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p/EBGjPP/yJs34XhDGLvNam8yDM2QPsv4FUIQE5XF5EoAcKTdGb8BTQwBJzRH/eqteheKsT3sK9h8OPKfyelrJwBP80YM6nXC1EhyPnOCpnYAKR/tm9qcc7ZuZmZmZmZmZmZmZmb21azp9TumJL4fgx2FBRkRr5zNpDM9XrTyrWn7G1mPwnmCV6FfkDhIJZkKhmeNrBu31yus5+HMN/hfXyRXJx/jAS67+fPb1CqHZL/DVk/tmtC8IRALUqDF42JpgVPTXRgPXLQ/MzL7D0b6ZmZmZmZmZmZmZmdn74pilP1ryMf4wX5/J+uObgBra31pF+0cDPwAgU0L9k5JSOIfVQTGIICPYguuUUuX5la+npMxz9H6sORhl/kdOX0sBcMroV6hf5QIvo/01p39k/AuBsQDhctfrj38Q7RPVSLC6BR6i/dlyMB45cLkRM7PfcrRvZmZmZmZmZmZmZmb2lo6d64/O+y/w/J7jJ80B/ZGXVzM/SQHBTJASE8ocbxjD8GOmX/PM4rqKGl8nIpjJCACQ8jq7TzIA1Pf54ZcFCLVkYal9AyL4NIJ/WgjAURVw7uF/9WTIY2+Bhydy3IWeHzbGI3s1j/+0QOCPmv7NzBztm5mZmZmZmZmZmZmZvaMmHG33Suih8X7OxGPtdA9IyFyD9RLAvSuZPSIiWowd7RkkWlAKIIEOMHEM4wORokTlmGInes/sXaloERGNEYp6Q+87dvTeM+ssIgMREUQ0EoFqDJg3EIGo03KO6cecv+dYjFC3dO0iOL5jHgAwLwUBXA39dem89PlrLnl4yPbr1kMPzxfXT7yuoNBX+wCYmb3gaN/MzMzMzMzMzMzMzOwNhZCpkdNnjoj/VBfPNfheL40N4MfxmQKkPVNURmtt2wS2CASimu8DgNQBAh2auTwwqu5zDr4LZPa+9z2hW2zBFrdtpP7S5x3ZU+NzM3tv0bg1ooEKoZEEZ4s9EUQQo0NgDdlXwL/uBSPmz5z3/BTtCxTqLnjsXDDS/NVbUJ97nfifyf46WYpC5Ok/AE8fM5/4+QVAjvbN7Psc7ZuZmZmZmZmZmZmZmb0hSpRG3l7R/mPzPM872Vd4PY7MnBX57ICUJLJj7j0vSpxJueqrpuqFPI/CK6vNX8SI7aulP9iirVy7ZfaohH1cQGZGBqiK24MkWXm9alFBEDGH5I/d7Hm9wxnBn0P9U7TP8ZQqYReFU7xf76/FBEeLAXgq83942gn2F2P7Oj6Ml1fgqX0z+wOO9s3MzMzMzMzMzMzMzP4LOw2oX4zJdwYIVvAOZFX2dzWtaf/sFdpfVg+ss6aSc9v6iCBUI/8PGIwItEaSvbdoJSIYfLEvvYCcU/9gddvzGpXzVeU9H6b2TzX/CVGSeGTvnCsDpMuagLFK4HQ25aue/vUofvOKmdlvOdo3MzMzMzMzMzMzMzN7Q6f2+Ne/BU4F/XiK9mvP+1l4PybiU0J2gMoj2k/NGf9zM4CeN5QnyYg5+n+oj2it1TFBBqO1iBXss3r9db2BVZOfuLbbkzPm5+XTH58C5yz92EZACUB5maonj/eun5+j/XEWR/tm9j+Lo30zMzMzMzMzMzMzMzO7OGfPFbQTnMX+pIQ84vk5ra9r9j5XFdQUvDha9Veufz2YZFQ1AKkV7fPFOgBojONXJ0CV+D9c8/oYnncceGnG8+fi/dSp6X9eAE+5/jgtQbLuQ3NDA0jXRQV8fqoaCxMc8pvZH3C0b2ZmZmZmZmZmZmZm9o5q4nyOm7/owK/w+7wDvEAEpBpBp8CIINfoe0XXY8/5573kT6c+f9BqCBgRes8EutYxyt4xTjqumcdFSUJHQlCmpJmugzWtjzG9j8tqAYLUONNx8Y+dBILGXgFcJ3r1JOdSgev3h3t8WZBA/z00s/8QR/tmZmZmZmZmZmZmZmbvqMbKo7aLD9RA+eX3D9G+5oS9Yk7gs0rxSeGo238IsFUnipG4Y5b31zkf+vmREDIBqM/fKDOr/H9cVkQ15WOW5LM+uQ4jEePKR3u+5v+U6+Y0p+p/Ee3HOKzOBIDVBTAulcc6g1EqQDKO1RLrrk6bEei6BcE6EPOGAHhY38z+DUf7ZmZmZmZmZmZmZmZmb0gkAlBQoy2eX0T78w2CFJwD7RXtkxFBcDbfj9L6PJ2KLRBBjSgdvBQBYObftToARCqVUpzS//osae1mf57CP76nIJEMBqRaQcARqUsaawbG55IgdB2vX6eaY/sQuOoDWEk/Rtn/OdevJQ5jEcD1hBfjPOenPI/nY5nBw0oLM7Nfc7RvZmZmZmZmZmZmZmb27nj51/jDQ7TP2uj+iMoh8LRjfH3pXD3/om6er7e3X/H8mLufwTZ5VPFfjseq/p8nEGdlQErMBEdF/1gc8JyU6+H2X3tc7wBExLwVMmotQbxM9FOZ1TnQc6ycWNP5XKfgZXOEde+O9s3sTzjaNzMzMzMzMzMzMzMze2sPbfP1GmcEfRTWk5RA1Cb0Y9Yfp975FYPPn8Rzar52on+O9ivYh5TSWkIwuvK5ptqv75h7AFxPggCUKTDRBShzrAF43OteIOd1rm/nx3IJ2tdaBXHl8WNqP2LG8/NGcgb6mdkzlQmBUBxLIOaNjQL/+WTmfwqcF1WYmX2Do30zMzMzMzMzMzMzM7N39zy1PxP4Yy/6itnPBfj1ldJ/Ymp/Vvmn1nGnEH1++DoeFZyfo/0VjdfUPueJ/+NT+5doP+ZF4piz10z3M7P3npkEW8wShKPo4HSDl8fieX0z+2OO9s3MzMzMzMzMzMzMzN7QiLuJ18n2mkF/8cbXr41SeRBgnCftH7Lra8R+pNlHAD8aA2oSPnBOv8eRLy9sDfkr1bNj9RFgfupaIDAvbHy/1hMc9zgXMaj6B9btHXfDuXuAAKylBr333rtO4/sAhDrHUUbAGCsD6g+YCxgc7JvZv+Bo38zMzMzMzMzMzMzM7A29qKh/POCo1z/967QTvHR5/yqWV4yXR4IePJXbK4GVXvP0URLnCY9QH2z1dl5CdJIP+f55xl/InglpxPgc2wus/QAeon3yOMXlCUipVEXzK/4fiw54XP1cAVBBPoCa1F+9ApKOJQyzhGDN/a/p/4frccBvZn/E0b6ZmZmZmZmZmZmZmdkbOuf6l4D+1YvHC/py7P40E89Lwf9DA//LmXsdX+RR7x8YhfdgMPjFuH59SG17H7VOIDOVyajR+NOFnavvr4k+n37ITHXl2l7gKBN43FPg3MB/HtZf0f7DogFcc30cvQbAyw0LzMx+x9G+mZmZmZmZmZmZmZnZG+Isogdeze/rPKuv8eM4TE+nGrl+6KHTfs7g1/mU4vWj1jB/CjVnL5HXuHte6Dnu5ql+H6PcPuoLAiLZAlExeSDmzP5cJnCJ9q+nOl89Z23+qZFg7ipQb9HV6dkeJQI1tB+MupJrnK9LqP963YCZ2Xc42jczMzMzMzMzMzMzM3tDbMFjI/pZhb8q8ddxekjyr38aEfmM3vniwLVvfa0K0GX0/tjUXtXwfzrx+sLpIJwOO9oBzlE6wdYIQAGCjJrbJ8iYKf3lQvHcw7+ujiSjsX56OljXyzqfrbV2Oug0tc9jPwJ++VjNzP6Yo30zMzMzMzMzMzMzM7M3FBHr5zVzrnNIfW2/f5k9P0T6fCjefzjP03y7HvP/XzqV9l+u4UoV57PesAJ/8DQNT1yu88UHHZ/BCOJ5iv7UavB8UaeFBqMioJYudKX/4pnZ/ySO9s3MzMzMzMzMzMzMzN4Qv9f6rvPY/sO8e039i5ovjj7+56z8PHB/bvV/jtVBSqtvH2uan9RpCQJOx/BS2z9ujVsAnJ/EugRC5yaAahzg+SIxegtGwwCJIEnE5b7W78/3Oi4mAqvJf15WRfs9RZ3G9Wt8f1yNvl46YWb2LY72zczMzMzMzMzMzMzM3hFf/HlNtes0ij5TdkEAdcrC14bzQM3InwLqkeHr1AQg8DzhLvCh6/+8MkBQSpGZx+VVAD62DxhT8XMcf1yjNPL4QG1zP8sIoFSukn/GeKeOzv86uN4jKcUWiGAEg3XvR7XB5cnNVoAZ+NcF1YXU6oGUIlIZWqsJZovAtRtBX/8HMjP7FUf7ZmZmZmZmZmZmZmZm/wXwxU+Pv68kfb00I/2ZuH+rVn/m6C+q9R8/XFJCVWI/ZvgfDzvn+uNaKlhvgSBSUGauSP6Y2teI1kd3/5HuZyozBWQCahtBoKJ94avxeq51BhpXN+b1VzeCRm3A+T3HjV5Opi8eh5nZrzjaNzMzMzMzMzMzMzMze0N9DohzddHPP16sEP0Y6b/I1a2vWVQ/xu7FMayvI/Cu36xGeqwgW3Wqx4/QaU/7NdY/iwQiYhbeH++p2fskBHSklJmZ2dVTXVWuT7CRwWisMfrLuoa5DED1ZOZlauwHMNWtAYg1tT/zegoc1QfI+g49fBCeNkQ4NR7Ifz/N7E852jczMzMzMzMzMzMzM3tDe99xmqFfqfNRkj83lH8K++eR5CyvXzPtp8L6lehLFb/PQXasUPxUba8qsq8RfPIh3NexSf3awL6q8k/R/orcu7Inkui9Z+/1Xb1nVxABNlLRWoABMgAGA3HqHVAmR12+MlUnz3m7M/i/PLfrgoQqHAAwSgNIBRnkc6L/VcYvAM74zey7HO2bmZmZmZmZmZmZmZm9ob134Nh7/hRR1/ffVcHzNM1+7tefe9VDNby+ToiYBfXkwyIAaEb74vHpK/Sfqwd0uU7yPLWvMa4PAanchS713Hvvfd9733Pv2dWIxmgMNAEMMubZxj0xQIA6rXCQMh+iffzuKa139d4lIUi0Fu15WN/M7D/C0b6ZmZmZmZmZmZmZmdkbysynrv3qlh//O7rwdZkfZ21nP9N34VJVj+PrYeactdX8SubX6+Qc+J/T/UGCHHH6cQLiOs2vrLUD1QogCvVKQkntyv1+v9/v/b6vQn60YKAFqwtgfI1lAap4n0EqCKGuLJUQKqmHqPMtzYULZHUYHNeGc9vAXIgQwYij3gC4jOj/fj2FmdmXHO2bmZmZmZmZmZmZmZm9owrNR5Q/BvcjLtG+5oR6jqi6HC34a1b+V0aCrQTwYst5kNBaSUAwIlpExN57T6FrtfRPAJB7T3UGRy8/SSmkpJBKac/++fPn58/P/fMTALOG/m8teIu2RUQF81Jl9/UhEYRIRuRYnJCZmbNjYFwiWBP/lyuq21uxPgAwokUAYItoLbY2lyxUY/+x/oGXB8L5irN+M/suR/tmZmZmZmZmZmZmZmbvKLNm5DEn1SsmX1F1ZpLM2is+M3Wen2dUkb0ujmH9o6D/6NunhBFazx9mZo8xQi+S0aJtLdqWQJeEHPF5zD5/MDN777n3CDY2tsZ5lqDATKn3/f7z8+fff98/P4Ns4BaNrTXw1low2rxPgR2KYESIRASlaMxUBfuprCskMR8VY64qGA9FEJSZ9UzWrdWuAYyIrbG1evLK7CRybDQwHiqqB4Axdglweb+Z/QFH+2ZmZmZmZmZmZmZmZm+IYI2eL2v8vSLlICWNfexP3fIYryRw5NGjTZ7n4fOHPesxi+iV87j61xp613gbEcEgojr8hZWlcy5GSCgzs0MREaAQGFX5ykT27Pf98/75ef/8vP/8ubWNEdWw38gtGsmYQ/HVxq+kSFUrfv1Djb0Gjm0Bxsg+ycAxsT/WNYxp/DweQoX6cW4WmGUJqu+6PC9cnlZtEWBm9h2O9s3MzMzMzMzMzMzMzN7Qx8fH+jkiLvu8P1XsE4jTbyrvn2l+IDDm9Suxlqphf3T+1w96DPnHOQioIvzx1ZXMLqJn78qEYkbtxzWS0ULZWrC1aK2N1FzKRM/+mff7/b73veeI5RkRdWhrLRrnNgS12mBemNRTHBUCObcbWIsPyMdB+jrgWlxwPLTjV5k11D9eWU+e1ChOmC+lEl3XVRFmZr/laN/MzMzMzMzMzMzMzOwN3W63FUuPkBsr49b4JkCV6zMxu/THIbV1fQ3+ByAKiDii/UxRqCn6itzH5wF4EfPn+lQJmQHsmT1VW95HTfOviD2CimiIYCq++uwAACAASURBVGwtWgOo7EgksGe/7/fP+33f956ZqJb7mp8fVm0AE+OyBKSkBJWJ1Mj412j++OjVHIA17/+4LcHxCE/GQoG1EwHAICK41kvMRQB1FqxTmZl9g6N9MzMzMzMzMzMzMzOzN7Rtm6TMHKPmGrvFrwMqaKYqoGeM5vnjDASoEe5XWh2jEn9M8IuCVMH+SMP15Si6xqg8pFSKmXtN7Uu8vus0hY+IYKs97AUxqY7ce7/f75/7Z+8959g9I1prj9E+MBYt6HTPUKa6EqyN7+N8nauFf13UJdb/6u6kVPbe6/1R/fxCzHUCWmsecqX7vzqhmdnj/6v7EZiZmZmZmZmZmZmZmb2xOSk+cvvLiPqc2seql5/z6scxKSFnp/y5OJ/VTk/8evacJGo+vkMpoScSBHtmLT1gMKWYVzuvDAgiiPn2Xbn3/XOvr/t936sAPyJaa9u23W63bdu2bWstxp0IIMTUOrMkpbqUHUFuFcJzdQ28LOT/4s6umwi8ePRzrcSoDRg7F8wdDeChfTP7Pkf7ZmZmZmZmZmZmZmZmb6g2pz864DNHM/9sjF9b0VPAauw/nwFIocbs19vqyJHyk5Wgv073eRBrrl27+jG8XyUCUihibh6AFe3XRwVFiuhSV96zf/b9c79/3vd9v7NK/FtEa9vUWotohJB1e0yORoH6uMr11RMgpSAZMbr3r0n9Gqx/MWG/dhAg17KIOrKePNa0fn0/Qn2NZ+4+fjP7E472zczMzMzMzMzMzMzM3tPM9QdlcoX6nDX7GDE6n5JrCIRqRUCQYihU8/rn/HtMn0sr4B+LAHgGAR25r4uZ4TcZ7TSqf0zP17siFEgioV352ff7Xl/3vfcWrZEPU/uttdYCUqX7taWAkFmJu0Z7vjLJIBCMiKhhfs1yg3Mb/8NTPdZGrHsjXz99QDl/nh38M9c/NSSYmX2Do30zMzMzMzMzMzMzM7M3pNTxdd7ZfcbvWkPlpwp8nMbWBSSUmZ0KMhgtgkCCgTGGrtkHMN47Y+/q0ieDYxGBRHRgV3ZlZs/MYLRg46nZ/iFGJwUkAOiu/Oz7z/3+c7/vmQJIttZubfvYbqVyffJ1Ys7TD9VYwLXHwOOz+/KprpMfoT5Hi0FEgEyJc4i/+hJqTF+nGX0eKwPCf1HN7Jsc7ZuZmZmZmZmZmZmZmb0hZT5/ARhZNqkVgV+j/YkCUtmzd6RIMRBRoXiOYX2pAn6NKvtjkL0Fg2RUfX/173doV+7Zs/fMvsVG1hk5+u0hzFPVK2LNt4+R/Rntd0HnYf1ztB/xIi8/5fcjjY/TxD3PD0DXUX2ut13OcRnZ51jAQIlj5n+se8jMUw8/5mIHjqcTjvbN7Lsc7ZuZmZmZmZmZmZmZmb2hGqY/5vXHFvcDAWnOyedqwT9F4DUxnz2zd1W0LzHnvHs19q9J9JrWx4i4I1jRfkR160NdRIfuyF295569gxEInNJxAWBl+0SN/pNJAHnP/tn3f+6fP/u9KwFUtH+73T4+Pj4+RrrfOKf263aPe68CfJJQLWs4bxUw9xTApd/gYsTwHAsjHqv4x58B5XrymZm9I5Ozfp9RiT5bjH0E/BfVzL7J0b6ZmZmZmZmZmZmZmdnbqkn6IEUqApdg/jhs9PKviflX7fhnun7E+FcNpLdgRKX2YxB/dPsjoT5+gOpSaqP7aex1D60lAuKYoU+oQ71WIJBba2zt43b7WPP6ETPUVyqRQmbtGvCikYBkRAXzklBhfJ6y/evBv37Iqs8cux8kstYT5KsVAmZm/5KjfTMzMzMzMzMzMzMzs/d05PoReJ7Lzwr0K4UGlDiF4CTBMee/JtIxgnqdf4ix1Twr0Y/WGIGYHfuCgNTI5ncooZwJPSPaEk2SQCEr10dEQsieUFd2qSsTYsQW0bbtY0zsf9xmFT+zdrivaH90FTysY+CowpfGmH2uUoM55v+4FmDdPk9T+5jtABC6MrPvmapO/tkBMD799F8Ea12F5n8SM7NvcLRvZmZmZmZmZmZmZmb2tipzF4CIy5j+qOMfIf3MtY+wmafB/oexdc0h//nH6gEgqmi+xRiI59q9/jJ2n+fPiIjWIqJFa8fU/lgogBZSQsfKgA4lEMFta7fb7WN+bVtrrQVrxl/qHRIS52T9+GEsVJiLFbLWOMxoH/hFtH+8n8ftA8rMvfd7dqWiFlUIFH4/729m9j2O9s3MzMzMzMzMzMzMzN5Q9l4N82On+evo+Yr2lUmAa3z8HO0TIAIMjle4jtGR748h+IhYuX5QIKisOfvMe+733vfe916D9+KsFIiIONcC1OesneyFlHrvPTOlBEBExNbarW231rZoW7TGGCUDmeq9on2KFe3znMxzPQmu9v0V7eOo7+cplh9z+CPRH0sWaiFA1gk+9/3z/vlzv0vaom0RjdEYEQyQAnNuWVALAepSI/wX1cy+ydG+mZmZmZmZmZmZmZnZG8qec+d6aCTaI9OuXe1HpX4QSWQqeKmIJ8hK6EcUfjTy16z/rLCPmexXIT8iEBX9K6We2bNC/X3ve88dKUAxIneOZB84liCc7kLAPEnm3B6gpvy3metvERWfz2g/1RMQRUo41gwciwfqozXb+1e7ANYg/XktwCjePxtLAjKVSmV+3j//+fznv//8SeC23T62261t0SIiGoNCxLEkIjPrjjPTf1HN7Jsc7ZuZmZmZmZmZmZmZmb2h7P3y59PI/nlIXhV+1xz/mFzHw5E1tn/ZIV6HyudPuf6cnwc6tCv37Pe+33uvwf2qqa9WAJJBPhT+P9CK9nFE+2tq/xZtq+vTOrRn7wQCfL79dWsgQWHeyuvP/uLCatWCpJ49M3vvn/v9758///vff5P48UOs9RMAW7RoFCIBKXufawLyyw81M3vF0b6ZmZmZmZmZmZmZmdkb0pwIrwCZc0S++uSPzebHDzHH8OfbR2c+CFE41gMIEAFxldmTZCCo2VefUFd29V470Feon6OLP8AgYwzfR6uxfUmZa90AAFCQsmfvfd/3UclPYb69kQEGODe2T0moBQCaV3xdyiDWUgas371O18d2AFhbA4ylADgeTmZWqN9733v/vN8/9/tnv5PRsnco52YAo/OA48RCSqctDczMvsfRvpmZmZmZmZmZmZmZ2TvS2DteGBX0IkGGRrw9cntQJNpsi0/kETlrpOZAAJoBOaN+c47hZ64/J9q7smfee7/nfu/7Pfeu7LUNAEkwWouIYItK0SXlPFtddApUped773vvXakZ1TeMr5nr6zjD/BCSLeLoJxiPpHYnEHDk+qvQYP75dbS/lkLU3H2vXQb2fd/7fb/fe79nb4EudaiWQOhI9fFQ6u9g38z+iKN9MzMzMzMzMzMzMzOzd5SnrnlCo4KeFe6fRvaBmJm8lEDtPF/bzo9sWsIo5R+B92rzPzf4ixVXqyO7cs++Z7/3/tn75zG1j0ZU6D6+GFStCEieOuqFBHGZ2h/Rfi01YAMDiBm2I9fI/rizKgZYF9slSFVlEF88M67h+vW4gggyXkzt18j+fd/v+/651wqGLrLKCbTCe87vT2G+030z+z5H+2ZmZmZmZmZmZmZmZm8oIrI6+St9r0n4zFFSD4Jj+D6lhFLZq2Q+U1DV21d2HqBaSDXnz+CKy9dA/EqyE0KdZM+R7u/Ze/asxBwRrbVoW9taa621aI1dobwE3WPEfu5L3/u4lzVFD1KYX2MRw5jXn6F+RERrnOejclwoqpRfWDk+5pKFL6P9OLf3z44A9SkzBbAFW7DWE8RY65AQBAjUOe/neY2EmdlvOdo3MzMzMzMzMzMzMzN7Q1trnczMHLP1I/xOSZkEq1e/8v6q0N9n+72knilp9N6TmzY1gIgIqEr5gbF7/RjWzxmbd+X4yvVdAhhsaFvbtta2dtu2ke9DSQHIFXRXZ4Cy9rRXZta8PSNixuzM+hIppZBijt0BSERELR2osxHKDjBrJ4GsPQoAkMG528BYs0CsGX3OeX0SETObF2o9hDKlntl7l8SIxq1tW9saW3UKIKXMahQAM7OWWcRYRFBVCGZm3/p/dT8CMzMzMzMzMzMzMzOz97O1DegEkb3PuX1lilVif9TE91SX9ux73/fe733PzL13pTZyY2wMzUy61T72pw/S/MoxO4+e2bPP771nz0wEIgLktm23bbu17Xa7bdvWWoOqLv/JnNpXplKINbIPAhyj8KcrUAX2RLC1Vuk+gJy9BbV4YH0QgdFCIJIc0/Y8T+1j5vpVE3DsPyCgcv3q5a9of4vb1rbYtoiobQ4EpVIp1cqDejfnVgEt/BfVzL77/+p+BGZmZmZmZmZmZmZmZu9HQSgAcYTMYyaeglIAOGfjMarsK0Mfg/uf+569N8ZGNsZN/aa8K7fWtswtW4XsQUrHIHtN2vfMh6/MrAUBjbFFu0W7ta0x5mD7aNSvQJ2EoA7tmffR55+SCG7RbhEbW3C154+Ln6sN5qKFegiV6c9R+8rsZ8uAVIP6QQiIOazPQCNIaIzuo1oP6qGNuf1xNpGduENJMGJruB07DcSoASBBaCxGqGskgohga/6Lambf5GjfzMzMzMzMzMzMzMzsDXUoAwLBCEJZQ/AAAIk5ov2ViGuW7Evqvd/v973vs6WeN21b37d+31q7bbdbay1aa9GiVa19ReZHR311AOx733vueyrBiIgAN/Aj2o/YGog9e97VE6nRit/I1jL3e+8/c/+53z/7XnsE1Mfd2nbjtkVjsO5BXwz8Zyb2fdwxMbJ58jIpP0fzRWYQwYhgC3AM6UNAT/RE13yHKAQYEWjsG+8JiBFsjBvbLdot2hattcbWSAICU4y6XACMQASaC/nN7Lsc7ZuZmZmZmZmZmZmZmb2hnVVPH4CiU2SkUlImJFAUqDFTTlKIACEoc9/3+/3z534HIRLBrbfW2u3etm372G6jUX/btra1YLDVTvSZmaPbv+97Rft73/eUIhAZW+ON8RHbj9iagJ47ciToUkTEFrhtuednz3/6/Z/9/rnve98BfuD2o20f28eNNbgfVZKfEke7fo3xC4Ayu5SZmr/SmJaPURFQv6hJ/YgkMqhgaxGtMSJSTLFLPbGn9g6gGvsDCjJaU0bf4p6k8INxY/uI7SO2W9tqdj9aC1JIEKJWtK8IRcCF/Gb2bY72zczMzMzMzMzMzMzM3lCvDvjKojky6dGe3zU2qxdARKOIIANsZItojGAEmUACOSb51TM3Zc+89/3WtlvfPrbbFhHRWoQAKZUj2u+ZXdmVWUG6QKCBjbExtgh2UYk1cj92tQ8Fk+jQPfs9+65MKcggt2i31jZU2X2MSv7x9msXP1aAPyN/kkDdFNasP4kaoA8oIFJBNSJme36O9n70VHUTAIpMKKkOdOgObSQjNsYtYovYIloMY4MBAMjaG2DeLERP7ZvZdznaNzMzMzMzMzMzMzMze0OVpleSrBQykVJP9VQmUNE+GQEGwUbcogE3ivGDLeLH/tGRd2qHWEF4CtJ+33Pfe+x7a/f4bGNr+TZzanb1nn1XdiiBHNX/DEZjxNzCvgbf2+y5B4HWqjhAUkq5qvaJS2pPVrs/Qdb3+v245Sd1yFjkAIKQKM3TjCsSxiQ/NO70qPqv+f5a5QDsPXf0u3Lf7/u+995rY4IWsdXIP9jABgYQgECRIuf5tP4j+S+qmX2To30zMzMzMzMzMzMzM7M3lJkEKBJgZkX7malM9Ir2CRGqmnqC2BhsWzBaxMe23Xv/VH6ifyKz9+zZ0dUze98zg7xH1MHbtrXWombpGQlljexDHcrZ6h/BFgxGjdcz2MRthPYEkREiK9cf4T7GbP18E+qNEWTUqgQe0T44qgjOiTk5DuE4Q0A54n6SDLJi+3pfVfwjhIRSWMP95Fpz0LPf1T9zBvu9C2RDYzRGIxsZGF+zTYBgjHC/Lk9QOto3s+9ytG9mZmZmZmZmZmZmZvam1s7uEurryL0FAQlQTJAKciMDLVrbInpre+qGvqlvyIqw9/s90XuiI8dm9urZWkrRe0SwRTBEpDKhLlVxPRERsdUm9DHa/gMMRkOs0fwEUsqevfc9s2emVLsJjDetlvs1tU8emf8qKnhIzHn6qj/PH4bTu+tZqdfTmg+tivqVPZXSnv3e93ve7/vee1cmAhRHtD+H9aOm/cdDpwiduwfkmX0z+wOO9s3MzMzMzMzMzMzMzN5R8JTjRw22c8y3CxBV288TGDvKk4ixZT3JFiFGBLaN6lvPzP7RtWcfdfuSlKPbn5JUw/rIBISsnF7KBFpwa9uPj4//9vHXrW231hqihtrrYgVJ2LPf97yr/33//Pn58/N+770DaK1t2/Zx+/j4+Ljdbo3tmNWvXF5HoK/1bVp5+jqgevVjfvKI3Dm2L5B6rRBgghKkmrpPoSv3zHvv977f+733Xk+gIvwGhBA19896P8EYZziZxfwO983suxztm5mZmZmZmZmZmZmZvSPOuLrm1bONdn4QFCUIlESOSfccWXm13ItUMAItcGu173z1+av3rp699/rWM3vve++pMWeflISEMFcXtGDb2l+3j//28WOLaKjp9tr2Hpjl9Hvvn/3+z77/s//8+fn5eb8n1MDW2u12u91uHx8ft20LkJot91gj9yMo19PYPi/9/OMAnUoN5m8gCB0a1w9KI90HQCawSyPX3/f7ft9HMQEoBBBiq0y/r4KEivp1VAsszvXN7E842jczMzMzMzMzMzMzM3tDIjSibwaBQIz6eoEKCVmj8iPZh4Qg1wB7td03RjA31oC/JCWkVOa+973ve4Xc9zuAe5ekrsxz1TzJYGtx224/bh9/ffwIIBKhWVlPZmZCKe19/3m///3585/983O/3/c7yBry37at0v3btkFgalbsV+sAarheYxHCq6n9+a/aiGBuVADNkXoShAQlah8AsHL6+qBA7urKe/a997rxpAQF2TC+QowEITJBgBz/FQgCInX9aP9FNbNvcrRvZmZmZmZmZmZmZmb2hv7e7xQCJLChNrZnEK2REcCI9rF2lD9y5qPSXj3VkR0RQTIYBMTG1jZEj9ijbWwbojFuvd0z79nnvD4RJInGH9vtr9vHbbtto51ekEavwBxvT6n3vu/3z/v9vt/v+33vvbUGoEXbWmvRWkRjCHqcgeelg/9lYM5XL1YZgWqonpwz/8fiAM3SfwId2pW7+q7sqGl9btEi4mO7bdE2sM0FAajFExXlnxoUzMz+HUf7ZmZmZmZmZmZmZmZmb+if/ZM1Rw4m2dg2jrn9xgCAFAXUjH3mSPlxyc21ZyqTimhsrTUGgxERkYzM1lveo90ZW8S9ty1zG9E+ETX6H9F4225/ffz4aFuLUOZsxB+7BlSWntKeed/3z8/Pz37f+977ThJARLTYtogtokVkSszL3Z469/W8k/2RqdfHrUOrhEASxbmFARKZwtHUzwLsyF15V+7KrkyIjGjttrWPtt3YGiNACqxcHzPaD6ybNTP7dxztm5mZmZmZmZmZmZmZvaF/9nuADSR4a20LSFA0khGhqoqvsnilyAq5swL3kYFLmepdSmy1nXy0hoZo0cTIUEoNsYGN3Nop2q9cP4IR0eIW24/bbWutMbJWE6y9ADin9qHM3Hu/7/e973v2ntkkkq21LSIighEMMJOswXqN4J6jQP+L2X0+/LR+J1X/PknEuOtK5TWPF0QQZFfuVciPTCiBFtxa2263j7jd0DZEqw/Q+pIkJBCPZQLPGweYmf2Co30zMzMzMzMzMzMzM7M39N9//hPVww/cWtui3aJtsW0Rt7Y1MoSo4LoiaGK06KN2ho/aKX4DItlAJrT37Km99yCEhCSkEpkhbKgUngIUBOs7CTYBPVP7nans2lOZiIYWUbvQY075BxGkGIiAonYCACCpZ973nmvk/0s8z8eTdQ4Gq0tAZO0+QCSrQuD0rtq5YI7+ay07kLRDO9Tr08kWcWvbx3b7uP34K7Yfaje1DTHWKzB43nFAqnaCBKSUlJmZjvbN7Lsc7ZuZmZmZmZmZmZmZmb2hv3/+QzBAXqP9W2u31reIRjYGURPpGhvKzz8jAkD0MQ4PACn13ldTvaAaUCcABEFGC4pNhEgR4uy0F9Cz9x0AMtUFJRoQrFgfIFkz+cEgFQE0okUEGSAk9d7vO7tmH8DLfnvWHRx/jpjRfsw9Aka0D5AJ9A4ABEcUz2AAI/MXlEBCXdpnFb8Aki3arW0/bh9/ffz4i+0j45bRMLYKELmWSoyKgpSkXmUIWdF++i+qmX2To30zMzMzMzMzMzMzM7M39PfPn5XVX6L9tt227ZZ9vNJajGF2kPU1/xUEQFXzPlOZKfWeEzBi9GjB1qIFSdawfTC5cvFq+gdSqb3G/JGCREas8fs1uF+fPrcNCK6pfSgz73sPcWtBnlv2X6r3rZNdon0AgATxCNfH0Zi3jtH4L6ADa2S/z86AFrG19rHd/rp9/IX20bkRIfDcx18fVKP/Uiq7NGN9R/tm9gcc7ZuZmZmZmZmZmZmZmb2hH7cPqPaeV5AQMnPXLmXvfY9o0bZKvNdUe6XzMwsP8iYGg62FCGRCEUQSWek4QdS7MDP5lbjPYJsVknM20s+Se6TUM5F9V+7Srrzv+549JQBBMtq2FiWATaAASD2z0n4g6vNS0BiLR33NOgDOgXzORQNHtB9UhFogFRERAZIiqURUDX8qpezKPXtXdmWHSEREIG5t+6gvtE0IKDSb/DVXNmTuUkId2TN7Zne0b2Z/ztG+mZmZmZmZmZmZmZnZG/rr40OZmZKyto7PTEGZfcd+j2gRrXL9iDb+HSvfrz+Q7cZgC4gBVi8+k8wYjfxEcIzCH7m+joH6AI40X5KO3eVTYiY6dvV75mf2z33fe++ZgOoStmjji9HAEFhv65obAlS0j2PdQKZOE/08fQFzf4HxB45uf2hsBMCARIwblZKSEimtXD+hxohgY9tau7X2I9oNrYUCYmLuQqAUutSR98xduav37HvPnv0h2g//fTWz33G0b2ZmZmZmZmZmZmZm9ob++viRvfeq0O89a4N3jbl2Yg3sR4vW6p8V8M9of9sogi0ggWCCkjI4huOB2WM/GvUnnor2z9X0Z1WxL+ie+2fvP3P/3O9737syyCDaivYZG6MJUVP7qSRntD/q+mvpwFxHsK7jUtr/WOJfE/xBgqzigvoRSCCrJECJREJ7delDCTSCEVu0W9s+YvuI7YZokSGBIo7B/XrjPffP7Hvue+/19RDt/x/++2pmv/P/sXcHzZEkR5KoVdU8UcMZytvDyv7/H7jvsDIjO2wg3UzfwSMSqG7OdPU7QvRjEpUAEpERwRRe1E090X5ERERERERERERERMQ39Pf11ppRj93d093qmWtg/Bqst32G4E3MjK0zSX+2qAexe/T8TYskYYACCOpk4KCu4vszDH+i9nuAHzRBwKR9rSw4b32N7xPjcePZz/fn/q2f78+P5/O5u5e0qs5m9qeQ/0HVQLCBbY/hMV4rBq4Y/jPaN03Q9JXfk7gyf78S/qvAHziD9mfVw3XqV3E/YQ7cM3u6z+IIAORZdlCUQNm8SgMAwITP4gC6z7z+9HP2s/fufnbv7vt+OB/UiPhFifYjIiIiIiIiIiIiIiK+ob+vHz0zNTa6d9/z4rt797a/lOMbJ2kmeX42VwjurXoniyrVkqR6VJXqwZJYFHi65HmPxxNXkk5SvIv6DVzLC2ZOru/x+Fpn8PHc7x8f/3i+v/fzo3d3FwmwVKVaVatqQWWfuoC5WgG+5OJ/nNr31Rhg2jzz8yd1990xgJ/ugT0AYH25mM9f2d0nivdZuyCeHQ1YBtuvg73OYOA+D8/27O6PV7Q/7T9sTxAR8d9LtB8REREREREREREREfEN/dv6MSdCB3ZfVfDPvT/4fAInU+8z+f5zyI3zW49nrll94O2xHvV4ezze8HgTqKqiJLCuEXh+2d7+7vNnXaX/BvbevTe7r2R/ZvYMvHt/7OdvH+//eP/tOfvMuC8VgC9T++sBlUczYzdmf56t763tv0T75yfnhGhw7gCfNl8t/VcQDwAYnD8fSr+L9j+n9u/bRbKopVqgrsMPxmOclQf3ww1/ndp/3tF+Pp8R8Vcl2o+IiIiIiIiIiIiIiPiGao8IQhCX0KitfqiW9FSdevkrqxYtXkH3J4xxJs4H3tsP+Ek/MRtue009VEslSoRA3V32Aj0YWQPCczUB3Pk6SeAM9F/F9T4T/H2WF4iUVFWrVlWd4Xj5yuhpUxBZ591wde2fNP41g//TvbA/R+TH532B1xWDBnGP5J9jkPYMrk0Ero0MPLZPDwF5rpccowfgVRZAX5sD4HPJwUn6+27pH1734OclBBER/51E+xEREREREREREREREd+QP7bEE4sXawoP1FYv1a69PSfaH8Dk2Sv+TOr3zB2Xe58Hpr13+wk/3c/pj36uWm+qpbp3nWdR97w+heGQGt6F/He4bpxGewg6e9mfFPwE6yRQqqpaR1VJJDnAjHtsk5SIEk+0D2D8yu89tn4X7QM2xqahE+Lfb2obZ+zeGgg0DJw3vOsF7BPtv7oNeF3DWZswZ72AiddiBfMq7ocI0+IQJkY0COjcKirZfkT8qkT7ERERERERERERERER39H7k2vpoWVAdUbze2avec7uL9H+nNzcM9M9s7tPFt4z9mz4Ha3x9pTn0fqovViPWm+qR61HaWk9zni9VK4z0S6Aw1dT/5XnnzT7zNqTuKfbXzPukixW1TrpvqpUOlc0drdhYtVp+z9HMnBWIoxhGzNz+vW/BPy+/ouxgbnSfc/9QxhjC+fsmtLgc2q/z936cncJ6FzAGG6TplB4jezjte6ABPGK/M+CBqgoVlU+pxHxixLtR0REREREREREREREfEM+Nfukebe/kyqVCYIeyfJckTMwnpame1EFLqrIaXZjxgQF0LanDXAwY1ZXb2lV76rSSferxGssXeSV6aMogYQpvpz3tQfXzLeWWQAAIABJREFURP21KuBN9WA9qHMyIolr1H7OYP4Id9R+KgFwTdT7xOdnQcF14bq680/EfnUEALR1h/sQaJLCEqoszbiNtudeGFCnhJ/6sR4/Ho+3x2NBHAx4jk/RoIUh2tjw0/P0bM85DkixCJQkqqR8UCPiFyXaj4iIiIiIiIiIiIiI+I5+PCx10bpieVxz6meTdwkGaVv30HyBLg7nAbXWWy3t0mZtXpvZ3zPphGe6Oe4eaWtvVVVVSeeJSqXCqeenqBPe24au+X2c9QTdnuFYJzuHFusH6s16DJdYpkARTZo4xfzuHsxnnb3vqfyzfb3uRQIn1xdJ+W4QGED2wOxBk+2z9IAiqriEWiP09t5+Gn0OCTykh9ZS/evjx9/e/uVvP35ooPHYVz+/iBPtw208e96nf+v9Mb3d45EkSuRZ6FBItB8RvyrRfkRERERERERERERExHf0Yw1pcr403/Mk/K8xfryG3a8OeVumLdvY05IElHm2nD+V9zMej4ENADjh/Z3pS1XrVOlzLZaAgoqQPYau/J2UcEr0ZzwDQ8YCF/Rg/YB+QA9jAXVV3xvECDMYz2zPgJ9N/sY9Nw9KIiSWVGKJFCXzvgUwbNp6jtzqEYEqPMqr/ChUWZ6P2eh9ryAQ8KD+pdaPevzr24+/vf34lx8/MJ7p7jn9/KclwPQAe/CBeZ/9Pvs5vWcGLmCpHqoCZRSuxQnOxzUi/kyi/YiIiIiIiIiIiIiIiG/olNOf3J66tqW/htpf/1zRsq9RfMCkcX1H4EctP94IzkzP0c3poe2xDXsMuk/KbtO2PYDg8WimSqWhCQs0midff3Y/ez/37h5fPfqq0qpaVXeH/mfXfhNDzF2qf58o/FMyfi1bgEgREiRQ1w73v0OKLFIgJEuuanF0d+lPP3v39HgwEFjUQ7VUq2qpBp7XTgCgz5YFcNs9vbuf3Xvv7p6Zs65gUQ9WAYXPaP89n9eI+DOJ9iMiIiIiIiIiIiIiIr6j9yfwWVB/dpoHBV7x90n2fcfivlYCfBpb5Nt6qOoV7Xd3n0F1z5x0/xziddgTg2OfV4ukVCpLwxqtjdEI5D8+3n/7+Hjfzz3dMESUuEqPhVUuDrFh4CwL8Mb0iccvP0X7Js8lXYsY7kvC2BxcOwngJPHXaY/h017Acxs809t7+OH+eP/4eH//eP/Yz+fsPnUBV/O/fZY5eE6RwWt1wTn4jGf2fj08gxkCEmQUsMACXoX8ifYj4k8l2o+IiIiIiIiIiIiIiPiG/PEEcMJu6oytEzLuTejPL+cutL+68e2xZwb2wJJ+rHrjNbV/Qv3u7unrW4/HxpngB2CPxzNjkhTOaLxUruVaU+aQkuF/fLz/9vx4fz7nxOMSlriWHourXGqdAv+BCbsxQ5so8uwCcC1H+BrtX6H/uQXwGBiQ9vXigY3rSjWEKUrkgDZmpj3P9kc/Pz7ePz4+Pj7e53nF856zGuAO9vvsUXAif1zlB+Nxz3Q/93nM7ivaJzUoo8ACz+4D+aBGxC9KtB8REREREREREREREfENcQ8AkCYxgAgRBkRY0DXbTsD3E4I+Dfj37u+SVi2VeqbPvvLqrivd39cP5x5V99zZ+dUAMDjd/qPR6eoHMD7F9f/4eH9/frzv54njVdIqPZbeHqoFyeJcM/gmPeQUYUIipS/R/quR/xXr40T+Bvpc29Xrf32dM7dPoD6H/O3pafRz+qOfH+8fz/f358cTe9DmKdx/vXrug7ym9s/Shiv1P/P6Pd3uPmX9OnE+tagHuMBKtB8RvyzRfkRERERERERERERExDdUKnx25Z8y+nsCXrBfo/wQrlp66mx4z5HOn1apJJ0snTOCgAIbbKo4I8/MwHc5//Srz/9MsfsKvT3ebO/PSvz358f78/nRz7XW0tJa9Xist8fjx1upiuTVry+QMEFQpM3zE9wLEIAv4T4+L5aGjbufwNfeAYaNOWd39ikgyBP3D2bPfu790R/Pj4/nx7OfTxkCpCqpqKIEwnCPYYyvd7w6/e2Z7lPXP5iBIQCsJT2q3rTetB4/F/JHRPypRPsRERERERERERERERHf0KKG1+A6cKf8c0LugQQOR9S1d70JGqKv7nrAcEGLEtmwxBmU2Jiiht16JfoeXFP7fQL+OU39M3Om6m3PbuyZ8bRnxh/Pj4/98dxbVRDrseptPd7eHj/eBBHgOXUSIAxKtOAzQE8YoL9m6teVf5YODEzD19qG8aczcC9Dgq5afRM9vfd+7o/n8+P5fO7ns5+blKgzbX/Sfb3WAgDwfJ7DKeQ/Zf3d5y5wLEnSQ/WmetT6UY/C1cyfD2pE/Or/q+cWREREREREREREREREfD+1ileOfeX7d3H8ye19zcHfDfOnjd+k+Rq0R4ECZOCqoxdpESMMUPYYp4Hf9+B+w57pufL74WmunwbG0/ade8/u3j09Y4BSrbXWYz3W4/EgaN8D8fcJXv/YHODa9v73V+2vAT+Br6+Y15neU/uWMabOn814Zrp7P/ed6/d0syhpVa2qpVon2j8H/PrWd0vBucK5ljpcRQhL9aj1qPVW661WAUq0HxF/RaL9iIiIiIiIiIiIiIiI7+jH4zPJfhXRH6eFXvyaLF/LAHin4zaAAa5t6oG5FgncRxsQEHBq888UveE5nfSeK9K/x/T3zPbAfTXgY1DGWgLe1roeVUtVFMGzif39FiBAEiTPtgKvKB1/zPdxAnXj5+Tcn4/PXoKZ5tBuoYF5pfIzmPPurDNq/3h7W49HrVVL4rVs4MstNNDAhrdnn2YCAASlqrNo4e3x9vZ4ezzWQzYHlU9pRPyyRPsRERERERERERERERHfEH88ePa7Nzxz9oD/mnefvezBM6D/mji/8vvzPXDNxvu86Dr2Kbk3AAImSXxuWs/znjP3HLw9e/qjN7o9kGZIkRijTOM1y/7QeqgWi/CcmgCAp5H/dkL+Uxbgr1UEX0f2v96H1zMbNn3/he81CGhIY4zd06dTwD2wCRS5pMdab4/HY6211qridbTPN7iv2g233Z4+KyFIilq11uPx9lhvj/V4rLU0oF3O5zQiflWi/YiIiIiIiIiIiIiIiG+oHzqt8/AZQR8PcYbrr0ge17Pj64j//Thf+Eqg+fXf66e8pulFERTE+3AYX1P71WXeo/KW4eHQECDwrdaPWm9Xrq9F2gB4+vjvFQh4RfvXKoQ/vQX+2uf/Oan/OeZ/wngb082fp/ZPLg+QKtUV7dfjUWtJOFX79rWogRhgTqiPaZ8FAnNWB1DUVce/XjjmWIn2I+KXJdqPiIiIiIiIiIiIiIj4hv73f/7HPVl+CvZf/fkqUmRBInUH55+b2QO4Y3H/bi/4r7+7np6t6wEMIF6T9q83PYPykPGgWKtUr7/bem49t+ptvb2xHmYN1MazYaMH3Sddv0b35assYP4QifPnf+6zIP64mz3PpRr3qoHPxN9fc3+eagFSknge5D+71STPFV0BP7wxG254YOL8/Mr+t+c5zUGi/Yj4SxLtR0REREREREREREREfEP/+z//nT4j9RBVhKCSFnX2s1/AokDqLr3H1xn+nzLv29cR/zM6b2PmSt9xDiRcfwraHJ85/UVV6e21EQCwtbZqa69aS7WuaH/Axhgz7r5yeAmk+15+8NnB/1qQ8NPZvRJ9AvxpvJ/gvT4Br27/O9S/ruezjUASgZLO44r2f74pV5cAYGKMPtG+53TyD0x47kd7XtG+Eu1HxF+RaD8iIiIiIiIiIiIiIuIb+n//8z8EihS5VEunFb4eWm/0w3VtZA9fc/EnRfc91k6fCH3wTybf8XVj+xPzD+yRfn6xjbl2uH9Q1BmB12nvf+q5qc0tSoSMNdYeuDGDOVP717z+Z4R/fsLPUP+PZ/c12geuGP5eUXC/5BT7nxYAYnB17N8BP0RaEliqcxt5Wv3xeo2JsxeB6AFpYnCl+33F+aA99vga2d/TAhLtR8RflWg/IiIiIiIiIiIiIiLiG2rPgALp02F/NpGf1nRrq7ZqXXvb16KKJFg+ETgpXoPp14b1V/QP3DX7Q87Yg9/l01+n5K+6/q9V9yYhQldrPg3K4FxV++fLWSnAMQmemn/+9D7kq2jAPxcL4MtJ/1d+ivivTn6fqXrP1wvgZ2W/x6aHM/xnb3CG98VT23+N8l8v8szsvT8AaOa5n2QK+SPir0q0HxERERERERERERER8Q21TXgMktMusMhmL55cX0/WQ3poLenBWlJRlgoiIZxq/S+xuXQPwZuAB2yw8VmOf4J83/E/rql9e2zTwJCk7AIL9Hn4dczzJ7BOWm/YEEmfGvzPQF6EdC8zoM/vzuuvQ/3T+P3nKf7z7ZXdewY9bsz4viKeGf3z5rZnAIPjuY5ytiA4BzmnavEM8VM4CwPO2obuJp/2eG/yw4Shc08iIn5Nov2IiIiIiIiIiIiIiIhvqF9V+obANgQUtMmitrRYW9rqR9VoTdVSXQXzIMSfp9uveXTgiu3ZuDr75w+T+l+/fp3aJ0BT50w+p/Zfe91j5qwpuN4TIHym9vHHqX29KgT+/07tn1RewFl48GtT+wS/dAb89Mo71//nU/uD1uDD1hgGv0T7b/m8RsSfSbQfERERERERERERERHxDf3Pf/t/bBO+U3PTV6IMQ4Bn9ozp3ntrL6mkpSqVKImiQFAEWZJQunJr8GT/JcKgr4r+u5b+8yQMggIHhj02gD4peKF3T8/0fJYBXK3/xF2Tf6L1rym6gd/H6n/g3z3h68uX7wEQQwy87ef0c+9n793dMwMXKapUkl7veFYRkK9lATR5WgJkFrioN9bWQk1Ja8q2SJE0iPEYPTD8pe8gIuJPJdqPiIiIiIiIiIiIiIj4hv7X3//HacL3eGame2amryfweNye8Wz4A2eb+CrdXt8ulaqqCl5cOq8kLcKkderq72j/sygfhjkgTcK0z7m475n37pOiz7Um4LVhvWRcTf3Xa79OyfNqyP9jLv67RN+vf8/f4esBAMDEwA1vz55+9n7u5/aMT7QvSSqdZQ74usqApAien19vRKDMB7SpNxXqsTy7xrZ8Ttpuj+EZfKk2iIj4FYn2IyIiIiIiIiIiIiIivqH/9ff/MTNXrL/33teX53Pv/dzt9vTumTmhO4GrTP5K9llVj7XWPB6rHliLHrGohboSbhEQv07t/xTCn6F7GjTuaH/marm3+8729XVY/577J+7A/MrUv7To/7eMnyP9P7qPMEDf0f5z+mPvj70bHsypC6BUVWfk/qf35Svd5+uNCBS4wDeqVQQaXrCvLQOMnkbbcCfSj4i/LNF+RERERERERERERETEN7Q+2lcZP9u1iC5u6GE9pb3ryS3pnpzvOfX9MDy0YQre8PI8p95mHp43YFVBJ3g34dcg+x19XzvT/xMnDvc1/m58Pu6kXKo6j1PfD88Zdx/72ljgvN6D/rmW34DP5Z5/jdfUvj/f/zpVXmc7dnv2zO793Pu59+49gGmUIKmq1iqqVMXSPafPkkhKJob0WdlgcKBxgQ+KgonRdUMIuGdTzWdTn/cK/+UNi4j46f/VcwsiIiIiIiIiIiIiIiK+of/8ICESRIEDmdqlprbXs/ZH7dX72fvZ3b23Z2zDc4JxDDy7p2bXVs80xuB4sACBJq9J/c9g+p9E1Fcof+bxdUbhr3T/foBkSbpy/VrVNtloGhiYhu9Rd4OYa7r/eoe71/568nrHn6P9z2z/y6m1vftU8e/nfj57W4Soc1KlO9qXTrQP1ak3kHj1FWBs2mxwrHYZCxQLJSyROusfPN6q1up64G4pOP4jH9eI+DOJ9iMiIiIiIiIiIiIiIr6j/3yXpCqKVHkJ4rDaa2Oes1bt936qi3t/NKf3eGZ6D4wZ2AO5ZQsce2CQ5uNU9hM80/ufG9D/9+dDsnRH8ncqf5J3kZJWaZ10f9ndGAxOtG8bA1+LCO5/+Ps3/H3G/7v3x+//YOCe6e7n7mfvj34+u2mREgqkVq1ViypWsQosntT/VPQTPvfJGmOMtuZE+4LEVfVYrHOvaHtrtZ69Nn5anJBoPyL+XKL9iIiIiIiIiIiIiIiIb8hLQ1qUCAEiRBMABZb4IFFUl1Sr69n72XtPd0+fCX7Pq9N+Zvbe7+TMdPfuLZx8G2cGX6CAogo4qT9ACgZN0ajimdenQQA2RRZpQQLpq3h/4G5Pw00YnnM5oL+uHuDnFD4/f3aeXnX8V8R/9/N/2TSA4OkNmOl+Tj/dp7Tgmr+fme7p7r13LQoSRZ2NA3wdAKQHmC/rCHSdqs59pilDAwA6uxdIWkvileyL+aBGxC9KtB8REREREREREREREfEN9d8e12T7FUQDMgBfQ/OS+BhV9VL1rL179+7ezT75/XCabk97ZMzuD7v3/pD+oTqT9iUJlHRa64sqskhRdSb7RaJEnI3qi5wxPDM+FfwoUzTPdP5w3CfenxnYsEHzS5Z/ruWK58F7ep8gfS9FsDEen0P6rFK4XnX9qUjA3TPP6ed0Y67dBWyMe/eu/fF8ikItLIMcaIgiydMgQMNDmIShubY/WB6CNjHGc6DTdkCfEy9VCQDEPxYPRET8VxLtR0REREREREREREREfEPzt4eNz//gnlq/wnEVsFz2eqv2uKv7+Wztwe497d3uD8wH5+keo6dnP8/YOni2m6+qWpLWWtKqKlWRS7WIRZZYqiWJXOaClrnRY8JdKpeNOgl3w5iGCbfBwT17f7sm9E+ur2vynqTupn2dV9tnUp+2YQ9mBj0wXwciLRKY8Znan8Zr+N7ThrGfzydJAw+DpGqEAQckrmUAwH1UgmQB98nB8DQ8fQ34kyhClMrFU+qPTO1HxC9LtB8REREREREREREREfEN/XG3+dcW97r3itc1pU7Ty2yjwTEbM2CzClOcwnTPs/cet21P2ySpVmtLml5SVS1VSUvrbXnshfLdGyBijDOIP/acpn1dIbtBnpj8NYOPU2H/0/W8LsED0q9KAlwrFgADZ9L/eiXv//zU5X/92p/3haCo4Tk7uGfYTzzPTgCn3b9q1UxJknRV6l9MD3AWJlyn5asi4LVi4JzbdbirHiDRfkT8qkT7ERERERERERERERER35DeN3Al5WdneV4N8Feof+LuU3dvjiVLqKJBdJOakbCEN/q593Pvj/3c07s3uj32THNMsrupqmqpVF3t7lnLszy2B6oxG9zGHGekHrDOpvPkdZY4o/I+7fpnJ/uxcUf3BGDrawXBlenPPUh/ju2zVkBnPv+1KgDntpiArdGaenggQwOfkf2zfqHbwBjjmZndq2qtVaesQKoqSSSraoD2nHr+a8uA+9zOU5+vhmc8wLUCISLiVyXaj4iIiIiIiIiIiIiI+Ib00TibygtUUaBJCvg6634l4iSHlAQb69Tcj+1Vsujix8fzvT5K+ng+OR5MzxnfnyGwSUKqXVXSox6e8dgn2YctF9hgGWPb46vM/lTri6ROTs4rqL/i+Zk7pr+G7K9EfHyvTPicyPed8V/p/kFCooCfN7Y/awAIFWrNWAMJMwCvd95jenrcMz1dex1Vj7WmyvZaS9I52sa0h7j2CiBJiXelwLW9wLmiGRtz3YSIiF+SaD8iIiIiIiIiIiIiIuIb0h6SlGkK/gzA+ZqAv+Lt1870PAsBBJAawUbp7EuPGnhxzDFtGM3ucXt89+bztMyPh7P3JmBPz3T3kkTVOR1fubuuEX2OvFBXkz1A6trC3jSI8wb2Gbs/jft9zpz4Q6P9mfb3PS5P6Bzwp2j/iv/HshY0Kmgos1A+1QL8fOnY3X1aBsau9sxa61xIqWxjjN7nzySJEqhXUcJ9YmN7ZnrOjXKy/Yj4ZYn2IyIiIiIiIiIiIiIivqHHAAINGhzg6oMfAxjeW9LfeTOu3wDQVY1PwHPC+T3o0WBB0KrFh6qvif85hxoAZ1j+Cvqx9+5u8ilSVJVKJfLMrhMgr/B7qZZqSYsqqSjiOnNcixLucyIGGM+rzf5rz/4/yclJiJSoz97+qw/AA1BSWQ+Jtcpc0qhb9Vp/YNwj+AANz5yMf2Z6965dpaqy7R63RahULkmFKdSZ3L+rCMb3af68Q0BExJ9ItB8REREREREREREREfENrWvzeeDMq9sY2GgYxBjGveG973Z6XYF7kQIBPPeenukNuwyCpeWqASyCtDDwOewZ0O/uOU9mpscwTh9A1VpVVSddB3ByfVEP1aPqoWrVg7JKpAzi9OiTONG8BA7cwLjPGD9/jsg/i/tx5/olqVgEeQb/+4zOn3UDYpmYqmKDM+WaqXsbAHtOt//1HaYHxMxo9yZVVZIkX4UFllgoeZZVroJLKkAmfXUknE6C5PoR8df+Xz23ICIiIiIiIiIiIiIi4vvhlXwDOIny9ez67mz5PnfUDAAQdA3Ig2cLeQEYo0f3CyBejxIkFAceu+Hd89zPvffed3ru89+xLbjpOhvMz5naP+m+WuperZPu66ESte7gv4QCfbrtz+y+rdHQEElBr/L8V8G9T7M/eI3sU3pN7WPG5HmpyAVJsLWok997zfXEPuc/0zPTV4n+nJF/A+pp8UT7TQwgszCaWVXlKc+SClzkyf/PHgOvVQv5oEbEL0q0HxERERERERERERER8Q09YeCkyCfgJ4EB5tqu/vOBVyA+AxAGdDrzyUEBxtmrHtfm9ide5wnLz0i9CVBgLZGSSuq1zuj+2HNq+k8Gb8/ZDWBAmGaLm/uDepxmfqqkJRVVVctVqoIXMSoQA8EkQInS5272Z2eAmZlzyvyprP+sYTDgRg+mMaMBwWKZhkXiLIoA8Ur3++T60/u0EXh8rYkY4GwP0EOM2EQb3RZnT5/NBc7XRRWuDQgEinBd1QgREb8i0X5ERERERERERERERMQ3tDEnzucppodJmvAJ+H1ifl8V8afIniBwgvgTndOuqxf/LBPgldCL5jV5PrTPGwln3L9UXT2HPXbPtGc87TmHP6P8noEtsEiRi1XSoqrqoaqqh9cqL+IBDFWyzvw9r2hfX6N9nzKCZg+I09iP1+/u/3rG3Z7BmIZwygBO6q5T/X+OaWPsnj6P5+7de9+bDsxcnf0ejNBkAx7w3HmyAPFK9x+s0lmyUCUVzw1MtB8RvyrRfkRERERERERERERExDf0joFJQ6augN/kCfHpkyl/HWrHPb5/ptVFgBwLJAXAr2gfBDCff8xr6p+SIEjlNWV4rgZ798xz+tnbe6NgmzwZuz0zwAYIF+qadB89apXrgXnQD2MbD3CRReo0A5ya/btpnyBsdrNfF3WWLvj09Nv3OoYe9GCG87kpAM8hvx72GvV3T7dnd0u7tqS9ye4ecDwzGJj3vgb3agkAaFwHL2o0VbVQJs/qiqKsRPsR8asS7UdERERERERERERERHxD/75/oySXzOIqWqg7xgZOI/yIJ+0ew+D42oJ+Trx/2vepku/o+u7wv17jE/njs/f/DL27Cne5vYmZeUzv7ufe072v0ffL9WY2wDnJNz0YGc/BGlR7oRd6Ya9ai2sBxSq6aOlebnCuw/Bc1ftnsYJ7QL76CdjWgAMYJEXoVQOAu7p/ruUKvvY1gMilwgLJJfXYM3PaB+CNKXhjGtdyhvP2Z9WDgbbt9sDEhkTJ5CTaj4hflWg/IiIiIiIiIiIiIiLiG/r3/S5JVYVa4yUvuFCLVPGMpcuQgRkMMAMYM56rJ99ASWeY/exjb/vU+J8eesNz5/oGIJ7pd/Bqtqdo6uxb3zP7FervvXvv3c/ee+/x2b5+PJiTxtNC08OZ6hGmoMUW6oH+Ib8VHjxD/C6BwJmyH8OmRcxZd+Bz5gBg06ChMdszJklQJM9yhzP+b2AMzrWOgYBxXoYSyaUan0Dfr+UNH9PyPGfvGfPabeAuCoDh9sxwgIZ51j8MKOWDGhG/KNF+RERERERERERERETEN/Qf/V6uQhXqIa/Bw3iAcxJxCWCBHIC8OvU9Pp39tsewffXT6xpDJ2nzirPtV3TNM7Wvs4H8WQ7AKpYgUTQwM9O9a/X03nvv/axdu55Sjze6Z/oag58BcDXbmzZ7BBVarjfOLvZwrAYWUKAAgbxOA8PPP4c9/sz+aXDs84Qns9fnnvd3cz/oz2gfwF2t7/U6MwCfbf/Vm73ZVPcp6R+fzQZmgLmL+seg7R4AIHBP7f9rPq8R8WcS7UdERERERERERERERHxDGx5PDwQ3sTx79rPWo2pVLVVBiyxTAA3ZPPPpJKQr4Ae2p9unrx68GvoFEPIdct/RPkGCAk6rvu0xB4QBAjQWKNxlAlSpVlXbjemZPVfA356x+6wvAGzP9LTpE5n7tPrXuRBVkUUKxJhj99A++wvozNwDwDWeT/FO7G0Sd06PK9X/fHZH+zx7DZx/zzqI87q5Xy3wQZm1RNMjn26D8QzcPlUHM+QpP7iWRqSPPyJ+WaL9iIiIiIiIiIiIiIiIb2jD9HAsT8N7Wq2l/ahaOg89VAsqsMACdNL5a+d549Tvzxg+tfzi5fTXg7y3lMeVdhMmryL8Hp/2flzd/qIIDiWhwJJXVXu13XB7dvee3tPP7j3t6ZkZnEl+E4Nh90x3r/3Us6pKtaSSiipKNk0ZV6hvFyjorEugKEokIZL2tD3TJ9F/BfYndsd9RTjrHb58+Xylr78q0hR0VkrA9hBjz1lgYW9Pe9ruaV8/99D5oEbEL0q0HxERERERERERERER8Q3tM3N+dpf3CCS5pI+qpXqoHqpd9WA9qEWZV8YPEgLNMyv/dLenWAUs8vTzS7qSbuAM5eNM6cNnXH/Gc21FP+0BUFUsliTQpEsn+B+g6bMJ/bP3s/vZW725n9N0b1z99uOGAaG7tZ97UVXSFe3XkpbqXqYgAecBCNcFXY0D0qkNqJ723u2eU8EPvBr5v4zv30P7JM+xvgzuX5duCHxAdVUXAMAQQ8xZsjAj955G93gwY/g0E+SDGhG/KNF+RERERERERERERETEN/Rv68dVKu+L7rD3AAAgAElEQVQrfvZdkt80NWCPaqRmLWnxDL6zIPnKsBvenzvCv2rpz1fz3nAer3/vfJy4t7c/vzon0FeYfU/Dg7wG6gUWLVaJyyijhDK3uTFtDcb3ce4dBAAMGsOBBqRVJk2ZEiieDH6aarDhJppYRoGGBmhgXiP4fJ3WWQiA12Xzldjfl2rDsHvG4znf4ST7rz8SMIAgEjTE61HiaSkYJNqPiF+VaD8iIiIiIiIiIiIiIuIb+vvjx5wie/s8mTEwhhs2NaSoll79/MW72R48U/4DN20A9Bm2x123T4NXnm28Bt6vZBwAdAX8JGiDY6N7TlB+pttPQz51R+clLkyDBS5zgRtszobGr2j/07VSATBpcihLZ72CQIkEh9dbNNynIYBYp5WAbrrP5fDU7Z/zJ3++mbyH9c91XnUEnrNjwMwAECmSuC/w3ClyAIEiCyyxzA02PHCi/Yj4dYn2IyIiIiIiIiIiIiIivqF/e/zosy/9zHZveNtzgn5PA00S3NI6O9bX1Wx/71tPQn4F9p+Z/fmZCdCGr6/HXdF/Eu5TWX9G56+3NsAbJJI6IT9EcqTBDLXMD3GZ22p0u8Zz9Q7MtHu7+6xWmDnt+QOSdNVUuepU75PsO7RfwIPo8YgDgQbR8Jna1xm451W9/4r2PzP+Lym8r7t47u50t87lqHRV8vPVbjBEAUU2WMQSN3hy/dch3/N5jYg/k2g/IiIiIiIiIiIiIiLiG/p7vTW7Z9qz1a216/q2Z16D9iQNtMftHop94nbhCuHP1yo9arXXEpfKrqsVH4R9D7Xfaba/5OBz7UtP/H5jedqcM28P0gR0fnKm3aFCDXHyftvnTcbe6D3TM7u79+4Z3534NDAeDIjPnewJGNJeXdX16L1mv3mXybFgXl35Z+r+ntr32Tzgd2ftk92fLP9c+7X7AKWz3GFOmwEBmNeNPjsILFBUiWeZwqv1P9F+RPypRPsRERERERERERERERHf0N/r0VytGcyu2XPi8N4zZ+Tdnr6b7cfTBq8wGyfYBq/Rd0mrVtc81kyVBRSu0n4Ad6jPa/4eAOYOxE9tPmwQp/H+cyTer3Qf5HBI2zZtDmQuyKRhy9ffUSA2ZsNPz/P5fOrjuXd398x4znYBMwPCMyau5nyDklraWuvx6Meax5vqX1hvrEVR4me0D+KM859GgOtsP6v2SVK0BY7GcwX4593ts8wA4FVxcI4pQCRA6/4f6b4V/yef14j4M4n2IyIiIiIiIiIiIiIivqG/11vLDY+9Pe3Znj39nH5O7+sxu7u7x+7pGbfn1doPoFRVLNVjPWbNwJ7hOvm2cObUv8Thn4P7J9K+yvtPtH+F4j+dpe9VADRA3vX+ZdgnDT9BukVRkgRyy1t4ut/18Q694+OJ/fRz269sfa6mfd9LGQYkSpTWeq5+rHn8bT24fjyqKF6P+1rgq3zgCvZ99iW4Tp58le7blmXMvHYcgK+dD3BP/p/yA/EsHpDuTgQwn9OI+FWJ9iMiIiIiIiIiIiIiIr4h2ySLFAk3BjOuq0TfJIoseUlddYr67ZnxKbnf85wZgqAAz+4Pu6eftZ6eNXuplmpJBZYpUGRB5wn4avMHeU4G5uec+ud5ni++wnTY8NXhD7z2uueXXe8Nw2PYIh9V8FtJj6qeGZ5fuu3GtA1sjM8A/Zx+gmlvNIY9a6DyrnXKCUQR1Mntr2UHJkBfb+/7yTnPe0T/WgtheM7eA3dsf29VcK0ZuJ/4LHpgov2I+GWJ9iMiIiIiIiIiIiIiIr6hj2lViapV0+B4entMUOaD5dIDGK9TZT+nRh7s3e/vv/3Wfs6zSJky3f3RbT71qJpdqx5rrVoPVFEFlFnUg7WkRYlVkkgMMTw7y+PeXf58MTD3RvXA65dnPv6V7V8/HwwtzQy94Y1uG3ap9KaH18nYx+cxz5mefk4Xtac/Zo/RnAEwHvfMvNeoZ2q/qXRQRUksSmT5NO9TJ6S/9iswBp6BAZ/b5rGbHNonzK9rdQO+XCCvVQzXugQ6H9KI+AsS7UdERERERERERERERHxDz+lVklhVDft5heW0CyRFgdSJw6/N4QlSe+//O/bHtp9lCCTw7P6Yfro5hdmceng98PbQWlAZZT6oH1pvWG/Ao0oSJAxhYgwbni8neNXe219/5C/R/s8vhYmhcfYXeM42UFJdSwiuqoCzTKGnn7uf81y7i/vZItmep9metntm9oxk7a3nUp2p/WIt1Sot1UO1WFVnzwHhy+m6BzMn4D/RftMtTsGQBF2LAe7y/XtjAt9LCzC+diKIiPg1ifYjIiIiIiIiIiIiIiK+obblaVi2AUlVRREDY0i9tpa/toUHQFAqqn9sz5REkjob3qMbPTYFYOBt04PpwZSh8bAoEBAgV8E6JfwgBc89lv+Ff/6Cq98ePF+vs/ryV/x5NQAp8Z64F0nNzEydcfkGr3xdGm2P3NvTnp7pU5pv9IxtzRnQ76a2tFRbtaSlKrKkggTo7DQwoM2rrP+cHymCX1oJTkuB77IC+/qTVz9/2vgj4q9ItB8REREREREREREREfENjadn2A3SgFY9xBOej8cG79F4AcBrE3ig8OPtjeTj8Tj7wc9YXezNebo00hQp0fB4Zs6bkbMLy2hz1MMa8suygXtO/57CP1+uF5xpePt+gjsFP/E8TnZOkDBlQgAkfa5RuAJ2ijRVslEAQMkl9/Isz/YZ63efLv253nHmit/HLfJJFlXnq1RSsersNSBddf3Sad0nqWu9wVyXO2cHgi9ZPmBAhkiItK/Lioj4NYn2IyIiIiIiIiIiIiIivqGxewbT3matkuqx7Jk5afyZkD+bx18B9fleJN9+PN5+zMzsbU8/Wy12cdRiC5t34D4zezyDPaS3uYEFTc1ofCb+v/gMs+8xffwc7f9+KcBrZv9sW3/G3a0TpVOCCH6G5K81ACVdT91lL6z29M/R/vTs7umesynB3RkAD8Azoy+yVEsq1ap6rFpaq9aqgiCpJEg05FPRfw5y39u5BvuvhgSKgM7yA18/i4j4FYn2IyIiIiIiIiIiIiIivqPS8LTtT2nO6LlNgANgxveM+amyx52sz8wZTMfiSJ5pNIrowqiJJy3iisPH7nG3d4tusMFmd7drPHOi+ZNg8xrFB17//AoC99YAJAFzTMqvQxlfnt+V/qB41eULrlNjYK8T7dPtabSAp4GBZc/cRwA8DTQgo+UWS9Oexiz5AW960YUqWKeY37g3EaBhkjS+dglcz37uLMjnNCJ+UaL9iIiIiIj/j727W2wjSZYEbeYemQApqfrMmdl5/+ebnd0501X6ITLcbS8iAUKqqu7eM1ettk8QCIJAIgHyzsItzMzMzMzMzH5CDEIodYtUC+8D8Dp7+bu7zweTkqpqzgkgM3OMYAQjyJFEgBFUHFCgg5pVVVVrQr26ZzXRjGZ0lLrVvSbXH7PpzyP8+j7d/+OIexXwB1flPoNkAA2diwQEtVYyT1I8N7Z/pPsIgGCAAppMqMEGiyphEgwxUUG1mi1J7A6q71sFSCAagFqNLlRrqqMrM4IREUEmY2MMMkCAa7UEgTh7BO67HaxlCKd2sm9m/zhH+2ZmZmZmZmZmZmZmZj8hbqNnrfw+O1Z9/TmYDvSZ7J9F9CS7+ziOqpa072BwZEZkQmRAEajoTnaoiaaAOtv9u7qrmmpGITqqq9bx17T9WaT/fR//6uLX72L++xtYuX7gXGDAFaO3QAkqCS1RDVJYRf3nLPyK/e8d+OfsfgOCmtHdxS4i43xAdK+p/fuCh+6QultayxPWGgK2SiIRneyIeZ4UgEuMa27IHJFxnmkEmPdGhDPPr/V5tVqPpQ9mZv8IR/tmZmZmZmZmZmZmZmY/oUk1VFU9C4GYGZFSz+45jz6T9xZE3af5pVZDkkCQYkgBBrgFACIaaKkEqqrJiXsJQEvUuxVddyPinN3/3RnyKdXnvZv+fft5rs3o7wH/PeaHwG5ErFl6AGu4/nHr3oqPtZjg4RyYh4oIIqkAEKBY0RLWQode/7q7u1a+fy/ph9SQWgSgOtcrkAIqSlnIUTlGjI7IkYNJKMDzH9DE+gRXsI97a4KZ2d/laN/MzMzMzMzMzMzMzOwn9KWOnkffjj5qak71UQWgS1UH7mXzax4+MyWNMRghKTMz4uyQr1YLgQhkxAAKaLAZk4yzZp8A4xy0/zHEP6P9H8bz/1Pz6muNADOCZxPAfWXA+7b1XJf3Fv/1lVid+uogAqjVIhAMxFrOoNBqAlgBf+uM9nt9uzL/xxz/uX7hcV7VOA5w5BhjjMwxti1zGyMjGSSIexFAr7oCfr9FgZnZ3+Ro38zMzMzMzMzMzMzM7Cf0VnMetzre+m1uNWbXMSdJCN0V54bwERyMs1UeAKsgZWZExIrMW6omGGSSjRiEgGIkY+1kDxKMYMQZ8J8k4ZF+NyDwPdq/l+evbP5x93ke311Woq/1LVZcn+R9Ul9CExT6/UnB9bYiIoKMx9S+WAKpFfCTzLW7wP107sl9l7qlUld3qau6uqtLVffsX/esHyUdpW+tjNz3bYxtH9u2jb33kSPPT5jrCYLW23n0JfB7j3sev83n22b2r8nRvpmZmZmZmZmZmZmZ2c/jEQy/YU5VV6mOUjc0q4KxMvBkjEzEfaT+vmc8Iygxkk8l/agGg8HAGtPnI8KP1X9Pgoz75Rzc1z13B3HG/O/D+veG+zP5f7Tw4z6ar/vttdU9zmvd3yTXa98frx9qAHiO7PPM+ElAIqT7VP+68JyoXwsI1jHWKz6i/dlV6sma1etjmWvwvruJFdF3qWrqmBEx1aPqqNo1ZvcYIyMyc62rOF+Aa7OA735rP/wS//BHZvYvy9G+mZmZmZmZmZmZmZnZP71Hov+4rhFKKshMAKXWnI+QG7HC79AdgMwcIEFB6lY3WuhGtxoQ0Suub6HVQp+BeoCISEbGeXme3X9aJHBP8v9h69y6+75cQCT1iPsfJ3+/fh/1l4CmnnoAnh55fxYo5OO1nqP9s+f/XDhABKkMJjGYjdXSr0cvQR3zuB1H3CQ1MdVdx3zr25wZIzMyMoKMtQHC+vK+gALfD+7/4a/VzP7FOdo3MzMzMzMzMzMzMzP7CfXIyuCWmAVhFcsHGYgIQohgn7u/n9H+iFz5c3VNYbXOh4TuNfCO5xT9KU0HmRERmZkZuRYQUDgvxCOGR9+z/aeJ9T99D2eFvgCgUWoGz2cQeIrp8bRA4aztx1kLsPa1x+P2d9G+KMb7q30X7RMogSJXVwFTqVR0SDy7Dh5v4Xa7fY1vouasAkqFWcQksPYEyMyMyDFGZmamMlJ9f3H+CTjXN7M7R/tmZmZmZmZmZmZmZmY/IV0SR2Jmjq271l7xAQY7OzhY3WRVs7qjOyWS27YF43brArqF7l5B9jk+L6G1xvm71VILUpCI95H9XEPpjwH6dT54jLi/e8qtV459P/nnN6J77T4lnWX86+FPMX2fu9h/96JEA4AIkVwLC+4n0WvE/5zaf5T/C+/RPu9Hi6aCEpDr3AL3On+SBDkiGihIcVRVd1eX1kdFBpmZkbl1bds2oFQnctwrA5zfm9nf5WjfzMzMzMzMzMzMzMzsJ7R9fFEBjaHsecwZwoGGgJLQpdm9smehZqkbQJAZOWvO46g5Q50AI7SidKjUVXVoHnPOqqqiBDCCGRGMc2Qf328e/yi2X5E77//JNYi/nNUAayB/3fO0OOD8Hvekf315LDvAfWwfAtBQiEE1FFTcw3NCIopQADoH7/ndmZ5f4/79veEfAuJ85fv6gnu0r7G9XhEjj5rrg5lzdnXN2U8T/i3NKkkVEVUzzqn9/X4s/92a2Z9xtG9mZmZmZmZmZmZmZvYT2j6+9hSbWx8zKBxVhe9m3NmtrqnWlqVukiNC0pwrn56jlYgV7a9J9+6eXbPmrFk1qyvAJOPZme4Dz9E4SUI8x93v/+/R/urQx1O0r0eMf8/b3+P884u+a+VX3wN+AL1qA9iJyPuCg3UoUSIUjDXkLzxvbo/7QgStxz5dgNUCgPVunqf2OTaOHLisaH/OeRzHuq6qte0BhFaj1B3rSXGP9i/3UN8Bv5n9GUf7ZmZmZmZmZmZmZmZm//TOIPzpevv4Um8VN+0dIqrFORtTU1Kj0ACBZKDRUZDGGEcmhuoucUbQIAS1UN1VddzD/+piJMj37eQfhfwkhfNy5uBA/G5f+RVvv0f751tYEf3THP6P7/j9Xj2+l6SShD7r9MWGmorQ45UBKECxhdBjBcK9R+A8JLVG/L+P9uM8pceuAOeNyIzBPWN2zVnHPG632+12i4iV7qOqu9fpPVYI8PtE/w/Bdf1mBsDRvpmZmZmZmZmZmZmZ2U/p8peP89vsbxNv/cigH5P3KyuO94b8p2FxgWBGMlccHhBFNVBSdc+qo2Z19bm5/cr1xxgjY+Q92V+HOi9ngP4ciD9dcD7g++J9/GGkD6zlBlxh+0r0IUpNQt1qtZ4PoYYCSiDIOFcYrH58qNEtgLj3CDxS/vuzRYlqPlX+r4oAAOgze1eHFJBCyvNDycxtbJzM7qrqFe2vFQv3d/Ie7T+WQzyH+mZmD472zczMzMzMzMzMzMzMfkL7pw/8fJufb/j1tmbu17WkWUVhrFl8CgCDZxovQQpyZCC2EAiiz4C8tNr465gr2m+tWDpjLDFGZDIgPY52jr7jT4fT/+Ds18Pv5fw//CxWlT3ZqzEfknh/EQnsPuv6IbUQRABiJKE83ylJrLdUvaL9YDAe9QLnWUhCN5roVje+i/bvewYQ6KASyNVvEFgfCTdm5XiO9tf189v84YP5/bdmZnC0b2ZmZmZmZmZmZmZm9hP4fX/79ukFf/3S+6bg8271grqbWrvR//EW7wQzgljF9Of+9Q08p/ut7ntEfbbxZ2ZkRgb4SMG/P8s/Gtl/Tq+fnvKcaeuHY4BBMoKAiIZC6HMxQUNoYLXeC4r75Xzy6uUPgoGW0K3zQ1OsrQeIiPcTkFggQEnvw/zSfQT/bC7oiPUxRuT9I1SGQi11r2S/u7uq9PtP5mlk/3l8H27jN7M7R/tmZmZmZmZmZmZmZmY/j0cePD6+6i83fp79eYJAsCWBs8UjKERERmTmtm3bto1tI1hVaHGl/qtzXmqooNk1VbPPC1biTkRmjrEOMZgjkitcr4bOwX21EOfjn+hxdeqzr159jvs/pefvJfYdZwFB36P96pqq6r7VcZt1q6NbDXV3REQGI7YcY2RqG7HuyxACCipBEkEERSKop7OTgCaaOH/WQJBcj5IEAsz7uoDzNHn/fNgAkh3nG/nDQv7ffhfq/zC174DfzBztm5mZmZmZmZmZmZmZ/YR43cbH1/h0w4evUEPSnJBUFTnZyoyMXD36+7aPMShUtdAREWd0DUqSSl3q6qrudVk7069AOvM8zmAkkw20+tGmv9J6rfL8NQG/hu/X5alxv+/p9w/RPt4H+kmc5fvq+3S+1mqDo+s2j7d53Oa8n3BzLWGIGGOMGlv3OAsGKhEDSFAEiYACCKDP/QOAexzfqw3gTPfxSP+J1eW/QngSpN4zeJ0/BBjnuQeEp4KE+9fP/Fv8x2xmcLRvZmZmZmZmZmZmZmb2z47kc8f7GQZvGa+X8ekFH156lo7Zt6rqmpNB3lv0xxq437aR2XN2dXdnJgKxRs9Xtq0u9eye3VNd6mDECrXXcbYxcgxGIokW+T6cfibzj3vud98D/vUACHgk+o+M/57sP6J9nasNiD6L9wuaPWetaP/2dhy3eazznF18TO3XNkZt6m3k6DEyM7IZA6Gzqv+M9gkFHud4Xvr8cNeo/Rm5n1P2667+XSsBzuUPEQEyIiJJZmS8/xwA8D/+gZF9Z/xm/+Ic7ZuZmZmZmZmZmZmZmf0kvtugnfjy9hVfv3zoyvPH983gI6nOxgDGVKZiKAAiSCoDQs+WxAwEQXZrVh23o+dk9RAS59D/JcdYdf/sJpoMiBExcuXxBHRG3rqP6OscjF9xtQCIPxbV8/7c+0MWCS10i2d0Dqql95UH3bO7IQDBCHL15LO7j2N264gZuUoLDsaIGGtvgsiMyLVUYaX1ui846OaqITg/yPMS9zdIgtAa2V/bBIiMIDIRLAHqVsVEonnEekvrlxXxp7m+p/bN7MHRvpmZmZmZmZmZmZmZ2c/gMbv/yIY/v33h29fXFrrRa296AOCIaKS4TQ0ps3N2QIpgUpSO6uNQNffMy4aImqqq43ZTF1tD3Bhbjn3slxgJoiR0ExUUwGAyzyhf9x3pz53rv8/p1ynd7z0b7MFYob/4PrXf5/i/urHK+DOQAUJSSYdqqkpVapBBZgTJIINESeo6qrh+uJYfREZuIzNzyzEytxgDIoNCaKX7YgsS7ysUCBJ6nDbXOoXSCvcVLEBBjcx9gOyjajZmbR1QoUGBfR6tn35lj4wfHtM3s+852jczMzMzMzMzMzMzM/sJkTzmoXlb5fLU+0R8RI7QODBKo3uMjtFBIRIjG5hH9+w6ZiYD4Ih+w5zzuN0ERWsTL8g9xnXsW+YAUd0CQgDWEHwgSXRLuifxeM/ynzN+vl+dk/prywCA57IArOv1jbqlWeezY3Xha2o18Pe6MZhrx4EAQwigu+ecs0prjQPBYGbmyG0b29hqG5s2pAAxMgCeuwgIrTi3D1ihO6jHu7i/owYFEU1MQsQYwcsgOdVztmajSlOoZiMENokAEHc/DOs73TezB0f7ZmZmZmZmZmZmZmZmP4kf6txjZF3HW6E/69Zz3t6+3d6+1u0zjmtoi9w1XnIfY8sxsOUMTHR1E4jcEomRiFyx/D3EJrna+GNkrh3rI4L3RvmzY//9xjl1f7YK3MNqvp/zGZmfwflj6/qn93Ue4jwwIwMaojpjlQQIaKm6+1EDEFyD+AkGEECh0I1Wo8/tAYTu1pSglgSphezOqsgAUggR0Jqwj/tUfeD8Sujc50ASWoW1TUAkNULQcUxIfcyWGBCig9UKQX3fjwB/UMVvZvYDR/tmZmZmZmZmZmZmZmb/9FYerEewTZLcrhd8eLmx6q/xhrp9+fb19vV/9/EffXxCfsxxicvLuPCy83qZW7zV8bW7Si+Rr5ftgpxbV+BQnUX/QQAUBUW+W1P6sRrlScTa3R6CGmqtbepJMtbpPebRiRVlnxG3fgz+36f8HyP+wYiMHCKK6oDQDbS61YIARKyVB2Mb79F+ghQClHrtTFDQRJe663wZVXfUzDmY61mh8/SCzMjEesNARkYizm5/dYMltAiOHFs0OauOeUhiKyQmtaUiK9gihQYZIPgY2X/u5P9hgt/M/sU52jczMzMzMzMzMzMzM/tJ/BAJ75cLPsyOebvkTXV8+/r1+Pa/cfzPMSsu/53cub9u17rsfd1n6rgdX45jSluMHNdrXt54a96657mxfMT6SiAy8x7vB/Oe7cf74P590L/x/YqDp2h/jfnjEe3jHuBLz6H+gwASkTkiEZSaanSvV+nuR0FARo7MfWxxj/YbQTFASSIAHF3VR1VJkKTuzixGRiQy1tsEgwhGMsamLdggmAzmFohgJJM6enUAgIwRObYJHbd53N6qektGjhgDW/bYtI8QQDTW+P/9s3sq5H98YP6rNrPF0b6ZmZmZmZmZmZmZmdnP47nXfdv3uh4lfBn6Nro2dmMgX9QvORjjFvFtC4RCa8AejAjozLNx7mtf3Q3pnNpnYHXO32f147wm70P4a2T/ARJ0xvLfnyt+GEnX+f+xf/0a/f9OUEFkKtDVU310HV2zavbZLhBkZm5j7NuWYOiM9lPMFe0HALCjSoUuNFfTgFRoNM70X+I92g/GRhUxqA6W0M2gQqBClAJKElyfHcUgEwSZPD8iXbZ63fqyqYUABAbOT/Ce7v8wtW9mtjjaNzMzMzMzMzMzMzMz+xk8J8ErGB5jbJe9W992fL4Sn/ax8S+3+cvcr3nZtu23S3Zq17zcBGAPvuTo5F5kzeM2j5iVVapWi+B9MD/AzBGZ5+XM9nEf6V9V/PdC/kdcLzym0c+v37+Fpzn9czWAfnAW+6MCTR3qW81v83ir463mMefKxjNiG2Mf22Xb36N9zgSTAQkBgKFSUYlSkxFggIQg9HrtbpybBnSQkxrUUB/ogR7q6GAkO0KkmsFkYG0RIGTEddskRQQzseW8juPDVq97qXstVMjIyNeIzHwO9Z3rm9kPHO2bmZmZmZmZmZmZmZn90yOpp9r7dWNsQ7qAoZf92zXHLy975C+YHwojtr5ef3uNG/TxW8VbDXG7jtfL3uT+1rgddavKmtJk94rl7/Xxycixcv2IXLl+kI86/bOKX0DfbwA4O/b/JNd/dj5FEtT3uX9BABogUEQRN/Rbz2/zeJvHbc6j5uC2RvbHGPvYro9oX2jEREzWGe2T1DmzP1UEIVCQGtW9gv3u9aJr14BED3aqkz3QqXpE+yNygJl5vq3uwdgi9z0hiOjg3FjXcXzYjg+boILUyhHKLSJ+P6/vjN/MnjnaNzMzMzMzMzMzMzMz+3k8p8JjjHXX9nLZf/nAwoi8Yv6bmDm+bdvXPdVs9qwZSAKDgZFxu0FdPYs1W5Nd3QK4OuMzk7GG9XlW8RN8btHXSvHPL3i+/7uzFX644/GoM8j/7gE8n1KU0FO69Xyreat5dE1VSzir+Ld9jH3b9rElwEZILVFaWwUguBL/DnRydp2H7u7uRrG7z6UF0Pv7aVQ1UNRUp5pFRDI4cmyRI3owNsUAhEjGxkBERVfyLfArbm/M3jZQiBCQmRqZmW7jN7O/zdG+mZmZmZmZmZmZmZnZT+KR6+Oe7q+0+PXDh+Pf/6LcwN+otyQvsY2RVyagpJA9Aawd6CUBHUJiQkfXoapeg/v3I0Y+cujnExB0ZvrntwCBIHSv2P++WuA5uefjKU/3n0cg77cAsoCpOtRvK9rvWVorDyIztzEu+75v+z62fYyQALEa4KrcB8kgGBvZAYmlBoBeg/tSlOAAACAASURBVPrdUd1d3RXV3ZJaavU655ZU1VJ1IygS5Mi4RY4Yg9wVA9gQgzkZ3MZxiWPg64b/p95m45KXx14GyNQY63Pl7/hP2sweHO2bmZmZmZmZmZmZmZn9PH7ocl+Z8evHD2zN19ebIuq3DO41khHYqo8j6hjzUJMKKFoKKkMjqnB0HTXPne4f0f7IFe7zKd3Xir31/Rw+V/U91fUc7T9u9PfN/I+lASvKF+4F/jpfRkRB1f3Wdat5q3mrmt0CImKM3Lbtsu+Xbb9s2z42dkuFBhhiiAJX/UAyBJDIxirgP6P9OqP9qoiuru5Sd1M8B/sloBukoCYARpIRK9q/KDZwRwzEHhsx3y6X2vLzpi/ZsefHT68jx9i2bdsyc9u2H+b1He2b2e852jczMzMzMzMzMzMzM/un9xyor/x9hfHdTfLles2I+XL962/f8PnA7HEbW8c2KeVn5MxcKXdIlCBVsJNHa1YfNc80PMiIyMzMvOf6q4v/3l2v7+byV+xNQmgI6jUz/6fv4ofv+f7l8SQRjT7Ut66j61DXOmwwGGOMfdsu275t28gc5+dAaWX657GCwQgEBIJsBbD6+rvZRapVFcVodnVPdXU11BDPFQzne15d/S2InJxJdkeJHbnnWD0Dt9Rx4e2a2mP7+Prh06dt27ZtG2Os6+cFGf5jNrM/5GjfzMzMzMzMzMzMzMzsn9vzKPzvc32SkTnGUCuue19y7pizeavxFpACyDHASMRosFXATNzIW+OYPasyM7gK7+/JfuZ3A/sA3pPu9yj+nOwHWBAorjn896n078Nsvc/wP4b08Xy8cxVBQ63u9aMgEcHMiH3b923bt21kJgO41+zXmr1/WjzAM+mPXqe9thNAgIEUlUkxmmr1VLe6pJXu95rwB9a3Ahor/m8AR4tikp3sbfQet0vcXrI/7pdLXF5fMs/tDNaNRxXCH30gZmYnR/tmZmZmZmZmZmZmZmY/lZWad/cjNh5jrF788XKpDy89b3PO8fXQUdHIPcYYDI3SVlB1Dczk2+Bx4IBmd0SAjIyIjJXuRzAicG/PP1cTnFP7DK4BfUZkBkiAUgn9HGDfJ/vv8/qPZF9nqE8+dQCcj2k1qrtWUQBx7lMfMTL3fdu3fd/2wYgg1gKH6q5WdasFnWcWBBSNbsUj8hex1h9QUohS3OP87oJWul/d/Yj5IQFHz27NqtlNBcFUDLIGah/HNet15y+vl8u4XK959/gFeV7fzP4uR/tmZmZmZmZmZmZmZmY/oZUWZ6aks/Kd3F6u+nit4vGm+PVt65IIjhwjA6kasyR8hW6hr6G37ImViGNF6PGY2l+JtAg97wbw4zms4XSSXE3/fEzh3wf+V2f990/UD3fpfWxfQmOF9bV2vQcRETnGNsaW25a5ZSbWK7aq71P79wCfEPneK3AvGsA5yX9/rcdagvukfkmlXtF+qVtrXl/r7Eo9wRZaXeIhZYg754ZvG/my7Z9ex2XbL9f3D/A+uP9Dxu+k38x+z9G+mZmZmZmZmZmZmZnZT+is4o9Y/fwAJO3Xiz6+dPHbb7d5QX/kjgwwgwEEIsnJnji+an6uo3pONe4h/cgckRmRa4r/8Vp/doOPsyACCvWfrQL4I3q/PuN3CbNrzjqO45jHrNlVaiFBrC59UEC3GqWmULN6zq5uCCSCiEBQQQHoH0+bj3/3+xsKaF0H0FCSzWhJkAiR0SQQZFWrCtUz+3POLzmPkTPrEnrZRo6xbeM50f8hzneib2Z/xtG+mZmZmZmZmZmZmZnZz2n15Wfm49vLy4uqNbb68tafvyGmlHshG6MYCBIgDunzPH7FG+dBdQAkk2tiPzIyGbFScIE/7l+PVXj/CPbfQ+vvo2s9rn6PZ80/tFL985+kWXXMOec85pw1aw3PCwTvvf9ASa0uzVYf1VXdBa6m/JXuU8E1bv/YFAD3aD/WVgD3txPnygIVFGBDYjcgQhRIESMjGCPH7ON2Ow4ck5oDurJekpd8ue7jsm/bNrZt5fqPQn7P65vZP8LRvpmZmZmZmZmZmZmZ2U9ipcLnbvekpBUbS5IUEfv1wozj9frt87fj1y9KREe+iQdHrUSZQh3db5jfdGTXBiXO+DkzV66fJIW1Jf1KyNcMfxANPKbegTPm/320fxYJ3G+cQ/L8oYUfAnpF+nfVNWuuqf3ubjUBSiEGI7Q68VvVNdXVmtXdaCkJYo3sg+znl7oX8J+Xe8B+votzcQEINNiAGLrvGsAgyEkFY0PeZhIU8Db0tjE+7PGXl/HpdXu57Pu+bdsY47mQ/w9H9p3um9nvOdo3MzMzMzMzMzMzMzP7qfyQED/S/cfm7t3dl3F83BmsG2bX0cqEZqvnW01gbtRVDDDA4Ptlhd/nTL2EvofyoAA9RdJauX2ruwGuYB54GsBft7879e++rKPoDPjVarVmd82qOXvO84drnQEQ57lpPRrd6D5fggQJQkRDreoqSFQTZ8q/nh7no9eNx0lIkrql1urhv3/EABgcJBgbIy/JS4rXt6h+jb6Olw8v1w+v1+tLPonvPXJ9T+2b2Z9xtG9mZmZmZmZmZmZmZvZzWok+gEeu/4j2+bLrlxfk0JeqeavZc6CPrj5udQhzC70itNroA8GnFBo4x9hb6BWaM0BxjbZT91hfLXWvaB99D8ghCP2I+fG8GAGPNv+zr59r/YBaqm61apnVR63NABhBaZ0rz/UEfeb63WcKv0r4SQUKmt1TghStRK+6gDWXf39ZADzT/TPW71US0L0WNaxHEAhCwRgxEIgRunTv+au+4sLx6fXlL59ePrzu18tzrv+Hg/v+izWzv8HRvpmZmZmZmZmZmZmZ2T+3H1rufy8i1nVmSsrMcb2MT68ch3jrW9XEMWtqlm63eRNrg7pRTYmKyHVhBAjpKdoXyCCSFCmIREvdhTMPJ7qAQAuPkfc/PNGV6a/L41XIlaOvdL/V1d3VXaWqe3s+KAQQuK8JeLyItFYLgERQgSYm+tZ1U0MawABC55h+rMUCUDxOaSX7a5mAVriv788aJAY4GCOTO+dLzg8jFeOCD//+l3/7r/++bdu+78+5/h9W8TvdN7O/wdG+mZmZmZmZmZmZmZnZT+I+Ua91W9JzbPxcy79d9uP1ekhfvnyJOP4y8Gln3dBEQzVnzaoqnZX79x7+5Zy7B1q4l+zjvmF9PGbxVxt/EYBCFPgnKw/OhD6CQZKI0KMEnwhBUHeTXPF/BDNiRCJARmZuObYxtjFGjpGZkRAUgN5Pu0hBpT5qfpvH1zrOaJ+PfQeQjGQMZgYTkRFxn+TXn3zgJOO+oqCkHnlcsj5cxhiXocvLyw+J/iPUfzQg/JDoP359/ns2s2eO9s3MzMzMzMzMzMzMzH4qzwE/njL+Fe2vwf193+vlCuLbt2+3r28X6hLAt6hESd1dx1FzYiXQkTyn089cX/fJeLSQeQ++SQjnhvfn5DxYBVEdYpAr9v9h7J33XD8iGEHea/UhQZFqdUS0mr3S/cjIziaDwRxjjLHluuSIzAg1EDgn7FdMTjUwu281vx1vX25v6h4Rg0xExJnrb5EVvSnXyoDzuX+U7q++gDjDfYIQMZN13Y4Pe1z5MuKHHv7Hngg/TO3DAb+Z/T2O9s3MzMzMzMzMzMzMzH5OK9THPSF+Tvcvl0tmXq7Xlj539141Cl++NVGqmrPebnUcMQa2bY2lfze1v0L9fvTeA/epfQJ9PkxSC0QLQTAYQfxRVv0+tR8r3RceywcQUkT8fmpfkTyT8vE+tR9jRCZTAUmKp2gffU7tz/ntdvv87WuvaD9iMPLeBFA5tlXlf76l+O69/+4Tvk/tU4SIGpwvm3657h8ul5GPHv7ngN9V/Gb2n+Bo38zMzMzMzMzMzMzM7Cf0GNZ/fAtgFfI/ZvclXa7X48PrW3/5v9/ejnHr/dBlKqjYssfG3CK3GPsYW2YEATQogc1oUSqA3TpmxDkdDzSFNdPeQREKkkgizuCf4ioCwLohnNvZ9z2Hh9aRWlVSVddR81bHreahnoRGjLHtY9v27TK2y7btkQmgu1ZjAIWkCJACqnXMutUxj9mzODtWl4AEdEFTukUc2zZGbxjZnYpkJJmMHEA11YQSsZGDGUoqgvkl9fWKby/4/Kq3nCOwj5HbGNs2xnjO9X+o5Xe6b2b/IEf7ZmZmZmZmZmZmZmZmP7nnqf11zyPdv1wu8+OHW8SXql9/4+0r2JlvuuyXXbmVXjovCkbmmcFDBBlsQAqhS1WtqgAhBKAgzmp9KDAJBBIkGKutP9hBEFrXkkrdzW6W0GslAAmIkqq7q+ZtHl+P221WdU0qImLf9svlZb/skRtzgCh1lxogEMRaWEAKOFpHz2POYx59TFazFaERkProeXSJHN0DSoox2YyMLcaWuUVGK9AhXcGdsa3TRKLy7RV/fdWvfxnH6+DrNraR21gy85Hu/+HIPpzrm9k/wNG+mZmZmZmZmZmZmZnZz+l5cH/N6z9+lJnrztXMf3u5Kvj57Wt1VSK/cFSk9uvBl5uuk8pApCJW7XwHQ4RAoTU1xWMmtGbkEYE9yEBQoaJEbCKAAEB2kBkKYkX7sxqtKhwTs3HUOSjPULSoVs+at+P4dhy3mgKK2Ebktl2u19f9ZQhDTKE0a1ZVMdcx2MEGmpjQres4jnlMzeJsCimlUK2a8+24TWBAEYhQN0FAcd10Aa4RSQ1oQBtAcEOAo5FgvG36/DGPf3/l6yUv27jsOf5gZP/heVjfub6Z/SMc7ZuZmZmZmZmZmZmZmf38HjH/uT38Uy3/esD19eXll0816xt0dP/2daJuUOzKoQASDDAbarJbkLq7u0PK5LhukHqqpTVxTzJJARS6FRKBhpRU874wgE3gsbX9o13gqagekgBJJZWq1Ks5QAhBkNQtUZAEVXV3t8hmE4FuFlTUUXPOOau6q7W2BYCIZjM5uF2Cg2QmSZSEFqRiF2rTUY1GNBqs4BtFdO/d19Ev47eP9XZNXLa87JeX6369bNu23aP9H0J93BP9x4dvZvZ3Odo3MzMzMzMzMzMzMzP7yT2P769QH/d0ee3+Lul6ffn0l19IZuav3Tf99uvX2qCPZCKDDCTFZpTU4FFzzmNWDWaMjduGVs/qOSkEMYAUotECtLr8u4EGJbakoJIi0U/nk0kxznQ/yEYLZ4Z/B0jS7J6zqiqKQIgUW+dD18oDFiY11RM6jmNWzTmr16MAQFBBQW77tsWFwQkVpFJ0t1oAUzq6x1QkIhljRn8JHKF6Zf+S9cv2dh16iXHZLi+X/bJf9n37myP7j9+L/zjN7B/kaN/MzMzMzMzMzMzMzOzn95wiP+/1vlr6JV2ul7/8l3+7vr78er1292/A1Odvx7y91cCeYCIC2UBJDXVJx7wdN+yXMS58uaDVb7eDxdYGABgCGyxAKKjRBUlUsiWJEhHkfXY9GBGKEfE4SQAqCAIEtXQO3EtAq7rnLE6CAULoqu6WdD6QKulQHerjHNqvrnqMy/d63eS+X/brxsjjuN1uR82a1VXVElmIqhG97dqJDTM4E9+y9BL9lw3/7QWXvFxi//B6fXkZ29j2fdu2leg/R/su4Tez/zRH+2ZmZmZmZmZmZmZmZv9anjd6X9F+Zq4f5RiSvn39cszjW+vQ29fkb5Wb4kLtXSATDHJD7MhmjsgkQTRR0LEq+tlCSGKLJbSIQkiEeuX0DRAgEBBAECQRwVh9/iAINRoodPV5kRSMjNgyRwSFEOI8FiNizeOvXQEEtrqrq6uqulotkhEEMoNrtn4bY4x92waorC0DnZxCid0dmTkyMpnZmW+puqB29iX1irhyXDNeL9tlu7y87Jfv5vVXtL+un1dU+I/QzP7/crRvZmZmZmZmZmZmZmb2r2Wlyyts7u4ffnS5XD98+lStsW29/XZ87d9q379VvwlvMyMCDOSOYO4bEhFsYnbVnDWPrhCSvaUAqlvVqO5Y2wBAlER0AACBboIQA4hVJAACAiCcywUeuf7qyM8tLjn2sW05tsgg1tR+gE3mSHaIKAIBCC2tpwpayxkyOMB9267X6/V6HZlqsQWpqC3RYgVLKXbuW+5b7vtb6i1w2zBfsj5u/PTSL2N8GOO6jes+9m1sY+X6v4/2H6sontv4H+UBZmZ/l6N9MzMzMzMzMzMzMzOzn9kPM+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TRAMAS SOCIALES • N° 04 | ISSN: 2683-8095
17Chacón Sánchez | Niñez y el derecho a la comunicación en San Juan, Argentina.
ARTÍCULOS LIBRES
ser actores sociales, es decir, agentes activos que buscan
crear situaciones que los/as empoderen y ayuden a dife-
renciarse, y a su vez, complementarse con los/as adultos.
Esto permite a los/as niños/as y adolescentes mirarse, y
por ende, hacerse mirar por los adultos/as como ciuda-
danos/as competentes, autónomos y valiosos, que tienen
mucho que aportar en el futuro y también en el presente.
Los conceptos como: procesos de producción, empode-
ramiento, ciudadanía, derecho a comunicar, acceso y
participación, son herramientas teóricas que guiaron la
investigación. Se profundizó sobre el conocimiento de
lo que realizaron los equipos de producción integrados
por adolescentes y niños/as, al estudiar los procesos de
producción que son la realización integral de contenidos
audiovisuales, radiofónicos y digitales (multimediales),
hasta su emisión, a partir de una determinada idea.
(LSCA- artículo N° 4 de las definiciones).
El derecho a la comunicación, presente en la ley citada
anteriormente, posibilitó entender la libertad de expre-
sión:
la promoción y garantía del libre ejercicio del derecho de
toda persona a investigar, buscar, y recibir y difundir in-
formaciones, opiniones e ideas, sin censura, en el marco
del respeto al Estado de Derecho democrático y los de-
rechos humanos, conforme las obligaciones emergentes
de la Convención Americana sobre Derechos Humanos
y demás tratados incorporados o que sean incorporados
en el futuro a la Constitución Nacional. (Art.3°- Ley N°
26.522)
Todo/a ciudadano/a del planeta tiene derecho a compar-
tir públicamente sus ideas, pensamientos y creencias por
medio de la palabra escrita, hablada, el arte o cualquier
medio de comunicación. Esto tiene que ver con el reco-
nocimiento de que cada ser humano es un sujeto de de-
recho. Cuando el sector de la sociedad -niños/as y adoles-
centes-, producen y emiten programas radiales, ejercen
ciudadanía, “su construcción está estrechamente vincu-
lada con las transformaciones y reestructuraciones que
se producen en el ámbito de las políticas públicas” (Was-
hington, 2011, p.3). Estas medidas son consideradas un:
conjunto de decisiones y/u omisiones cuyo objetivo es la
distribución de determinados bienes y recursos. Es un
proceso por el cual se ponen en juego bienes y recursos
que les corresponden por derecho a los ciudadanos y ciu-
dadanas, individuos y grupos. Conforman un espacio de
la interacción o concertación entre el Estado y la Socie-
dad Civil. Son el resultado de una suma de decisiones
consensuadas, necesitan de procesos de comunicación y,
más particularmente, de la comunicación pública com-
prendida fundamentalmente como “poner en común”.
(Washington, 2011, p.3, 4 y 7)
En la medida en que los/as ciudadanos/as, ponen en co-
mún con el Estado, es decir se ponen de acuerdo con el
Gobierno, y con otros grupos y se apropian de su situa-
ción para tener control de las circunstancias, están reali-
zando un proceso conocido como empoderamiento, tam-
bién llamado fortalecimiento de las capacidades. Cuando
los sujetos de derecho se empoderan, logran sus propias
metas, con el fin de mejorar su calidad de vida y de tener
mayor inluencia sobre su futuro y el de los demás (Del
Río Sánchez, 2012). Esto les permite a los/as ciudadanos/
as tener mayor acceso y participación en los medios de
comunicación, los que publican las medidas tomadas por
el Estado, las políticas públicas consensuadas con los/as
ciudadanos/as. De acuerdo a las definiciones estableci-
das por la UNESCO, el acceso puede analizarse a partir
de dos niveles. El primer nivel, se ve en lo concreto cuan-
do cualquier sujeto puede escoger entre diversos medios
para informarse, como periódicos, radio, televisión, in-
ternet, etc. El segundo nivel, es la posibilidad de que las
audiencias interactúen con quienes producen los progra-
mas (retroalimentación), la intervención directa de las
audiencias en la emisión de los programas y el derecho
del público a comentar (Rossi, 2006). La participación
puede analizarse de acuerdo a tres grados diferentes: a)
la intervención de los/as ciudadanos/as en la producción
de los mensajes, b) la incumbencia de estos y/o de OSC
en la toma de decisiones que tienen incidencia en, por
ejemplo, la programación de un medio de comunicación
social y c) la contribución de los sujetos de derecho o de
colectivos sociales para la realización de planes y políti-
cas públicas de comunicación (Rossi, 2006, p.6).
Los medios de comunicación masiva construyen mayor-
mente una mirada sesgada de discriminación y que ex-
cluye a las voces de la niñez, adolescencia y juventudes.
Así lo expresaron los/as niños/as y adultos/as que expu-
sieron en las Audiencias Públicas.
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