhv0n6/Rfr/AK/+9+/dLOsDfpH6/qfp/r/j/D22/HrY65D/AGH1/wBj9Pz/AIf19t9e6yD/AJB/H0/1v99b37r3XOL9X9v/AGP0/wBj7q3DrfXM/X/kL/kP/ff0906c6yr+P1fX8/q+vv3XupA/H1/H+v8A8j9tyeXWx1JT6n/WP0+v+w9t9e66p/of+DD3o8OtjiOpv9g/p/4n2mb4unj8Q49R3+v+w/4n3rq/WL/dY/1v7P6vr+fem+E9e6xr+hv9j/vXtjrfUaT/AGP0H0+v19+PVl6b5fq36vo36vr7o3Vum2b8/wCw/wB6/HuvW+oD/Q/p+h/T/rfn37r3Rhelv85H/nP7f0+n0/3r+vtkefW+tgmq/wC3OPbH+c/4+5P+L5/xbv8AOf8ALk/2v+vts/2g/wBR/wCK635dazW9P+ZDZD/Of5ir/wCBP/Hvf59f8x/00+2L3+xl4fD5/wCTqkn9n5fn0g+kv+PQ3R/x6H+bxH/M1P8AMf58f8y//wBo/wCVj/aPaK0/sBx/P/nzpq34fmePH/a/L162df5a/wD2VnN/wC/5kDB/nf8Agf8A8WJv+ZW/82P6/wCNvayXz+zz/wAvS0/6vT8uqB+4P+Z09v8A/F1/5mNuL/j4v+Pg/wCBsv8Axff+b/8AT/abe0vl04nHoMcp/wABj/wA+i/8Dv0/T/evevLp3z6acf8A5xP+LX+k/wDAP9X/AE7/AMPbJ49bHHp8X6N/rfn6/T3ocD1s9dD6fj6/7H6fn/D+vvTcOtde/wBt9fx9P9h7b6cHWJ/r/sP+J96631Gl/H0+h+v0/wBj7abj17qIPz9fp+P+J90631jP0/6N/wCiv+I9pjx6UDh1Hb6/n/Y/6/496631wP1P+v8Aj6f7D2w3xHrfXCX9A/V+r/kH6H6e9Dq6cepMX/IX1/tf63+9f190fj1c9SF+v9r/AIj6/wBn/iPdetdTF/P1/wBh/rf763tuTy62Ou2+n5/Sf96/PtsdXT4upEP5/X+ofT6e9v8AB051M9pOtdZ1+n9r6/n6/wCw96bgevdSYvz+r6f2v+J9s9Kfwj7Opcf6h9f0n6f8R70eHVl4DqePoP1fUf71/vftGevdZE+h/V+f+C/7H3r8PVfxeX+XrL+B+v8ASP0/T37pT15v0H6/7H6/X3VvhPW+uI/H+v8A2/r/ALD2z1vqTH9G+n+x+n+x/wAf6e6N08nw9RJv1L9fp+Pr9fx7T9X6xH9Dfq/V/vtXvTfCevdQm/V+f1fj6fX8+2OrDj1y/P4+n+x91PDq/UV/0n/Yf737p1vqFL9R/rj9P1/5C/w90f4evdYG+v8AsPbPVx16H/Pj9P1H6vr9P7Ptt+HVx0Ku3/1j/gH+kf5z6+2uvdCbB/mz/wAWv6fn6/n6+2pOnY+k/mP81J/xbvp/Z/V7a6d6BLP/AK1/zH6v91/r+p/T7ofiPXumA/Vv9f8A2P0/P+PvXW+u/wAH9P8AZ+v6vr+PaZviP29O9e96PXuuvbB49WXiOuvyfp9Pz/xP+Htt/h6VD4f83XR+n9j8/T/W/H+PtjqvXBvx/rf7D/Yf8T7afj1sdYz9P7P5+vtocenE64j6f7r91b4urHj1wP1P+v8Aj6f7D3XrXWKT6D6fqH+t/sfbR49OJx6Pd8P/APi9D/M/j/g3+w91PDq7cOhH+Yf6I/8AgX+gfq/zP6PaY8evdVxRfQfo/wBh9Pr+fbUnDrY49So/qf0fT8e2+lq8enCH8f6//Ej3R+qHpxi+v+xX/e/bfWunNP8AkH/Ye6P06nDqdT/X+x+P98fbTfCernp3g/H0+p+n0+ntN1Xpwj/Q30/4n/Ye6ngelQ+Efl172z1frkv09tvx6qehw6a/4u4/X+fp9Pr+PdR1dOHR8Zf+PNyn0/4DS/p/V+j8+2n+Lp3qqLdH/F8yP6v+BEv1/V+s+6de6SLfQ/q+n5+v+w9p+rjh1Dn+g/V9Pz+r6/j3R+HVh00y/qP6vp+P0+2erdR2/Qfr9fx9PbUn+r16Uj4PLqFJ9D+r6fn6+2evdRG/H6vz+n/ifdDx691if6f2/ofr/re/eXTicOul+i/X6D/X9pjxPVupKfn/AKL+v1/HtuTgOtdSl+v4+n49tdLV+EdOkX0H+sf0/q9p24efWjx6mwfX+z/Z+n1+v5906107wfq/s/Q/p918unE49O9J9R/wZf1f8T783wn7OnOlDT/X8/n6fX8fT2k6r06w/UfT9K/o9tP8XV149OSf7r/2P1/1/wC17r0905RfRf0/8g/p/wCQvaZviPWjx6mn9A+v4/4L/sPbT8OrxfF1wP8AxI+v+v7b6U9cfyfr9Px/xPtpuPVTx6gy/ob3odbTj01TfoP1/tfT6/7D3R+numef9Z+v6P8AkH20eHXum6o+i/p/2P8AxHtKenouB49M0/6X+v09tv050yT/APIP1/P+t/vr+2+t9Njfn9P+x+nto8enB021H5+n0P8AvX4/w966301yf7D/AIn/AJF7YPHrfXBv0n/Ye3o+HSGb4Tw6bZ/qPp/sPr/sfb0fw9FjcTw/ydQpPp/Z/P1+v+x/x9qF+HpO3E9Rj+f+J/T/ALH24nHpM/A8Py64r9f7P1/H++/23t3pK3DqR/YH1+v/ABP59+6a64f7b/kL6e9Nw60essf6j/m/p+PbLcf8/Xhx8upK/n6fp/2H+w9sv58enPw+X59ZI/0t+n6D/X+n5916fX4f83DqTF9fx9B+r9X1/Hup695jpwh/Ufp9B/r/AE9pJOB49Lk4fl05Q/p/H5/3r8+0bcD04vDqen6V/wB8P9h7Tnj0si8uHT5D/mx/r/7H6e0T/Gel0X5fl04wfQ/p/H1/3319oZOlg4dOSfpH19o249Kk+EcOnOL+z9Pp/sfbbdPjqYn0/P1/H1+ntKfi6fj+E/6h+fRyPhf/AMA/l9/x9H/Mmz/wA/5ld/wFP/M3v9o/5U/8b+xZa/8AJFT+14t8PD4j8Hz9Pnq6L7r/AJKtj/Z8W4/F5fD8vX8uqsuxP+L/ALY/4t3/ABcMV/xbP81/n4/+LL/zY/1H+FvYj5W/3Dufj4SfH9h/tP6Xr8+o95+/5WOD4fjT4Pj4jh8unN/1d7/8W7/i9YD/AI/X/gB/nl+n+0/6v2Zwf8sf4v7OT+w+Pgf5+nQcT+13n4f7dP8Acj4OI4f5ejr9df8Ab2f4mf8AFu/5ljhv+Po/48T/AIsv/NHv+uv+1avbMn/Tj91+L/cpv7L+1+L/AImf6uHVLj/xIfZ/h/3DX+1/svh/4g/5fn0c/dH/AGVLvT/mb/8AzMKk/wCZO/8AHyf8Cx/xY/8Aav6+4Tt/7Kx48P8AQf7Xh/ofz9Op/uv7Tc/h/wCoj+y/5vf0fX5dFg+cP/ZQFH/zM/8A4sE//M4P+Pq/z/8AZ/5u/wDHT/G/s02f/cO8/tP7Uf2v9t5/2v8Ak/PpHvHwWv8AZ/2Q/sP9xuA/sfl0Vpfz+v8AH1/1/b/l0TefXm/zf4+v4/1/dfxdaPxdZ4fo/wDrD9X6f+Qf8Pfm49bbrmP1D6fn9H/E+6dVX4h1lb6N9Px/vm9sdPNw6yR/p/2H9n6f7D/H37rfkOsp/UPp+Pp+r6/j3o8Ot9S/yfr+Pr/xHtMfPqh49CVtv+x+r8fq/wBb8ewru3HoYbb/AGacePQp4/8ASf1ew35eXQu/h+zp5T9f9v6D6fT6j6e6np7y6xy/X/dn1b/e/bPVeoY+v+7Pejw6q3DqXSfqb9X0H1+v1/HtpuPShPh6e4/0j/W/P6vr+fbEvEdbPXCq+q/p/Sfp/wAT/wAR7aPDrw49J3JfpP6fr+f0/T8+1lt8Xn0ivPg6DLK/U/o/P0/4n/D2KbTy49BG88+HQeZL9Un6P+I9ie04D4uglefl0j5f1N/m/p/sP9h7PE/PoPzcTw/LrpfpH+j6/wCw/wBh72fPphOPWQ/Qfo/5C9tD8+nh8Hlx6zp9B/mfoP8AevbL/F59WTh5dZ3/AEN/m/8AYf6349+j+Lz6s3w+XTPUfT/df9r6+1ycfP8Ay9FjfF5dN0v6P90/T8/63+9e3k4+f5dJ349Jir+r/wCa+o/1v9j7Obf8+iufj5dI+u/W3+Y+g+n0+vs9t/g8+g9d8Tw49NUX62/zH+x/1/x7V9IR+XXI/Q/5r/iPfvPrfl001f6T/m/p+Pr9famDgf8AV+zpHN8Q6xxfSP8AT/sP1fX243A9bbgOnOL6H9X1H09ox15PLj/k6c4fov6vr/yF9fz7Yn4H/V+3pYnxDoTeu/8Aj58X/wACP+BUH/Ab/OfrH6fYP5n/AOSVN8Pwn4uHDz6FnK//ACWIfj+JeHHj5dbBWB/5lPQf53/gAn/Fy/zn+b/HvCC4/tJP9MeHDj5dZzwf2Mf+lXj8XDz+fVcnZv8AxdKr/i3/AFb/AFvqfcscp/7gr8fUR83f7mt8HDouM/8AnZf83+r/AHV+n6e5Vj/s14/n1Fcnxtw8/s6A/fX1k+v0/sfT2P8Alz4fz6jvfviP58OHQEVX6j/wF/2P1+v9r2PovgHxdAKX4fw/5envF/pH/Ab8fp/T/wAhe0N5/aefSi1/sTw6zy/8Cf7X5/4Df5v6/n2wn9n5fnx6d/0UceH4eHSOzv8AnX/4F/X/AHd+j2e2PwD4fy49Eu4fGfi8+PDoM9yf8BW/T9T9P1fT2L9r+Lz4dBHdP7M8Py6BqD/gVJ/m/q3+c+n0/HsbSf2C8eHl0CF+NuHWT8P/AJv6n9H/ABHv34B/l49ODj5cPy6iU3/AtPp+sfX/AIn2ql/3GP2dI4v7Xy4/l0pMj+mP6fUf5v8A2PsktPiP2+fRzd8F/wAnUim/TT/q+o+v+v8An23J8bcOrxf2a/5ennMf8BYf1fpP1/R7RWX9s/8AqP5dLL/+wHH/ACdLDYX0/t/Uf8Bvp9f7fsj5h4Hh/tv8nR1y/wDCOP8AtejO4n/i3j/M/Qf539f0/PuKL7/cjz/2vDqU7P8AsPL8+PQpbO/Uv+Z/2P6f9h7CG+/B59C7Zfh8uPVnnxb/AOBMX/Ab9K/T/OfUfT/H3ih7scPxf5OsqPa/41+Hh5dFg+fP/H0f8vT9J/4Ef8B/r/Y/w9y593X/AJJB/s/y+L/bdRT94f8A5KifH+fw/wC16r1xv6F/V9f7X/Ee8j7rh1jpb8B0I2G/zkX0/H+9+wvuHwnoS2HDob8D/m0+n1P/AEL+PYE3H4j0M9u4D7OhVxP6U/1vx9fYMvfz6GFt+HpXRfn6fT/ff7H2US8OjZPh/wA3HrlH/nW/zn0X6/p+v4/x9tj4PLqx4jj0IG1f8+n+b+v9r/W9h3eP7Pz6EW1f2n+foc4v+Aaf8B/7P+v9Pcft/bnj0Oov7L8PQGb7/VP+j8/p+v5+vuQeXvhX/L0BeYOPl+XRYsv/AJ+f6f2v9b/Ye5Zsf7Ifl9vUUXv9seHn0GGW+r/p/P8AwX6fn2K7Hh59Be7/ALQ/6h0GGV/X+Pq31+v1/wB69iyz/s+gvd+fSGl/zj/T6n6fX/Y+xInDogk49ZaH/gT/ALAf630/Ptm5+Dq1v/adCFiv0x/X/Y/8R7DN5/l6PLX4x0KOB/Uv1/Uv6fp9fx/j7Cm4fD+3oYWPH/VXo13W364f+L/9B/wE/T7hrmrif7H/AG3HqV+V+A/tuP4eH5fLoz8H+aT/AI+j9I+n1+n49xO39o3+4/H8upUT4R/b9B/vn/i3zf8AH2/o/t/o/wCQ/Yk5e/3IX/cbj/qp0H9+/wBxn/3I/wAnRD92/wDA6f8Az/6m/wCBX+d+p/V7yG2f/cdeH+14dQHuv9u3H/bcf+L6Dif/ADg/T/xH1/HsTr8PQa/Ef8nXH8j/ADf0/wBh/sf8fev29V/b1gl/z8X0/Uv/AAX9X49vJ8B+z/J1VuA+3r//2Q==" style="width: 826px;"&gt;&lt;br&gt;&lt;/p&gt;&lt;p class="MsoNoSpacing"&gt;&lt;a href="http://blog.cambridgesoft.com/post/2018/04/23/light-at-the-end-of-lead-discovery-tunnel.aspx" target="_blank"&gt;In a previous post&amp;nbsp; &lt;/a&gt;we noted the increasing importance of biologics as therapeutic agents, with 37% of the drugs approved by the FDA in 2017 being biologic entities. A recent article in Chemical &amp;amp; Engineering News (June 4, 2018, pp 28-33) focused on activities in immuno-oncology, where biologic checkpoint inhibitors are being tested in combination with other immunotherapies: there are currently ca. 250 small molecule- and antibody-based immunotherapies in clinical studies, and &amp;gt; 1100 clinical trials in 2017 combined a checkpoint inhibitor with another treatment.&amp;nbsp;&lt;/p&gt;&lt;p class="MsoNoSpacing"&gt;With this increasingly urgent drive to discover and develop novel bio therapeutics in areas such as oncology, it is crucial that researchers are equipped with the best possible tools to capture, manage and exploit all the available data, and we commented that “In the area SAR and bioSAR, underlying chemical structural and bio-sequence intelligence are key requirements for meaningful exploration and analysis, and these are often only available in separate and distinct applications with different user interfaces, when ideally they should be accessible through a unified chemistry/bio-sequence search and display application, supported by a full range of substructure and sequence analysis and display tools.”&lt;/p&gt;&lt;p class="MsoNoSpacing"&gt;In this post we drill into these requirements in more detail and discuss how an ideal bioSAR tool should support faster insights and better science in the search for desperately needed new therapies.&amp;nbsp;&lt;/p&gt;&lt;p class="MsoNoSpacing"&gt;As we noted previously, researchers are struggling with a data deluge, and need effective tools to locate, extract, sift and filter relevant data for further detailed visualization and analysis. With biologics, these applications will need to understand and manage bio-sequences, and an immediate requirement will be to allow sequence searching, using a standard tool such as BLAST to search across internal and external sequence collections, to collect and import the appropriate hits in a standard format, and to link them to other pertinent properties (bioactivity, toxicity, physicochemical, DMPK, production, etc.)&lt;/p&gt;&lt;p class="MsoNoSpacing"&gt;With a tractable data set on hand, researchers will want to explore sequences to try to discern particular motifs or sequence differences that are correlated with bioactivity or desired physicochemical or DMPK profiles, and thus potentially amenable to further manipulation and enhancement.&amp;nbsp;&lt;/p&gt;&lt;p class="MsoNoSpacing"&gt;The sequences must be aligned, for example by CLUSTAL Omega, and visualizations should present sequences so that sequence differences are immediately highlighted, and monomer substitutions can be explored for potential links to bio-therapeutic activity. LOGO plots to investigate the distribution of monomers in a set of sequences, and annotations to highlight and share areas of interest will also help researchers to get to insights more quickly.&amp;nbsp;&lt;/p&gt;&lt;p class="MsoNoSpacing"&gt;If scientists want a deeper dive into the underlying structure of the sequence or a region, immediate access to a detailed and interactive 3D rendering of the biomolecule’s structure can provide a different lens through which to understand how different monomers substitutions may impact protein folding or active site binding and thus activity.&lt;/p&gt;&lt;p class="MsoNoSpacing"&gt;There may also be cases where required specialized analysis or visualization capabilities are only available in a separate in-house developed, third party, or open-source application, and the provision of an extensible Web Services framework will enable these to be quickly linked in to an enhanced analysis pipeline that can then be shared with colleagues and collaborators.&lt;/p&gt;&lt;p class="MsoNoSpacing"&gt;A bioSAR system providing the capabilities discussed above, equipped with an intuitive and unified user interface catering for novice and power users alike will enable them to derive faster incisive insights and make better informed scientific decisions in the search for novel bio therapeutic agents targeting some of the world’s most pressing unmet clinical needs.&lt;/p&gt;&lt;div&gt;Accelerate analysis of sequence differences relative to a reference sequence.&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;h2 style="line-height: 1;"&gt;&lt;span style="color: rgb(99, 74, 165); background-color: rgb(99, 74, 165);"&gt;II&lt;/span&gt;&lt;a href="http://info.perkinelmer.com/INF-ResearchAnalytics-GLO-2018-Q3-Website-LDPBlog-LP" target="_blank" style="background-color: rgb(99, 74, 165); font-weight: bold; color: rgb(255, 255, 255);"&gt;WATCH NOW&lt;/a&gt;&lt;span style="color: rgb(255, 255, 255); background-color: rgb(99, 74, 165);"&gt;!&lt;/span&gt;&lt;span style="background-color: rgb(99, 74, 165); color: rgb(99, 74, 165);"&gt;II&lt;/span&gt;&lt;span style="background-color: rgb(99, 74, 165); color: rgb(0, 0, 255);"&gt;&amp;nbsp;&lt;/span&gt;&lt;/h2&gt;</description>
      <link>http://blog.cambridgesoft.com/post/2018/08/03/faster-insights-and-better-science-in-the-search-for-desperately-needed-new-therapies.aspx</link>
      <comments>http://blog.cambridgesoft.com/post/2018/08/03/faster-insights-and-better-science-in-the-search-for-desperately-needed-new-therapies.aspx#comment</comments>
      <guid>http://blog.cambridgesoft.com/post.aspx?id=493e9f60-c7a0-4f71-8268-cf89e3b0c0bd</guid>
      <pubDate>Fri, 03 Aug 2018 14:12:00 -0500</pubDate>
      <category>Research Analytics</category>
      <dc:publisher>PerkinElmer Informatics</dc:publisher>
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      <title>Rapid, Incisive Data Analysis for Lead Discovery</title>
      <description>&lt;p&gt;&lt;img src="http://blog.cambridgesoft.com/image.axd?picture=%2f2018%2f06%2fLeadDiscovery.jpg" style="width: 826px;"&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;In a &lt;a href="http://blog.cambridgesoft.com/post/2018/04/23/light-at-the-end-of-lead-discovery-tunnel.aspx" target="_blank"&gt;previous post &lt;/a&gt;we commiserated with drug discovery scientists and their IT colleagues in their daily struggles to deal with the ever-increasing research data deluge. We then attempted to ease their pain by &lt;a href="http://blog.cambridgesoft.com/post/2018/05/07/sar-trek.aspx" target="_blank"&gt;exploring modern informatics tools and applications&lt;/a&gt; that guide them to rapidly and intelligently identify, locate, search, extract and organize tractable sets of relevant data (internal or external, structured or unstructured, small molecule or biologic) for detailed analysis and visualization.&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;This current post moves to the improvements that are needed in the next stage in the drug discovery/lead identification/lead optimization workflow, where scientists will want to analyze data sets to derive insights and to answer pressing scientific questions and make research decisions such as:&amp;nbsp;&lt;/p&gt;&lt;p&gt;•&lt;span style="white-space:pre"&gt;	&lt;/span&gt;Identifying the most promising chemical scaffold and substituent set with oncologic activity&lt;/p&gt;&lt;p&gt;•&lt;span style="white-space:pre"&gt;	&lt;/span&gt;Exploring this set further to improve candidate compounds’ DMPK and toxicity profiles&lt;/p&gt;&lt;p&gt;Drop compounds which have been explored to the point that no further progress seems achievable. Things aren’t all bad, surely, as researchers can choose from an extensive (some might even say overwhelmingly scary)&amp;nbsp; array of analysis and visualization tools to wield at their data set. Such tools and applications&amp;nbsp; will often have their own idiosyncratic user interfaces and steep learning curves, and it can be difficult for scientists to become experts in all the tools that they might want to use, or even to know which are the most appropriate tools, and the order in which to use them for optimum effect.&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;An ideal informatics platform should be well aware of these impediments to rapid and incisive data analysis and advanced structure-activity relationship (SAR) visualization. Instead of daunting the researcher with a potentially overwhelming menu of tools and applications, an effective system should offer a guided pathway embodying scientifically meaningful best practices to select and apply the most appropriate tools and techniques to the active data set.&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;Faced with a potentially daunting set of chemical structures, bioassay results, physicochemical properties and DMPK/tox profiles, researchers will want simple access to a rich set of viewing options that can help present the data in an intuitive way, including gallery views, forms, combined chemical compound and sequence views, and 3D chemical structure overlay. These advanced visualizations should also be bolstered by a rich set of dynamic charting options, and robust statistical analyses.&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;Data sets can be enriched and explored with more precision if the system can calculate additional physicochemical properties, and then filter and cluster the data based on observed and calculated parameters and structural descriptors to help in identifying promising lead series. Researchers also need to be able to explore and display data at multiple levels within a data hierarchy, from plate to compound level, and compound to chemical series or therapeutic project level for ease of navigation.&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;Creating a SAR table should be simple and easy with point-and-click configuration. The resultant&amp;nbsp; SAR tables should be amenable to exploration in depth with a powerful set of chemical structural and biosequence analysis and visualization tools, including ultra-fast search and R-group analysis of chemical series, and biosequence search and alignment. These advanced chemistry and biologics SAR tools and workflows will be the subject of subsequent blog posts in this series.&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;Modern systems should appeal both to power users, who will want unfettered access to advanced tools, and also to occasional users, who will want to extract immediate value with a minimal learning curve. A productive system should provide ready-to-use templates so that occasional users can immediately start to confidently explore their data, and as groups establish and refine their analysis workflows, these can be captured in shared templates for quick and consistent analyses between collaborating research groups. Adding an auto-update capability, so that saved queries and filters are automatically re-run as the underlying data is updated, will save time and increase productivity.&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;•&lt;span style="white-space:pre"&gt;	&lt;/span&gt;The end result of using such an ideal, modern informatics system is more rapid and incisive SAR analyses and increased researcher productivity, as they focus on science rather than learning new user interfaces, and faster insights and better informed scientific decision making. If you are a medicinal chemist, assay biologist, or ADMET analytical chemist, you can&amp;nbsp; leverage self guided analytics and visualizations for faster lead discovery. Watch this webinar for a quick demoDiscover and automatically update project data.&lt;/p&gt;&lt;p&gt;•&lt;span style="white-space:pre"&gt;	&lt;/span&gt;Configure project-specific SAR tables and annotate for compounds of interest.&lt;/p&gt;&lt;p&gt;•&lt;span style="white-space:pre"&gt;	&lt;/span&gt;Perform compound series analysis to identify R-groups of interest.&lt;/p&gt;&lt;p&gt;•&lt;span style="white-space:pre"&gt;	&lt;/span&gt;Perform sequence analysis to identify amino acid changes of interest.&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;Find Clinical Candidates Faster: &lt;a href="http://info.perkinelmer.com/INF-ResearchAnalytics-GLO-2018-Q1-Webinar-TN-ClinicalCandidate-LP" target="_blank"&gt;Watch webinar now.&lt;/a&gt;&amp;nbsp;&lt;/p&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;</description>
      <link>http://blog.cambridgesoft.com/post/2018/06/26/rapid-incisive-data-analysis-for-lead-discovery.aspx</link>
      <comments>http://blog.cambridgesoft.com/post/2018/06/26/rapid-incisive-data-analysis-for-lead-discovery.aspx#comment</comments>
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      <pubDate>Tue, 26 Jun 2018 07:58:00 -0500</pubDate>
      <dc:publisher>PerkinElmer Informatics</dc:publisher>
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      <title>SAR Trek</title>
      <description>&lt;p&gt;&lt;img src="http://blog.cambridgesoft.com/image.axd?picture=%2f2018%2f06%2fsartrek.jpg" style="width: 800px;"&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;In a previous&lt;a href="http://blog.cambridgesoft.com/post/2018/04/23/light-at-the-end-of-lead-discovery-tunnel.aspx" target="_blank" style="font-weight: bold;"&gt; Blog post&lt;/a&gt;&amp;nbsp;we highlighted the day-to-day informatics problems facing IT/IS staff and researchers in biopharma companies as they struggle to discover and develop better drugs faster and more cheaply. Key among these was the challenge of dealing with the data deluge – more complex data at greater volumes, in multiple formats and often stored in disparate internal and external data silos. As Jerry Karabelas, former head of R&amp;amp;D at Novartis quipped, in an updated and repurposed phrase from Coleridge “Data, data everywhere, and not a drug I think.” And that was at the turn of the 21st century, and things have only got worse since then, with the term “big data” now getting over four million hits in Google.&amp;nbsp;&lt;/p&gt;&lt;p&gt;Typical therapeutic research projects continually generate and amass data – chemical structures; sequences; formulations; primary, secondary, and high-content assay results; observed and predicted physicochemical properties; DMPK study results; instrument data; sample genealogy and provenance; progress reports, etc. – and researchers are then charged with the responsibility of making sense of all the data, to advance and explore hypotheses, deduce insights, and decide which compounds and entities to pursue, which formulations or growth conditions to optimize, and which to drop or shelve.&amp;nbsp;&lt;/p&gt;&lt;p&gt;A usual first step will be to collect together all the relevant data and get it into a form that is amenable to further searching and refinement: but this poses a potentially challenging set of questions – what data exists, where is it, what format is it in, and how much of it is there? Answering these questions may then be complicated if the data resides in different, possibly disconnected, potentially legacy systems: e.g. chemical structures in an aging corporate registry, sequences in a newer system, assay results in another database, DMPK values buried inside an electronic lab notebook, and instrument data in an unconnected LIMS or LES.&amp;nbsp;&lt;/p&gt;&lt;p&gt;So the researcher is faced with knowing:&lt;/p&gt;&lt;p&gt;(a) &lt;span style="white-space: pre;"&gt;	&lt;/span&gt;Which systems exist, where they are located, and what they contain,&amp;nbsp;&lt;/p&gt;&lt;p&gt;(b) &lt;span style="white-space:pre"&gt;	&lt;/span&gt;How to search each of them to find the required data,&amp;nbsp;&lt;/p&gt;&lt;p&gt;(c) &lt;span style="white-space:pre"&gt;	&lt;/span&gt;How to extract the desired information from each source in the correct usable format, and&amp;nbsp;&lt;/p&gt;&lt;p&gt;(d) &lt;span style="white-space:pre"&gt;	&lt;/span&gt;How to meld or mash-up these various disparate data sets to generate a project corpus for further analysis and refinement.&amp;nbsp;&lt;/p&gt;&lt;p&gt;They will still be likely to get frustrated along the way by things like different query input paradigms (e.g. pre-designed and inflexible search forms or the need to write SQL queries), slow search response times, and either too many or too few results to generate a tractable data set. If they opt to start with an overlarge hit list, they can try to whittle the list down by tightening up their search parameters, or by locating and subtracting items with undesirable properties, but in most cases they will be faced with a slew of somewhat different hit files which then need to be sensibly merged through a sequence of cumbersome list logic operations (e.g. intersect the pyrrolidine substructure search compounds with the bioassay IC50 &amp;lt; 0.5 nanomolar hits, and then see if any of those match the required physicochemical property and DMPK profiles in the third and fourth files). This trial-and-error approach is inefficient, unpredictable, potentially unreliable, and time-consuming.&amp;nbsp;&amp;nbsp;&lt;/p&gt;&lt;p&gt;Fortunately, modern systems such as PerkinElmer Signals™ Lead Discovery are now available to overcome these challenges and to equip scientists with efficient tools to rapidly locate and assemble accurate, comprehensive and workable data sets for detailed and scientifically intelligent refinement and analysis. Prerequisites include a future-proof, flexible, and extensible underlying informatics infrastructure and platform that can intelligently and flexibly handle and stage all types of R&amp;amp;D data, now and in the future, data or text, structured or unstructured, internal or external.&amp;nbsp; &amp;nbsp;Establishing an informatics platform like this and making all the relevant data instantly accessible to researchers removes the data wrangling challenges (a – d) discussed above and delivers immediate productivity and outcomes benefits as researchers are free to focus on science rather than software.&amp;nbsp;&lt;/p&gt;&lt;p&gt;Rather than struggling to remember where data is located, and how to search it, scientists can now be intelligently guided. Signals Lead Discovery lists and clearly presents the relevant available data (including internal and external sources) and offers simple and consistent yet flexible searching paradigms to query the underlying content. Modern indexing techniques (including blazing fast, patent-pending, no-SQL chemical searching, and a full range of biological sequence searching tools) ensure rapid response times to searches with immediate feedback to see whether a query is delivering the required number of hits. Intuitive views of the data in tables and forms with advanced display capabilities built on Spotfire also give immediate visual feedback about the evolving content of a hit set as it is refined, and data drill down is always available to get a more granular view of the underlying data.&amp;nbsp;&lt;/p&gt;&lt;p&gt;Once the researcher has adequately shaped and refined a data set&amp;nbsp; to contain all the required relevant data, it is then immediately available for further detailed analysis and visualization, using Signals Lead Discovery’s powerful set of built-in workflows and tools, or via RESTful APIs with external and third-party tools. This downstream analysis and visualization will be the subject of future blog posts in this series.&amp;nbsp;This video shows how guided search and analytics can power your SAR analysis quickly and effectively.&lt;/p&gt;&lt;p&gt;&lt;iframe src="//www.youtube.com/embed/oRDb_ySV0ss" width="640" height="360" frameborder="0"&gt;&lt;/iframe&gt;&lt;br&gt;&lt;/p&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;</description>
      <link>http://blog.cambridgesoft.com/post/2018/05/07/sar-trek.aspx</link>
      <comments>http://blog.cambridgesoft.com/post/2018/05/07/sar-trek.aspx#comment</comments>
      <guid>http://blog.cambridgesoft.com/post.aspx?id=b62266ae-9a51-41ec-9c33-4399dd672973</guid>
      <pubDate>Mon, 07 May 2018 07:05:00 -0500</pubDate>
      <category>Research Analytics</category>
      <dc:publisher>PerkinElmer Informatics</dc:publisher>
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      <title>Light at the end of lead discovery tunnel?</title>
      <description>&lt;p&gt;&lt;span style="font-weight: bold;"&gt;&lt;img src="http://blog.cambridgesoft.com/image.axd?picture=%2f2018%2f06%2flightLeadDiscovery.jpg" style="width: 800px;"&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style="font-weight: bold;"&gt;&lt;br&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style="font-weight: bold;"&gt;Drug discovery &lt;/span&gt;is hard (nine out of ten drug candidates fail), time-consuming (typically 10 - 15 years), and expensive (&lt;a href="https://www.outsourcing-pharma.com/Article/2016/03/14/Tufts-examines-2.87bn-drug-development-cost" target="_blank" style="font-weight: bold;"&gt;Tufts’ 2016 estimate $2.87Bn&lt;/a&gt;). But things are getting better, right? In 2017, although the EMA only approved 35 new active substances,&amp;nbsp; FDA drug approvals hit a 21-year high, with&lt;span style="font-weight: bold;"&gt; &lt;a href="https://www.fda.gov/downloads/AboutFDA/CentersOffices/OfficeofMedicalProductsandTobacco/CDER/ReportsBudgets/UCM591976.pdf" target="_blank"&gt;46 new molecular entities approved&lt;/a&gt;,&lt;/span&gt; the highest number since 1996. This was mix of 29 small molecules and, demonstrating their increasing therapeutic importance, 17 biologics (nine antibodies, five peptides, two enzymes, and an antibody-drug conjugate). But of the 46 approvals, the FDA only counted 33% as new classes of compound, so the others would have to be from older classes of compound, which probably entered the R&amp;amp;D pipeline 15 – 20 years ago.&amp;nbsp;&lt;/p&gt;&lt;p&gt;Is this bumper crop of 2017 new approvals some reflection of major advances in drug discovery techniques and technology that primed the R&amp;amp;D pipeline at the turn of the century? Or is it just an artifact of the FDA approval process and timeline? Hard to say either way, but in the long game of drug development, scientists and researchers will be keen to jump on any improvements that can be made now.&amp;nbsp;&lt;/p&gt;&lt;p&gt;What contributes to the tri-fold challenges that make drug discovery and development hard, time-consuming and expensive? Surely the plethora of “latest things” – personalized and translational medicine, biomarkers, the cloud, AI, NLP, CRISPR, data lakes, etc. – will lead to better drugs sooner and more cheaply? At the highest level, probably; but down in the trenches researchers and their IT and data scientist colleagues are engaged in an ever-increasing daily struggle to develop and run more complex assays, to capture and manage larger volumes of variable and disparate data, and to handle a mix of small molecule and biologic entities; then to make sense of this data deluge and draw conclusions and insights: and often to do this with inflexible and hard-to-maintain home-grown or legacy systems that can no longer keep pace.&amp;nbsp;&amp;nbsp;&lt;/p&gt;&lt;p&gt;Let’s look at some of these challenges in more detail.&lt;/p&gt;&lt;h4&gt;&lt;span style="font-weight: bold;"&gt;The Sneakernet&lt;/span&gt;&lt;/h4&gt;&lt;p&gt;Informatics systems built on traditional RDBMS require expensive DB operators just to keep them functioning, and much time and budget has to be devoted to fixing issues and keeping up with software and system upgrades: this leaves little or no time to make enhancements or to adjust the system to incorporate a new assay or manage and index a novel and different data type. This delays IT staff making even the simplest requested change and may spur researchers to go rogue and revert to using spreadsheets and sneakernet to capture and share data.&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;span style="color: inherit; font-family: inherit; font-size: 18px; font-weight: bold;"&gt;The Data Scientist’s inbox&lt;/span&gt;&lt;/p&gt;&lt;p&gt;Organizing and indexing the variety and volume of data and datatypes generated in modern drug discovery research is an ongoing challenge. Scientists want timely and complete access to the data, with reasonable response times to searches, and easy-to-use display forms and tables.&amp;nbsp;&lt;/p&gt;&lt;p&gt;Older legacy informatics systems did a reasonable job of &lt;span style="font-weight: bold;"&gt;capturing, indexing, linking and presenting basic chemistry, physical properties and bioassay structured data&lt;/span&gt;, but at the cost of devising, setting up, and maintaining an unwieldy array of underlying files and forms.&amp;nbsp; Extending a bioassay that captures additional data, reading in a completely new instrument data file, or linking two previously disconnected data elements all require modifications to the underlying data schema and forms, and add to the growing backlog of unaddressed enhancement tasks in the data scientist’s inbox.&amp;nbsp;&lt;/p&gt;&lt;p&gt;In addition to managing well-structured data, scientists increasingly want &lt;span style="font-weight: bold;"&gt;combined access to non-structured data such as text contained in comments or written reports&lt;/span&gt;, and legacy systems have very limited capabilities to incorporate and index such material in a usable way, so that potentially valuable information is ignored when making decisions or drawing insights.&lt;/p&gt;&lt;h4&gt;&lt;span style="font-weight: bold;"&gt;Lack of tools for meaningful exploration&lt;/span&gt;&lt;/h4&gt;&lt;p&gt;Faced with the research data deluge, scientists want to get to just the right data in the right format, and with the right tools on hand for visualization and analysis. But the challenge is to know what data exists, where, and in what format. Legacy systems often provide data catalogs to help find what is available, and offer simple, brute-force search tools, but often response times are not adequate, and hit lists contain far too few or too many results to be useful. Iterative searches may help to focus a hit set on a lead series or assay type of interest, but often the searcher is left trying to make sense of a series of slightly different hits lists by using cumbersome list logic operations to arrive at the correct intersection list that has all the specified substructure/dose response/physical property range parameters.&lt;/p&gt;&lt;p&gt;Once a tractable hit set is available, the researcher is then challenged to locate and use the appropriate tools to &lt;span style="font-weight: bold;"&gt;explore structure activity relationships (SARs)&lt;/span&gt;, develop and test hypotheses, and identify promising candidates for more detailed evaluation. Such tools are often hard to find, and each may come with its own idiosyncratic user interface, with a steep and challenging learning curve. Time is also spent designing and tweaking display forms to present the data in the best way, and every change slows down decision making. Knowing which tools and forms to use, in what order, and on which sets of data can be frustrating, and lead to incomplete or misleading analyses or conclusions.&amp;nbsp;&lt;/p&gt;&lt;p&gt;In the area &lt;span style="font-weight: bold;"&gt;SAR and bioSAR&lt;/span&gt;, underlying chemical structural and biosequence intelligence are key requirements for meaningful exploration and analysis, and these are often only available in separate and distinct applications with different user interfaces, when ideally they should be accessible through a unified chemistry/biosequence search and display application, supported by a full range of substructure and sequence analysis and display tools.&amp;nbsp;&lt;/p&gt;&lt;h4&gt;&lt;span style="font-weight: bold;"&gt;R&amp;amp;D Management&lt;/span&gt;&lt;/h4&gt;&lt;p&gt;Lab, section, and therapeutic area managers are all challenged to help discover, develop, and deliver better drugs faster and more cheaply. They want their R&amp;amp;D teams to be working at peak efficiency, with the best tools available to meet current and future demands. This first requires the foundation of a future-proof, flexible, and extensible platform. Next, any system built on the platform must be able to intelligently and flexibly handle all types of R&amp;amp;D data, now and in the future, structured or unstructured. Research scientists can then &lt;span style="font-weight: bold;"&gt;exploit this well-managed data with tools that guide them through effective and timely search and retrieval; analysis workflows; and advanced SAR visual analytics. &lt;/span&gt;This will lead to better science and faster insights to action.&amp;nbsp;&lt;/p&gt;&lt;p&gt;Follow us on social media to be notified of the next blog in this series&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;a href="https://twitter.com/PKI_Informatics"&gt;&lt;img src="http://blog.cambridgesoft.com/image.axd?picture=%2f2018%2f06%2ftwitter.png" style="width: 148px;" &amp;gt;&lt;="" a=""&gt;&amp;nbsp;&lt;/a&gt;&lt;a href="https://www.youtube.com/user/PKIinformatics"&gt;&lt;img src="http://blog.cambridgesoft.com/image.axd?picture=%2f2018%2f06%2fyoutube.png" style="width: 148px;"&gt;&lt;/a&gt;&amp;nbsp;&lt;a href="https://www.facebook.com/PerkinElmerInformatics/"&gt;&lt;img src="http://blog.cambridgesoft.com/image.axd?picture=%2f2018%2f06%2ffacebook.png" style="width: 148px;"&gt;&lt;/a&gt;&amp;nbsp;&lt;a href="https://www.linkedin.com/showcase/9417768/"&gt;&lt;img src="http://blog.cambridgesoft.com/image.axd?picture=%2f2018%2f06%2flinkedIn.png" style="width: 148px;"&gt;&lt;/a&gt;&lt;br&gt;&lt;/p&gt;</description>
      <link>http://blog.cambridgesoft.com/post/2018/04/23/light-at-the-end-of-lead-discovery-tunnel.aspx</link>
      <comments>http://blog.cambridgesoft.com/post/2018/04/23/light-at-the-end-of-lead-discovery-tunnel.aspx#comment</comments>
      <guid>http://blog.cambridgesoft.com/post.aspx?id=bec1d9a8-944f-4015-9abd-2f492196debe</guid>
      <pubDate>Mon, 23 Apr 2018 02:48:00 -0500</pubDate>
      <category>Research Analytics</category>
      <dc:publisher>PerkinElmer Informatics</dc:publisher>
      <pingback:server>http://blog.cambridgesoft.com/pingback.axd</pingback:server>
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      <title>ELNs: Selecting the Right Solution for Your Organization</title>
      <description>&lt;p class="MsoNormal"&gt;&lt;span style="font-family: Calibri, sans-serif; font-size: 14.6667px;"&gt;&lt;img src="http://blog.cambridgesoft.com/image.axd?picture=%2f2018%2f06%2feln.jpg" style="width: 826px;"&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;span style="font-family: Calibri, sans-serif; font-size: 14.6667px;"&gt;What can be more thrilling – and terrifying – than getting the budget to purchase new technology for your lab? For those with the funds and the responsibility to select an &lt;span style="font-weight: bold;"&gt;electronic laboratory notebook (ELN)&lt;/span&gt; for your organization, the decision can be lasting. You don’t want to get it wrong.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;span style="font-family: Calibri, sans-serif; font-size: 14.6667px;"&gt;According to &lt;a href="https://www.scientific-computing.com/news/analysis-opinion/elns-mean-many-things-many-people" target="_blank"&gt;experts &lt;/a&gt;the most important thing you can do is buy a solution that addresses challenges and achieves stated goals, not simply evaluate and purchase a product. This requires homework on the frontend, to carefully and deliberately outline the criteria that a successful deployment must meet.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;span style="font-family: Calibri, sans-serif; font-size: 14.6667px;"&gt;•&lt;span style="white-space:pre"&gt;	&lt;/span&gt;What key outcomes do you need to achieve?&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;span style="font-family: Calibri, sans-serif; font-size: 14.6667px;"&gt;•&lt;span style="white-space:pre"&gt;	&lt;/span&gt;What data must be entered, and how should it be stored so that you can do with it what you need?&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;span style="font-family: Calibri, sans-serif; font-size: 14.6667px;"&gt;•&lt;span style="white-space:pre"&gt;	&lt;/span&gt;What is the workflow?&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;span style="font-family: Calibri, sans-serif; font-size: 14.6667px;"&gt;•&lt;span style="white-space:pre"&gt;	&lt;/span&gt;How will it enable collaboration? Improve data quality? Protect IP?&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;span style="font-family: Calibri, sans-serif; font-size: 14.6667px;"&gt;•&lt;span style="white-space:pre"&gt;	&lt;/span&gt;How easy is it to maintain, scale, and upgrade?&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;span style="font-family: Calibri, sans-serif; font-size: 14.6667px;"&gt;To select the best ELN for your needs, avoid seeking an abbreviation or exact automation of your paper methods. It is important to assess your needs beyond a simple translation of the paper-based tasks; use this as an opportunity to let technology drive enhancements – in productivity, collaboration, standards – &lt;span style="font-weight: bold;"&gt;that you may not have envisioned from a &lt;a href="http://bit.ly/ELN0218b1" target="_blank"&gt;paper process&lt;/a&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;h2&gt;&lt;span style="font-family: Calibri, sans-serif; font-weight: bold; font-size: 18px;"&gt;Prepare for Change&lt;/span&gt;&lt;/h2&gt;&lt;p class="MsoNormal"&gt;&lt;span style="font-family: Calibri, sans-serif; font-size: 14.6667px;"&gt;With a strong understanding of how an ELN will improve your situation, you’re ready for step two: gaining buy-in from leadership to engage in change management. Moving researchers, lab analysts, and others from a paper notebook or computer-based methods (spreadsheets, for example) is difficult without gaining recognition that a better way exists. Involve leadership and users as you go through the process of selecting an ELN for your lab.&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;span style="font-family: Calibri, sans-serif; font-size: 14.6667px;"&gt;Preparing for change helps create the understanding of what, exactly, is required. Are there existing human or system challenges that must be overcome? What systems must the ELN connect to? What instruments? Is visualization needed? Should you use an on-premise solution, a hosted one, or one in the cloud?&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;span style="font-family: Calibri, sans-serif; font-size: 18px; font-weight: bold;"&gt;Articulate Desired Outcomes&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;span style="font-family: Calibri, sans-serif; font-size: 14.6667px;"&gt;ELNs can solve many problems and bring many benefits. What is most important? At a high level, organizations often seek productivity gains – that researchers, for example, can more quickly and accurately plan experiments, record results, and search data. Collaboration is another important goal, so that the organization benefits from the shared knowledge of its researchers and analysts – and external sources as well. Other goals include:&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;span style="font-family: Calibri, sans-serif; font-size: 14.6667px;"&gt;•&lt;span style="white-space:pre"&gt;	&lt;/span&gt;Improved data quality, consistency, integrity&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;span style="font-family: Calibri, sans-serif; font-size: 14.6667px;"&gt;•&lt;span style="white-space:pre"&gt;	&lt;/span&gt;Knowledge management&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;span style="font-family: Calibri, sans-serif; font-size: 14.6667px;"&gt;•&lt;span style="white-space:pre"&gt;	&lt;/span&gt;Reduced repetition, rework&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;span style="font-family: Calibri, sans-serif; font-size: 14.6667px;"&gt;•&lt;span style="white-space:pre"&gt;	&lt;/span&gt;Data standardization and centralization&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;span style="font-family: Calibri, sans-serif; font-size: 14.6667px;"&gt;•&lt;span style="white-space:pre"&gt;	&lt;/span&gt;Efficient data search, retrieval, and comparison&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;span style="font-family: Calibri, sans-serif; font-size: 14.6667px;"&gt;•&lt;span style="white-space:pre"&gt;	&lt;/span&gt;IP protection&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;span style="font-family: Calibri, sans-serif; font-size: 14.6667px;"&gt;To gain knowledge from the ELN, it’s helpful if the solution can store your data in a structured manner and then be transferred to an analytics platform. Interfacing ELNs with visualization and &lt;a href="http://bit.ly/ELN0218b2" target="_blank"&gt;analytics software&lt;/a&gt; or layering on tailored modules and add-on applications enable scientists to query and correlate data and generate actionable insights.&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;span style="font-family: Calibri, sans-serif; font-weight: bold; font-size: 18px;"&gt;Strong ROI&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;span style="font-family: Calibri, sans-serif; font-size: 14.6667px;"&gt;The right ELN can offer a strong and swift return on investment. The financial case for an ELN stems from:&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;span style="font-family: Calibri, sans-serif; font-size: 14.6667px;"&gt;•&lt;span style="white-space:pre"&gt;	&lt;/span&gt;Enhanced R&amp;amp;D productivity and cost effectiveness, as much as 7.5% per user&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;span style="font-family: Calibri, sans-serif; font-size: 14.6667px;"&gt;•&lt;span style="white-space:pre"&gt;	&lt;/span&gt;Achieve a 25% improvement in your intellectual property. Your legal team is able to file more patents by taking advantage of high-quality scientific data, readily available and entered in a compliant way&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;span style="font-family: Calibri, sans-serif; font-size: 14.6667px;"&gt;•&lt;span style="white-space:pre"&gt;	&lt;/span&gt;Efficiency improvements – 20-30% greater than paper-based methods, redirecting 8-10 hours of user’s time per week for savings of 10% of the annual FTE-rate.&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;span style="font-family: Calibri, sans-serif; font-weight: bold; font-size: 18px;"&gt;Two ELN Choices from PerkinElmer&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;span style="font-family: Calibri, sans-serif; font-size: 14.6667px;"&gt;Recognizing the many goals and needs of organizations, PerkinElmer offers &lt;a href="http://bit.ly/ELN0218b3" target="_blank"&gt;two types of ELNs&lt;/a&gt;. For years, the &lt;span style="font-weight: bold;"&gt;on-premise, feature-rich, enterprise &lt;a href="http://bit.ly/ELN0218b4" target="_blank"&gt;E-Notebook&lt;/a&gt;&lt;/span&gt; has been the market-leading ELN for major pharmaceutical, food and beverage, oil and gas, agriculture, and other industries. As many organizations are a&lt;a href="https://www.forbes.com/sites/louiscolumbus/2017/04/23/2017-state-of-cloud-adoption-and-security/#4cfcdec41848" target="_blank"&gt;dapting to cloud technologies&lt;/a&gt; and the added value it brings, we introduced the next digital transformation: a cloud-based ELN built on our Signals™ platform, the &lt;a href="http://bit.ly/ELN0218b5" target="_blank"&gt;Signals™ Notebook&lt;/a&gt;.&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;span style="font-family: Calibri, sans-serif; font-size: 14.6667px;"&gt;Rather than attempting to “webify” E-Notebook, the Signals Notebook leverages more modern technology for workflow and decision support and global collaboration. Because it’s 100% web-based, with no downloads needed, no hardware to buy, and no IT assets to maintain, Signals Notebook provides immediate ROI for budget-minded science teams.&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;span style="font-family: Calibri, sans-serif; font-size: 14.6667px;"&gt;The highly configurable E-Notebook focuses on enterprise needs for collaboration, data quality, and increased productivity. This is accomplished with dedicated workflows for different scientific disciplines, and the data control and security that IT demands.&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;span style="font-family: Calibri, sans-serif; font-size: 14.6667px;"&gt;Both solutions enable analytics integration, which means organizations can build knowledge management systems from their ELN deployments. More than a notebook to store data, the ELN becomes the place people go to for information and to draw insight.&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;span style="font-family: Calibri, sans-serif; font-size: 14.6667px;"&gt;Is gaining better insights, faster, a main objective for you? Does your agenda include improving your laboratory efficiency and making research, experimentation, reporting, and collaborating easier for your scientists?&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;span style="font-family: Calibri, sans-serif; font-size: 14.6667px;"&gt;If so, talk to PerkinElmer about our &lt;a href="http://bit.ly/ELN0218b6" target="_blank"&gt;electronic lab notebook solutions&lt;/a&gt;.&lt;/span&gt;&lt;/p&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;</description>
      <link>http://blog.cambridgesoft.com/post/2018/02/27/elns-selecting-the-right-solution-for-your-organization.aspx</link>
      <comments>http://blog.cambridgesoft.com/post/2018/02/27/elns-selecting-the-right-solution-for-your-organization.aspx#comment</comments>
      <guid>http://blog.cambridgesoft.com/post.aspx?id=5e3757fe-9140-4bf2-a309-24cb80af8d3d</guid>
      <pubDate>Tue, 27 Feb 2018 09:39:00 -0500</pubDate>
      <category>Collaboration Platform</category>
      <dc:publisher>PerkinElmer Informatics</dc:publisher>
      <pingback:server>http://blog.cambridgesoft.com/pingback.axd</pingback:server>
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      <title>Think Pink with ChemDraw</title>
      <description>&lt;p&gt;&lt;span style="font-weight: bold; color: rgb(255, 0, 255); font-size: 18px;"&gt;&lt;img src="http://blog.cambridgesoft.com/image.axd?picture=%2f2018%2f06%2fchemdraw.png" style="width: 826px;"&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style="font-size: 12px; font-style: italic;"&gt;by Nessa Carson&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style="color: rgb(255, 0, 255); font-size: 18px; font-weight: 700;"&gt;Drawing with Flair&lt;/span&gt;&lt;/p&gt;&lt;p&gt;After much tweaking, I have a set of &lt;a href="http://bit.ly/ThinkPinkB" target="_blank" style="background-color: rgb(255, 255, 255);"&gt;ChemDraw® &lt;/a&gt;settings, not unlike the sturdily-bonded Totally Synthetic stylesheet that went around the chemistry community a few years ago – but with a fetching pink background. In various workplaces, I’ve become famous for that bold look.&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;img src="http://blog.cambridgesoft.com/image.axd?picture=%2f2018%2f06%2fchemdrawflair.png" style="width: 826px;"&gt;&lt;br&gt;&lt;/p&gt;&lt;p class="MsoNormal" style="text-align:right" align="right"&gt;&lt;i&gt;Robinson’s total synthesis of tropinone, in my style&lt;sup&gt;1&lt;o:p&gt;&lt;/o:p&gt;&lt;/sup&gt;&lt;/i&gt;&lt;/p&gt;&lt;p&gt;My settings include:&amp;nbsp;&lt;/p&gt;&lt;p&gt;•&lt;span style="white-space:pre"&gt;	&lt;/span&gt;Thick bonds that give a crisp look to the molecules on screen, and are clear at the back of a presentation room&lt;/p&gt;&lt;p&gt;•&lt;span style="white-space:pre"&gt;	&lt;/span&gt;Explicit labels on terminal carbons, a requirement kept from my grad school supervisor’s rules&lt;/p&gt;&lt;p&gt;•&lt;span style="white-space:pre"&gt;	&lt;/span&gt;And even a special font such that serifs are present only on capital ‘I’, to distinguish it from nearby vertical bonds.&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;However, the only comment when anyone sees my drawings is, “why is your ChemDraw pink?!”&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;I’m sure this is sometimes said with a hint of derision, but get over it. If I’m going to be staring at a screen for a portion of my day, it might as well be colorful. This is what I love about&amp;nbsp;&lt;span style="background-color: rgb(255, 255, 255); color: rgb(42, 100, 150); outline-color: initial; outline-style: initial;"&gt;&lt;a href="http://bit.ly/ThinkPinkB2" target="_blank"&gt;ChemDraw®&lt;/a&gt;&lt;/span&gt;&lt;a href="http://bit.ly/ThinkPinkB" target="_blank"&gt;&lt;span style="background-color: rgb(255, 255, 255); color: rgb(42, 100, 150); outline-color: initial; outline-style: initial;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/a&gt;: the chance to make it your own.&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;Personalization is not only about the aesthetics. Features I typically suggest to newbie organic chemists include enabling autosave, snapping only the desired toolbars to the window edges, and switching default ChemNMR solvent from DMSO to CDCl3. And if you’re in pink, turning off ‘Print Background Color’ - though this option might only affect me. Once you’ve set these options, remember to save your personal stylesheet in the ChemDraw Items folder, so you are ready to go.&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;&lt;span style="font-weight: bold; color: rgb(255, 0, 255); font-size: 18px;"&gt;Perfect Molecules, Every Time&lt;/span&gt;&lt;/p&gt;&lt;p&gt;Every chemist is unique, but most of us can be fussy about how our precious molecules look on screen. To this end, I recommend the Clean Structure feature. Highlight the molecule, or part of it, and press Ctrl+Shift+K (on Windows). Most of the time, if your bonds aren’t already perfect, they’ll snap to the default length, and optimize angles to avoid overlapping substituents. In particularly crowded structures, any computational effort may not match your individual preferences, and you’ll have to do some post-clean tinkering to get it exactly how you want. Luckily, this further personalization is not hard!&amp;nbsp;&lt;/p&gt;&lt;p&gt;As an example, I’ve drawn blockbuster chemotherapy drug taxol. Just kidding: I pressed Ctrl+Shift+N to automatically produce a structure from the name.&lt;/p&gt;&lt;p style="text-align: center; "&gt;&lt;img src="http://blog.cambridgesoft.com/image.axd?picture=%2f2018%2f06%2fmolecules.jpg" style="width: 324px; float: none;"&gt;&lt;br&gt;&lt;/p&gt;&lt;p style="text-align: center; "&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;The structure of this natural product is too complex to depict with the usual 120° bond angles, particularly with its bridged 6-8 ring system. Sadly, my personal stylesheet falls down here. The molecule looks worse than with default settings – those explicit methyl groups have something to answer for!&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p style="text-align: center; "&gt;&amp;nbsp;&lt;img src="http://blog.cambridgesoft.com/image.axd?picture=%2f2018%2f06%2fmolecules2.jpg" style="width: 324px;"&gt;&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;Since this compound is so complex, I like to use abbreviations to keep the groups from taking up too much space. I’ve condensed COPh groups to ‘Bz’ and COMe groups to ‘Ac’ –&amp;nbsp;&lt;span style="background-color: rgb(255, 255, 255); color: rgb(42, 100, 150); outline-color: initial; outline-style: initial;"&gt;&lt;a href="http://bit.ly/ThinkPinkB3" target="_blank"&gt;ChemDraw®&lt;/a&gt;&lt;/span&gt;&lt;a href="http://bit.ly/ThinkPinkB" target="_blank"&gt;&lt;span style="background-color: rgb(255, 255, 255); color: rgb(42, 100, 150); outline-color: initial; outline-style: initial;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/a&gt;recognizes these common abbreviations and continues to determine molecular weight and other properties correctly. You’ll notice, I’ve removed some of my explicit methyls for clarity’s sake.&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p style="text-align: center;"&gt;&amp;nbsp;&lt;img src="http://blog.cambridgesoft.com/image.axd?picture=%2f2018%2f06%2fmolecules3.jpg" style="width: 326px;"&gt;&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;That looks better, but my abbreviations still overlap, and there are one or two portions I’d like to adjust. At this point, I reorient some of the groups. I can rewrite the NHBz as BzNH, then center it with Ctrl+Shift+C. I’ve also right-oriented the benzoyl group with Ctrl+Shift+R, and added in a new bond for the southeast acetate to avoid overlap. I selected any straggling atoms and the entire ester side-chain, and tweaked their exact positions with the arrow keys, to achieve my own variant of perfection.&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;Lastly, I like to present important molecules with a frame, which can be sized automatically by selecting the entire molecule (double-clicking on any atom or bond), right-clicking, and choosing Add Frame.&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;My final tip is for thesis-writers. If your reactions are too long to fit into a word processor document without being annoyingly resized, keep all bonds to identical length by using the Ctrl+K Scale feature at any time.&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;&lt;span style="font-weight: bold; color: rgb(255, 0, 255); font-size: 18px;"&gt;Standardization Isn’t Always a Bad Thing&lt;/span&gt;&lt;/p&gt;&lt;p&gt;Don’t throw away your default settings yet! Default stylesheets look great in print, and are required for publication in major journals. Most chemists will also agree on roughly standard ways to transcribe flatter, more linear molecules to a 2D screen. For the majority of your drawings,&amp;nbsp;&lt;span style="color: rgb(42, 100, 150); outline-color: initial; outline-style: initial;"&gt;&lt;span style="outline-color: initial; outline-style: initial;"&gt;&lt;a href="http://bit.ly/ThinkPinkB4" target="_blank"&gt;ChemDraw®&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;a href="http://bit.ly/ThinkPinkB" target="_blank" style="background-color: rgb(255, 255, 255);"&gt;&lt;span style="color: rgb(42, 100, 150); outline-color: initial; outline-style: initial;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;will provide perfect chain bond angles (press 1 or 0 when an atom is selected) and Kekulé structure aromatic rings (press 3 with an atom selected) without effort – saving you time for the perfecting strokes that matter.&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;&lt;span style="font-style: italic; font-size: 12px;"&gt;1 Robinson, R. LXIII.–A synthesis of tropinone. J. Chem. Soc., Trans., 1917, 111, 762–768&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style="font-style: italic; font-size: 12px;"&gt;&lt;br&gt;&lt;/span&gt;&lt;/p&gt;&lt;blockquote style="margin: 0 0 0 40px; border: none; padding: 0px;"&gt;&lt;p&gt;&lt;a href="http://bit.ly/ThinkPinkB8" target="_blank"&gt;Try for free ChemOffice® Professional&lt;/a&gt;, our robust, scientifically-intelligent research productivity suite that builds on the foundation of&amp;nbsp;&lt;span style="color: rgb(42, 100, 150); outline-color: initial; outline-style: initial;"&gt;&lt;span style="outline-color: initial; outline-style: initial;"&gt;&lt;span style="outline-color: initial; outline-style: initial;"&gt;&lt;a href="http://bit.ly/ThinkPinkB" target="_blank"&gt;ChemDraw®&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;/blockquote&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;About the Author&lt;/p&gt;&lt;p&gt;&lt;img src="http://blog.cambridgesoft.com/image.axd?picture=%2f2018%2f06%2fauthor.jpg" style="float: left; width: 98.5px; height: 134.617px;"&gt;&lt;/p&gt;&lt;blockquote style="margin: 0 0 0 40px; border: none; padding: 0px;"&gt;&lt;blockquote style="margin: 0 0 0 40px; border: none; padding: 0px;"&gt;&lt;blockquote style="margin: 0 0 0 40px; border: none; padding: 0px;"&gt;&lt;span style="font-size: 12px;"&gt;Nessa Carson is a synthetic organic chemist based in southeast England. Nessa graduated&amp;nbsp; from the University of Illinois at Urbana-Champaign with an MS degree in organic chemistry, working with Prof Scott E Denmark.&amp;nbsp;&lt;/span&gt;&lt;/blockquote&gt;&lt;blockquote style="margin: 0 0 0 40px; border: none; padding: 0px;"&gt;&lt;span style="font-size: 12px;"&gt;&lt;br&gt;&lt;/span&gt;&lt;/blockquote&gt;&lt;/blockquote&gt;&lt;/blockquote&gt;&lt;blockquote style="margin: 0 0 0 40px; border: none; padding: 0px;"&gt;&lt;blockquote style="margin: 0 0 0 40px; border: none; padding: 0px;"&gt;&lt;blockquote style="margin: 0 0 0 40px; border: none; padding: 0px;"&gt;&lt;span style="font-size: 12px;"&gt;Nessa is also a freelance writer, with a regular column in&lt;a href="https://www.chemistryworld.com/nessa-carson/5451.bio" target="_blank" style="background-color: rgb(255, 255, 255);"&gt; Chemistry World&lt;/a&gt;. She tweets as &lt;a href="https://twitter.com/SuperScienceGrl" target="_blank" style="background-color: rgb(255, 255, 255);"&gt;@SuperScienceGrl&lt;/a&gt;, where she mostly enthuses over new papers and complains about fluorine.&amp;nbsp;&lt;/span&gt;&lt;/blockquote&gt;&lt;/blockquote&gt;&lt;/blockquote&gt;&lt;p&gt;&lt;/p&gt;&lt;blockquote style="margin: 0 0 0 40px; border: none; padding: 0px;"&gt;&lt;blockquote style="margin: 0 0 0 40px; border: none; padding: 0px;"&gt;&lt;blockquote style="margin: 0 0 0 40px; border: none; padding: 0px;"&gt;&lt;p&gt;&lt;span style="font-size: 12px;"&gt;Nessa can be reached at &lt;a href="http://supersciencegrl.co.uk/" target="_blank" style=""&gt;supersciencegrl.co.uk.&amp;nbsp;&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;&lt;/blockquote&gt;&lt;/blockquote&gt;&lt;/blockquote&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;</description>
      <link>http://blog.cambridgesoft.com/post/2018/01/15/think-pink-with-chemdraw.aspx</link>
      <comments>http://blog.cambridgesoft.com/post/2018/01/15/think-pink-with-chemdraw.aspx#comment</comments>
      <guid>http://blog.cambridgesoft.com/post.aspx?id=e3ac07b6-e7d9-4338-96ed-63e904ba212a</guid>
      <pubDate>Mon, 15 Jan 2018 09:00:00 -0500</pubDate>
      <category>ChemDraw</category>
      <category>ChemDrawGifs</category>
      <dc:publisher>PerkinElmer Informatics</dc:publisher>
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      <title>Tackling Data Challenges in Translational Medicine</title>
      <description>&lt;p&gt;&lt;img src="http://blog.cambridgesoft.com/image.axd?picture=%2f2018%2f07%2fTranslationalMedicine.jpg" style="width: 826px;"&gt;&lt;/p&gt;&lt;p&gt;When scientists gather, it doesn’t seem to take long for the conversation to steer to difficulties in corralling and analyzing data. In fact, a recent PerkinElmer survey shows that more than half of life science researchers said a lack of data transparency and collaborative methods is the key obstacle to precision medicine. New data-generating laboratory technologies are driving an urgent need to better manage and share an unwieldy influx of data.&lt;/p&gt;&lt;p&gt;Researchers across life science disciplines, including translational, are crying out for more practical ways to improve access to data and collaboration around that information.&lt;/p&gt;&lt;p&gt;&lt;span style="font-weight: bold; font-size: 18px;"&gt;Data Democratization&lt;/span&gt;&lt;/p&gt;&lt;p&gt;The goal has been to democratize data. This requires enabling scientists to access and analyze relevant data through scalable tools provided by IT rather than specific requests for each dataset or analysis.&amp;nbsp; Researchers are no longer satisfied waiting for IT or bioinformaticians to run reports; they want applications they can actually use, at the bench, to speed their work.&amp;nbsp;&lt;/p&gt;&lt;p&gt;Right now, the &lt;a href="https://ncats.nih.gov/about" target="_blank"&gt;National Center for Advancing Translational Sciences&lt;/a&gt; says it takes, on average, &lt;span style="font-weight: bold;"&gt;14 years and $2 billion to bring a drug to market&lt;/span&gt; – and perhaps another decade before it’s available to all patients who need it.&lt;/p&gt;&lt;p&gt;Tackling the data challenge could go a long way toward shortening that timeline and reducing that cost.&lt;/p&gt;&lt;p&gt;&lt;span style="font-weight: bold;"&gt;Tough Questions On Data&lt;/span&gt;&lt;/p&gt;&lt;p&gt;Some of the most pressing questions around data management stem from the most basic need: bringing useful, appropriate data together, and making it searchable and sharable, to solve problems.&amp;nbsp;&lt;/p&gt;&lt;p&gt;Translational researchers have a wide variety of medically relevant data sources available to them, from omics to adverse events to electronic health records and more. Tapping into the right data at the right time can help these researchers:&lt;/p&gt;&lt;p&gt;•&lt;span style="white-space:pre"&gt;	&lt;/span&gt;Determine new uses for approved or partially developed drugs&lt;/p&gt;&lt;p&gt;•&lt;span style="white-space:pre"&gt;	&lt;/span&gt;Analyze trends and predict potential direction for further research&lt;/p&gt;&lt;p&gt;•&lt;span style="white-space:pre"&gt;	&lt;/span&gt;Translate discoveries from basic research into useful clinical implementations&lt;/p&gt;&lt;p&gt;•&lt;span style="white-space:pre"&gt;	&lt;/span&gt;Analyze clinical data and outcomes to guide new discoveries and treatments&lt;/p&gt;&lt;p&gt;Here are some of the lingering questions that need answers in order to truly democratize data:&lt;/p&gt;&lt;p&gt;&lt;span style="font-weight: bold;"&gt;Question 1: How to Bring Data Together?&lt;/span&gt;&lt;/p&gt;&lt;p&gt;Most organizations still struggle to find all the data that might be helpful to them; or it is captured in silos that are difficult to penetrate, let alone aggregate. Often times, people who need the data aren’t even aware it exists. Figuring out the best means to usefully aggregate data remains a challenge.&amp;nbsp; Further complexity is added when layering in who is permitted to access specific datasets and how that access is controlled.&lt;/p&gt;&lt;p&gt;&lt;span style="font-weight: bold;"&gt;Question 2: How to Compare Data?&lt;/span&gt;&lt;/p&gt;&lt;p&gt;Once data is aggregated, researchers must be able to determine if they are accurately comparing appropriate or related data sets. This can stem from non-standard ontologies that make it difficult to map different data to each other. Additionally, if two items look similar but are in fact very different, how can the scientist tell?&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;span style="font-weight: bold;"&gt;Question 3: When to Normalize Data?&lt;/span&gt;&lt;/p&gt;&lt;p&gt;Aggregating and integrating data inherently changes the data; it is possible to manipulate the data without meaning to. So some are in favor of normalizing data as early as possible in the integration process, arguing it’s best to align the data well before analysis. Others say normalizing all data – some of which you may never use – is too time consuming and expensive. They support aggregating data later, so it is closer to raw when doing analysis. This can make analysis more effective because there is more context, but the data is harder to share.&lt;/p&gt;&lt;p&gt;&lt;span style="font-weight: bold;"&gt;Question 4: Who Analyzes Data?&lt;/span&gt;&lt;/p&gt;&lt;p&gt;In most organizations today, a small subset of the research organization – data scientists and bioinformaticians – perform data analyses. This creates a bottleneck. But until most bench researchers have the tools and skills to analyze the volumes of data they encounter, it is going to be difficult to scale analysis capabilities. Currently, the solution has been to employ more data scientists.&lt;/p&gt;&lt;p&gt;&lt;span style="font-weight: bold;"&gt;Delivering Answers&lt;/span&gt;&lt;/p&gt;&lt;p&gt;To solve the problem of helping researchers and scientists more quickly and efficiently analyze data themselves, we’re building scientifically relevant applications in an intuitive, simple, and repeatable framework with &lt;a href="http://www.perkinelmer.com/signals/index.html?utm_source=Blog-PerkinElmerInformatics&amp;amp;utm_medium=social&amp;amp;utm_content=INF-Translational-GLO-2017-Q4-Blog-TacklingdatachallengesBlog&amp;amp;utm_campaign=INF-Translational-GLO-2017&amp;amp;utm_keyword=4858" target="_blank"&gt;PerkinElmer Signals™&lt;/a&gt; platform. We’re delivering workflow-based applications on the Signals platform for uses from Translational to Medical Review to Screening and more.&amp;nbsp;&amp;nbsp;&lt;/p&gt;&lt;p&gt;Powered by &lt;a href="https://spotfire.tibco.com/" target="_blank"&gt;TIBCO Spotfire®&lt;/a&gt;, the Signals platform makes it easier and more intuitive for researchers to perform everyday data mining. It enables scientists to leverage a single platform that combines best in class technology to address the issues around big data storage, search, applying semantic knowledge, and analytics in a solution that they can understand and use, leading to faster insights and greater collaboration.&lt;/p&gt;&lt;p&gt;PerkinElmer Signals is our answer to the four basic, yet pressing questions above. With it, we’re providing an out-of-the-box cloud solution that can handle the wide array of experimental and clinical data available to translational scientists. Without IT intervention, they can integrate, search, retrieve, and analyze the trove of relevant data from across internal and external sources.&lt;/p&gt;&lt;p&gt;If you’ve got questions about Precision Medicine data management tools and ROI, &lt;a href="http://info.perkinelmer.com/2017-Website-PrecisionMedicineWhitePaper-LP?_ga=2.93546718.2101032492.1513019095-161632118.1510936527&amp;amp;utm_source=Blog-PerkinElmerInformatics&amp;amp;utm_medium=social&amp;amp;utm_content=INF-Translational-GLO-2017-Q4-Social-TacklingdatachallengesBlog&amp;amp;utm_campaign=INF-Translational-GLO-2017&amp;amp;utm_keyword=4858" target="_blank"&gt;download our white paper&lt;/a&gt;.&lt;/p&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;</description>
      <link>http://blog.cambridgesoft.com/post/2017/12/13/tackling-data-challenges-in-translational-medicine.aspx</link>
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      <guid>http://blog.cambridgesoft.com/post.aspx?id=7d3c6ade-30bf-4733-a7ce-22cf657b3b37</guid>
      <pubDate>Wed, 13 Dec 2017 12:19:00 -0500</pubDate>
      <category>Translational</category>
      <dc:publisher>PerkinElmer Informatics</dc:publisher>
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      <title>When Platforms Launch Discovery</title>
      <description>&lt;p&gt;&lt;img src="http://blog.cambridgesoft.com/image.axd?picture=%2f2018%2f07%2fLaunchDiscovery.jpg" style="width: 826px;"&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;Platform software development is trending these days, and for good reason. Platform development lets developers get to a robust foundation that addresses broad essentials, like security and reporting, but then enables dedicated teams to build innovative applications on top of that foundation to serve specific users.&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;a href="https://www.forbes.com/sites/adrianbridgwater/2015/03/17/whats-the-difference-between-a-software-product-and-a-platform/#1a9dea2256a6" target="_blank"&gt;Forbes&lt;/a&gt;, quoting blogger Jonathan Clarks, described platforms as structures on which multiple products can be built. By trending toward platforms, the logic functions of applications can be separated out, “so that an IT structure can be built for change,” Clarks argued. He said companies “invest in platforms in the hope that future products can be developed faster and cheaper than if they built them stand-alone.”&amp;nbsp;&lt;/p&gt;&lt;p&gt;We’ve been convinced that a platform approach is most effective, both for our customers and for us. One of our main motivators is finding better ways to help the scientists, researchers, business analysts and others we serve quickly make sense of the overabundant data they encounter daily. The &lt;a href="http://bit.ly/2A1sofT" target="_blank"&gt;PerkinElmer Signals™&lt;/a&gt; platform is enabling us to achieve this goal.&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;span style="font-weight: bold;"&gt;The PerkinElmer Signals Platform&lt;/span&gt;&lt;/p&gt;&lt;p&gt;With Signals, we’re taking data integration and analysis to the next level, beyond data visualization. It consists of applications that enable deeper data insights based on context from available research data, search queries, workflows and more.&lt;/p&gt;&lt;p&gt;PerkinElmer Signals portfolio includes cloud-scale products as well as on premise scalable offerings that can grow with demand. Signals also leverages TIBCO Spotfire® enabled scientific workflows and data visualizations. From a basis that empowers data-driven scientific and business decisions, Signals has branched out to offer self-guided data discovery, self-guided data analysis, and visual analytics in the fields of &lt;a href="http://bit.ly/2iPuOXQ" target="_blank"&gt;translational&lt;/a&gt;, &lt;a href="http://bit.ly/2ijYYi7" target="_blank"&gt;screening&lt;/a&gt;, &lt;a href="http://bit.ly/2AON0aS" target="_blank"&gt;medical review&lt;/a&gt;, and &lt;a href="http://bit.ly/2jMD8Eg" target="_blank"&gt;lead discovery&lt;/a&gt;, with more to come in 2018. We&lt;span style="font-family: &amp;quot;Open Sans&amp;quot;, &amp;quot;Helvetica Neue&amp;quot;, Helvetica, Arial, sans-serif; background-color: rgb(249, 249, 249);"&gt;´v&lt;/span&gt;e even got &lt;a href="http://bit.ly/2ANMKsI" target="_blank" style="background-color: rgb(255, 255, 255);"&gt;Signals Notebook&lt;/a&gt;, a web-based electronic notebook for scientific research data management, and have built the Signals vision into existing products, such as &lt;a href="http://bit.ly/2A31uof" target="_blank" style="background-color: rgb(255, 255, 255);"&gt;E-Notebook&lt;/a&gt;.&lt;/p&gt;&lt;p&gt;This approach lets us help customers corral the explosion of data across their enterprises, while focusing on the complexity with specific solutions. The foundation uses tools for big data storage, search, semantics, and analytics to help users get a much clearer and broader view, much more quickly, from an array of disparate data. Each application builds on scientific knowledge to create scientifically accurate and relevant workflows that deliver deeper insights from the data. You get a truly modern, intuitive tool to collaborate, search, wrangle and manage data in familiar yet flexible workflows.&lt;/p&gt;&lt;p&gt;&lt;span style="font-weight: bold;"&gt;PerkinElmer Signals Lead Discovery&lt;/span&gt;&lt;/p&gt;&lt;p&gt;Take Signals Lead Discovery-the applications create greater data awareness for users by helping them to find data they might not even know exists. Using agile guided search and query, Signals anticipates needs and provides flexibility for on-the-fly exploration of compounds and their activity against a target.&lt;/p&gt;&lt;p&gt;It also brings the&lt;a href="http://bit.ly/2A8hNA8" target="_blank"&gt; benefit of index-based search&lt;/a&gt; to Lead Discovery. For example, Signals Lead Discovery can capture search constraints and search attributes. A patent-pending algorithm lets users search chemical structures within the Apache Lucene-based indexing system, meaning it is possible, in a single query, to capture chemical-structure search constraints along with other search attributes.&amp;nbsp;&lt;/p&gt;&lt;p&gt;Secondly, it is suitable for both chemical and biological activity data. You can shape and annotate biological activity data into a hyper-scalable structure to perform precise quantitative searches that are seamlessly integrated with structure search. You can rapidly execute queries like “Retrieve all assay results for compounds containing a certain substructure where the activity in one of the assays is less than 15 nm.”&lt;/p&gt;&lt;p&gt;The &lt;a href="http://bit.ly/2BxOIu3" target="_blank"&gt;lead discovery workflow&lt;/a&gt;, for example, enables scientists to:&lt;/p&gt;&lt;p&gt;•&lt;span style="white-space:pre"&gt;	&lt;/span&gt;discover data of interest&amp;nbsp;&lt;/p&gt;&lt;p&gt;•&lt;span style="white-space:pre"&gt;	&lt;/span&gt;immediately confirm the meaningful intersection of compounds of interest with assay results they require&amp;nbsp;&lt;/p&gt;&lt;p&gt;•&lt;span style="white-space:pre"&gt;	&lt;/span&gt;seamlessly deposit that data into a fit-for-purpose template SAR analysis&amp;nbsp;&lt;/p&gt;&lt;p&gt;Using search features, scientists can find their project, navigate assay hierarchies, discover how much data is available, merge substructure search results with their select project, and begin filtering for assays of interest. Or, Signals Lead Discovery can show results for compounds in range. This data is ready for SAR analysis.&lt;/p&gt;&lt;p&gt;&lt;span style="font-weight: bold;"&gt;No Programming&lt;/span&gt;&lt;/p&gt;&lt;p&gt;Importantly, no new programming skills are needed for working with Signals. Its composable wizardry lets users interchange components to configure the workflows they need, resulting in rapid, agile application development. When programmers don’t have to concern themselves with entirely new query syntax, or anticipate all joining operations in advance, it avoids the trouble of “schema after” that indexing systems are designs to avoid.&lt;/p&gt;&lt;p&gt;With a platform built on best-in-class technologies like TIBCO Spotfire®, PerkinElmer Sgnals frees organizations from being overly IT and programmer dependent. Self-service discovery and analytics, driven by powerful visualizations and easy configuration, keeps scientists focused on their science. When tools do a better job of managing and presenting the data- scientists, researchers, and business analysts gain more time for critical thinking and analysis, essential for discovery.&lt;/p&gt;&lt;p&gt;Are you ready for Signals? We’d love to show you around the Signals platform and the applications best suited for you.&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;a href="http://bit.ly/2jcQVnN" target="_blank"&gt;&lt;img src="http://blog.cambridgesoft.com/image.axd?picture=%2f2018%2f07%2fLearnmore.png" style="width: 250px;"&gt;&lt;/a&gt;&lt;br&gt;&lt;/p&gt;</description>
      <link>http://blog.cambridgesoft.com/post/2017/12/05/when-platforms-launch-discovery.aspx</link>
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      <guid>http://blog.cambridgesoft.com/post.aspx?id=6f19a6f2-b24b-481b-8a02-355a2fa18669</guid>
      <pubDate>Tue, 05 Dec 2017 07:00:00 -0500</pubDate>
      <category>Research Analytics</category>
      <dc:publisher>PerkinElmer Informatics</dc:publisher>
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      <title>Making the Move to Paperless Experiment Data Capture</title>
      <description>&lt;p style="text-align: justify;"&gt;&lt;img src="http://blog.cambridgesoft.com/image.axd?picture=%2f2018%2f07%2fPaperlessExperiment.jpg" style="width: 826px;"&gt;&lt;br&gt;&lt;/p&gt;&lt;p style="text-align: justify; "&gt;A good laboratory notebook is the lifeblood of a successful laboratory, serving as a vital repository for retaining valuable experiment data. There's nothing more frustrating than—when looking to replicate an experiment that a former colleague ran— to find that the experimental details were limited (or absent), necessitating that you re-optimize the entire procedure wasting valuable time and resources. In a recent &lt;a href="http://www.nature.com/news/1-500-scientists-lift-the-lid-on-reproducibility-1.19970" target="_blank"&gt;Nature Study&lt;/a&gt;, over 70% of researchers surveyed have tried and failed to reproduce another scientist's experiments, and more than 50% have failed to reproduce their own experiments, further justifying the importance of keeping detailed experiment records.&amp;nbsp;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;Several years ago as an undergraduate working in an organic synthetic chemistry laboratory, I made it a habit to be incredibly detailed in the experimental information and observation sections of my paper notebook. However, I found it painfully laborious when re-running previous experiments to have to either completely re-write all the experimental information/observations, or to reference a previous experiment. Even more painful? The fact that I more often than not referenced the wrong experiment!&amp;nbsp;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;As I began to collaborate more with my chemistry colleagues, my newfound challenge was around the ability to easily share my experimental procedures. I had to remember which paper notebook/experiment number contained the experiment of interest, which in turn required that I spend a lot of time rummaging through 10+ paper notebooks to find that single experiment. Paper notebooks take up valuable bench space, and—as one who runs dozens of experiments at any given time knows all too well— every inch of bench and hood space is valuable.&lt;/p&gt;&lt;p style="text-align: justify;"&gt;When I got to graduate school, the laboratory that I joined was transitioning to the &lt;a href="http://www.perkinelmer.com/product/signals-notebook-signalsn?utm_source=Blog-PerkinElmerInformatics&amp;amp;utm_medium=social&amp;amp;utm_content=INF-CollaborationPlatf-GLO-2017-Q4-Social-RickPaperlessBlog&amp;amp;utm_campaign=INF-CollaborationPlatf-GLO&amp;amp;utm_keyword=4840" target="_blank"&gt;PerkinElmer Signals™ Notebook&lt;/a&gt;, a browser-based electronic laboratory notebook (ELN).&amp;nbsp; Signals Notebook has literally transformed the way in which I take notes and keep track of my lab experiments for the better.&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;span style="font-weight: bold;"&gt;ELNs: What’s in Them for You?&lt;/span&gt; A few crucial benefits of using ELNs – and in particular, Signals Notebook–are captured below:&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;span style="font-weight: bold;"&gt;Electronic Notebooks Facilitate Collaboration:&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;As aforementioned, there was nothing more frustrating than having to search through several paper notebooks to find a single experiment to share with a colleague. The good news is that, unlike paper notebooks, electronic laboratory notebooks are accessible from any computer and can be easily shared with other researchers, greatly facilitating collaboration between colleagues. Furthermore, it is also possible to share permissions with colleagues, allowing them to search through the notebook as I actively use that same notebook.&amp;nbsp;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;span style="font-weight: bold;"&gt;Electronic Notebooks Store Information Online:&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;We live in an ‘everything's in the cloud’ 21st century world, so storing your valuable experiments in a structured online format allows for easy access by individual researchers/collaborators and also those collaborators who require a password for entry.&amp;nbsp; Experiments and data are secure 24/7. As we look ahead, more tools will be developed that cater to electronic records, so scientific researchers will continue to enjoy the time savings, accuracy and other perks of electronic laboratory notebooks as the paperless digital framework of the laboratory expands.&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;span style="font-weight: bold;"&gt;Electronic Laboratory Notebooks are Searchable:&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;Have a specific structure you're looking for? ELNs allow a user to simply enter their structure of interest, and the notebook will return back every experiment that either contains that specific structure or substructures of said structure. What’s more, if colleagues have shared their experiments with you, it's also possible to search across colleagues’ notebooks further catalyzing collaboration. No more rummaging through old paper notebooks to find a single experiment.&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;img src="http://blog.cambridgesoft.com/image.axd?picture=%2f2018%2f07%2fsearch.png" style="width: 431px;"&gt;&amp;nbsp;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;span style="font-style: italic;"&gt;Simplified search capabilities&lt;/span&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;span style="font-weight: bold;"&gt;Electronic Laboratory Notebooks Are Green:&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;Each year, the world produces a staggering &lt;a href="http://www.thepaperlessproject.com/facts-about-paper-the-impact-of-consumption/" target="_blank"&gt;300 million tons of pape&lt;/a&gt;r. Eliminating paper notebooks eliminates most use of paper in a laboratory (profound I know!). This is a wonderful benefit for the environment and also minimizes the cost for researchers who find themselves continually buying paper notebooks.&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;span style="font-weight: bold;"&gt;Electronic Laboratory Notebooks Allow For Easy Upload of Data:&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;Take a ton of TLCs? Maybe run a bunch of NMR/HPLC on a given reaction? With ELNs, you seamlessly drop and drag the PDFs into your notebook, ensuring that you always have your data online for your own benefit, as well as having the ability to share data with colleague and supervisors for ongoing research updates.&amp;nbsp;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&amp;nbsp;&lt;img src="http://blog.cambridgesoft.com/image.axd?picture=%2f2018%2f07%2ftransferschemes.png" style="width: 506px;"&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;span style="font-style: italic;"&gt;Easily transfer schemes from Signals to ChemDraw and vice-versa&lt;/span&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;span style="font-weight: bold;"&gt;Signals Notebook Runs Through ChemDraw®:&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;If you make molecules, you use &lt;a href="http://www.perkinelmer.com/product/chemdraw-professional-chemdrawpro?utm_source=Blog-PerkinElmerInformatics&amp;amp;utm_medium=social&amp;amp;utm_content=INF-CollaborationPlatf-GLO-2017-Q4-Social-RickPaperlessBlog&amp;amp;utm_campaign=INF-CollaborationPlatf-GLO&amp;amp;utm_keyword=4840" target="_blank"&gt;ChemDraw&lt;/a&gt;, simple as that. An electronic laboratory notebook with ChemDraw built in allows for easy export/import of experimental information and reaction schemes for research updates/presentations, saving you the time of having to redraw compounds/reaction schemes.&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&amp;nbsp;&lt;img src="http://blog.cambridgesoft.com/image.axd?picture=%2f2018%2f07%2fReactions.png" style="width: 515px;"&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;span style="font-style: italic;"&gt;Designing Reactions with Signals Notebook Individual Edition&lt;/span&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;span style="font-weight: bold;"&gt;21st Century Science Made Simpler&lt;/span&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;Save yourself numerous headaches and get an electronic laboratory notebook for your lab. Most research communities— from a technological point of view— have been dragged into the 21st century kicking and screaming because of the large upfront costs required by new instruments and technologies designed to save time and resources. Signals Notebook is different. The ELN platform is inexpensive and greatly catalyzes the fast-paced, collaborative workflow of modern science happening in 21st century labs. I can't even imagine at this point of my career going back to a paper notebook.&lt;/p&gt;&lt;p style="text-align: justify;"&gt;To download your free trial of ChemOffice Professional with Signals Notebook Individual Edition built in please click &lt;a href="http://scistore.cambridgesoft.com/Advanced_Browsing/All_Free_Trials?cid=4617&amp;amp;utm_source=Blog-PerkinElmerInformatics&amp;amp;utm_medium=social&amp;amp;utm_content=INF-CollaborationPlatf-GLO-2017-Q4-Social-RickPaperlessBlog&amp;amp;utm_campaign=INF-CollaborationPlatf-GLO&amp;amp;utm_keyword=4840" target="_blank"&gt;here&lt;/a&gt;.&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;br&gt;&lt;/p&gt;&lt;p style="text-align: justify; "&gt;&lt;span style="font-weight: bold;"&gt;About the Author:&lt;/span&gt;&lt;/p&gt;&lt;p style="text-align: left;"&gt;&lt;img src="http://blog.cambridgesoft.com/image.axd?picture=%2f2018%2f07%2fRickBetori.png" style="float: right; width: 166.085px; height: 171.701px;"&gt;&lt;/p&gt;&lt;div style="text-align: left;"&gt;Rick Betori graduated from Baylor University Magna Cum Laude with a B.S in Biochemistry, where he was a Departmental Fellow in Chemistry and Biochemistry.&amp;nbsp;&lt;/div&gt;&lt;p&gt;&lt;/p&gt;&lt;p style="text-align: left;"&gt;Rick is currently a doctoral candidate in the Department of Chemistry at Northwestern University working in the laboratory of Professor Karl Scheidt. Rick is a National Institutes of Health Chemistry-Biology Interface Predoctoral Fellow and a Northwestern Department of Chemistry Departmental Fellow. Rick’s research focuses on the use of natural product inspired small molecule chemical probes to interrogate the biological role of telomerase in cancer cell development and maintenance.&lt;/p&gt;&lt;p style="text-align: left;"&gt;Rick can be reached at rickbetori2020@u.northwestern.edu&lt;/p&gt;</description>
      <link>http://blog.cambridgesoft.com/post/2017/11/20/making-the-move-to-paperless-experiment-data-capture.aspx</link>
      <comments>http://blog.cambridgesoft.com/post/2017/11/20/making-the-move-to-paperless-experiment-data-capture.aspx#comment</comments>
      <guid>http://blog.cambridgesoft.com/post.aspx?id=1cf946cd-97f5-4fbc-bbd2-33a9863e064b</guid>
      <pubDate>Mon, 20 Nov 2017 09:38:00 -0500</pubDate>
      <category>Collaboration Platform</category>
      <dc:publisher>PerkinElmer Informatics</dc:publisher>
      <pingback:server>http://blog.cambridgesoft.com/pingback.axd</pingback:server>
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      <title>A Teacher’s How-to Guide for Unlocking the Mysteries of Organic Chemistry</title>
      <description>&lt;p style="text-align: center; "&gt;&lt;img src="http://blog.cambridgesoft.com/image.axd?picture=%2f2018%2f07%2fOrganicChemistry.jpg" style="width: 826px;"&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;&lt;span style="font-size: 18px; font-weight: bold;"&gt;Organic Chemistry in the High School Classroom – with&amp;nbsp;ChemDraw®&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;Several hundred thousand high school students take an advanced chemistry elective every year.&amp;nbsp; Most of these students follow a traditional American curriculum centered on topics covered in a standard introductory college course, with units like electron structure and periodicity, bonding, thermodynamics, kinetics, acids and bases, and the like.&amp;nbsp; The Advanced Placement Chemistry program codifies this curriculum into a standard form that is followed by thousands of chemistry teachers.&amp;nbsp; But there is another interesting option for a second year high school chemistry elective: organic chemistry!&amp;nbsp; And tools like &lt;a href="http://bit.ly/2zua7EJ" target="_blank"&gt;ChemDraw®&lt;/a&gt; make it easy to build exciting and powerful lessons focused around OChem.&amp;nbsp;&amp;nbsp;&lt;/p&gt;&lt;p&gt;The high school organic course we have taught at Lakeside School for the past 16 years is a hybrid between a traditional college OChem course covering the intricacies of organic structures and reactions, and a more topical course that explores the world of polymers and other macromolecules, petroleum and biofuels, soaps and surfactants, dyes and pigments, and food chemistry.&amp;nbsp; I use ChemDraw extensively in nearly every unit, from making images for my lectures and homework packets to creating activities and labs for my students to work on during class.&amp;nbsp; Here are some examples of how I use the amazing tools that ChemDraw offers to help my students unlock the mysteries of organic chemistry.&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;&lt;span style="font-weight: bold; font-size: 18px;"&gt;Molecular Structure&lt;/span&gt;&lt;/p&gt;&lt;p&gt;I start the year exploring the many levels of molecular structure inherent in organic molecules with a series of molecular modeling labs.&amp;nbsp; We start by looking at the variation present in constitutional isomers.&amp;nbsp; Students build different branched alkanes, name them, and find their corresponding constitutional isomers&lt;/p&gt;&lt;div style="text-align: center; "&gt;&lt;img src="http://blog.cambridgesoft.com/image.axd?picture=%2f2018%2f07%2fisomers.jpg" style="float: none; width: 337.146px; height: 172.417px;"&gt;&lt;br&gt;&lt;/div&gt;&lt;div style="text-align: center; "&gt;&lt;span style="font-style: italic;"&gt;the constitutional isomers of heptane&lt;/span&gt;, C&lt;i&gt;&lt;span style="font-size: 12pt; line-height: 17.12px; font-family: &amp;quot;Times New Roman&amp;quot;, serif;"&gt;&lt;span style="font-size: 12px; line-height: 0; position: relative; vertical-align: baseline; bottom: -0.25em;"&gt;7&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;H&lt;i&gt;&lt;span style="font-size:12.0pt;line-height:107%;font-family:&amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;;
mso-fareast-font-family:Calibri;mso-fareast-theme-font:minor-latin;mso-ansi-language:
EN-US;mso-fareast-language:EN-US;mso-bidi-language:AR-SA"&gt;&lt;sub&gt;16&lt;/sub&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;From there we move to looking at how conformatial changes can affect molecular structure, starting with the conformers of butane and working up to the conformational equilibria present in substituted cyclohexanes.&lt;/div&gt;&lt;div&gt;&lt;span style="font-size:11.0pt;line-height:107%;
font-family:&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;;mso-ascii-theme-font:minor-latin;mso-fareast-font-family:
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mso-bidi-font-family:&amp;quot;Times New Roman&amp;quot;;mso-bidi-theme-font:minor-bidi;
mso-ansi-language:EN-US;mso-fareast-language:EN-US;mso-bidi-language:AR-SA"&gt;&lt;br&gt;&lt;!--[endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;o:OLEObject Type="Embed" ProgID="ChemDraw.Document.6.0" ShapeID="_x0000_i1025"
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&lt;/xml&gt;&lt;![endif]--&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;img src="http://blog.cambridgesoft.com/image.axd?picture=%2f2018%2f07%2fgauche.jpg" style="width: 137.566px; height: 133.397px;"&gt;&lt;img src="http://blog.cambridgesoft.com/image.axd?picture=%2f2018%2f07%2fcis1.jpg" style="float: right; width: 413px;"&gt;&lt;br&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;span style="font-style: italic;"&gt;gauche butane&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span style="font-style: italic; text-align: right;"&gt;C&lt;/span&gt;&lt;span style="font-style: italic; text-align: right;"&gt;onformers of cis-1,3-dimethylcyclohexane&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;&lt;div&gt;Stereochemistry is a rich area to explore with high school students.&amp;nbsp; We spend some time looking at simple enantiomers, and then move into more complex aspects of stereochemistry like diastereomers and meso compounds&lt;/div&gt;&lt;/div&gt;&lt;div&gt;&lt;div style="text-align: center;"&gt;&lt;img src="http://blog.cambridgesoft.com/image.axd?picture=%2f2018%2f07%2fenantiomers.jpg" style="width: 413px; float: none;"&gt;&lt;br&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-style: italic;"&gt;The enantiomers of 1-bromo-1-fluoroethane&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;&lt;div&gt;I make extensive use of the amazing “Name to Structure” function in ChemDraw to look up real chiral molecules that the students might have heard of so that we can study their 3-D structure together.&lt;/div&gt;&lt;/div&gt;&lt;div style="text-align: center; "&gt;&lt;img src="http://blog.cambridgesoft.com/image.axd?picture=%2f2018%2f07%2fDexmethylphenidate.jpg" style="width: 413px; float: none;"&gt;&lt;br&gt;&lt;/div&gt;&lt;div style="text-align: center; "&gt;&lt;span style="font-style: italic;"&gt;Dexmethylphenidate, one the pharmacologically active configurational isomers found in the drug, Ritalin&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;While the “Name to Structure” feature is a real time-saver, the one I use even more frequently is “Structure to Name,” which allows to me instantly answer those persistent student questions of the type, “But how would you name THIS?”&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;img src="http://blog.cambridgesoft.com/image.axd?picture=%2f2018%2f07%2fmethyloctahydrocyclopenta.jpg" style="width: 413px; float: none;"&gt;&lt;br&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-style: italic;"&gt;“Easy, kid: it’s 1-((3S,5R,7R)-5-amino-3-chloro-7-methyloctahydrocyclopenta[c]pyran-4-yl)ethan-1-one, of course”&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;This function is even sophisticated enough to handle obscure structural features like prochiral centers.&lt;/div&gt;&lt;div style="text-align: center; "&gt;&lt;img src="http://blog.cambridgesoft.com/image.axd?picture=%2f2018%2f07%2fbromochlorocarbon.jpg" style="width: 206.5px; float: none;"&gt;&lt;br&gt;&lt;/div&gt;&lt;div style="text-align: center; "&gt;&lt;span style="font-style: italic;"&gt;A bromochlorocarbon with a prochiral center in the 3-position&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;&lt;div&gt;&lt;span style="font-weight: bold; font-size: 18px;"&gt;Organic Reactions, Labs, and Spectroscopy&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style="font-weight: bold; font-size: 18px;"&gt;&lt;br&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;In addition to looking at levels of molecular structure, ChemDraw is very helpful in making up lessons and activities around organic reactions, labs, and NMR spectroscopy.&amp;nbsp; We spend quite a bit of time learning some basic organic reactions, and it’s easy to sketch out practice exercises and make up quizzes and tests:&lt;/div&gt;&lt;/div&gt;&lt;div style="text-align: center; "&gt;&lt;img src="http://blog.cambridgesoft.com/image.axd?picture=%2f2018%2f07%2fredoxreactions.jpg" style="width: 353px; float: none;"&gt;&lt;br&gt;&lt;/div&gt;&lt;div style="text-align: center; "&gt;&lt;span style="font-style: italic;"&gt;Practice with some organic redox reactions&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;The clip art library makes illustrating lab handouts easy.&amp;nbsp; We usually do a fun and engaging steam distillation of lavender oil as our first real “wet lab” of the year.&lt;/div&gt;&lt;div style="text-align: center; "&gt;&lt;img src="http://blog.cambridgesoft.com/image.axd?picture=%2f2018%2f07%2fsteamdistillation.jpg" style="width: 319px; float: none;"&gt;&lt;br&gt;&lt;/div&gt;&lt;div style="text-align: center; "&gt;&lt;span style="font-style: italic;"&gt;ground glass labware used in our steam distillation&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;My students usually end the year learning spectroscopy, and ChemDraw has some cool features that I use in teaching students about Nuclear Magnetic Resonance.&amp;nbsp; For any given structure, ChemDraw can predict 1H and 13C NMR spectra, assign peaks, and calculate coupling constants.&amp;nbsp;&amp;nbsp;&lt;/div&gt;&lt;div style="text-align: center; "&gt;&lt;img src="http://blog.cambridgesoft.com/image.axd?picture=%2f2018%2f07%2fHNMR.jpg" style="float: none; width: 554.743px; height: 462.062px;"&gt;&lt;br&gt;&lt;/div&gt;&lt;div style="text-align: center; "&gt;&lt;span style="font-style: italic;"&gt;An estimated H-NMR spectrum for 3-methylbutan-2-ol&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center; "&gt;&lt;span style="font-style: italic;"&gt;&lt;br&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;div&gt;After learning the basics of spectra reading, I make up a bunch of “unknown” spectra for the students to analyze and have them try to predict the corresponding structures.&amp;nbsp; For many students, studying spectroscopy is one of most engaging topics we look at all year.&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;From isomers to spectroscopy, ChemDraw makes my high school organic class possible.&amp;nbsp; I’d love to hear from other science teachers who are also teaching organic chemistry to high school students, and learn how you use ChemDraw and other tools to create interesting and meaningful lessons for your students.&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;&lt;span style="font-weight: bold;"&gt;About the author&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;img src="http://blog.cambridgesoft.com/image.axd?picture=%2f2018%2f07%2fHansdeGrys.jpg" style="float: right; width: 106.49px; height: 106.49px;"&gt;&lt;/div&gt;&lt;div&gt;Hans de Grys teaches organic chemistry to students at Lakeside School in Seattle, WA, where he is also the Assistant Director of e Upper School.&amp;nbsp; His favorite things to do with his students are making cold-processed soap in the lab, studying spectroscopy (especially NMR), and synthesizing banana oil and biodiesel.&amp;nbsp; You can follow him on Twitter &lt;a href="https://twitter.com/chiral_guy" target="_blank"&gt;@chiral_guy&lt;/a&gt;&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;&lt;span style="font-weight: bold;"&gt;About ChemDraw&lt;/span&gt;&lt;/div&gt;&lt;div&gt;For more information on the power of ChemDraw, &lt;a href="http://bit.ly/2m5tqBi" target="_blank"&gt;please visit our website&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;</description>
      <link>http://blog.cambridgesoft.com/post/2017/11/08/a-teacher-s-how-to-guide-for-unlocking-the-mysteries-of-organic-chemistry.aspx</link>
      <comments>http://blog.cambridgesoft.com/post/2017/11/08/a-teacher-s-how-to-guide-for-unlocking-the-mysteries-of-organic-chemistry.aspx#comment</comments>
      <guid>http://blog.cambridgesoft.com/post.aspx?id=4b4ac30b-b4e9-4c61-adad-2add593ed3f3</guid>
      <pubDate>Wed, 08 Nov 2017 11:13:00 -0500</pubDate>
      <category>ChemDraw</category>
      <dc:publisher>PerkinElmer Informatics</dc:publisher>
      <pingback:server>http://blog.cambridgesoft.com/pingback.axd</pingback:server>
      <pingback:target>http://blog.cambridgesoft.com/post.aspx?id=4b4ac30b-b4e9-4c61-adad-2add593ed3f3</pingback:target>
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