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<resTitle>Historic Exploration Licences</resTitle>
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<searchKeys>
<keyword>Tenements</keyword>
<keyword>Exploration</keyword>
<keyword>Licences</keyword>
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<idPurp>Non-current exploration and retention licences in Tasmania</idPurp>
<idAbs>&lt;DIV STYLE="text-align:Left;"&gt;&lt;DIV&gt;&lt;P&gt;&lt;SPAN STYLE="font-size:12pt"&gt;Non-current Exploration Licence polygons across Tasmania, with tenement information derived from the Tasmanian Information on Geoscience and Exploration Resources (TIGER) system; administered by Mineral Resources Tasmania (MRT), Department of State Growth.&lt;/SPAN&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN STYLE="font-size:12pt"&gt;Non-current licences includes licences which were registered but never granted (e.g. application was withdrawn, lapsed or refused) as well as licences that were granted and later ceased to be current (expired, surrendered, renewal refused etc.). In cases where a partial surrender was approved during the term of the exploration licence, only the final area is represented in this dataset.&lt;/SPAN&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN STYLE="font-size:12pt"&gt;Exploration licence polygons delineate areas in which licence holders are permitted to explore for the listed categories of minerals. Exploration licences may be granted over both Crown and private land, so long as that land falls under the Mineral Resources Development Act 1995. Mineral exploration activities may include: geological, geophysical and geochemical surveys, drilling, and taking samples of rock, soil, water or other substances for analysis. Mining is not an exploration activity and cannot occur on an exploration licence.&lt;/SPAN&gt;&lt;/P&gt;&lt;/DIV&gt;&lt;/DIV&gt;</idAbs>
<idCredit>Mineral Resources Tasmania</idCredit>
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<useLimit>&lt;DIV STYLE="text-align:Left;"&gt;&lt;DIV&gt;&lt;DIV&gt;&lt;P&gt;&lt;SPAN&gt;Create Commons Attribution 3.0 Australia Licence&lt;/SPAN&gt;&lt;/P&gt;&lt;/DIV&gt;&lt;/DIV&gt;&lt;/DIV&gt;</useLimit>
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<rpOrgName>Mineral Resources Tasmania</rpOrgName>
<rpPosName>Manager Geoscience</rpPosName>
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<useLimit>&lt;DIV STYLE="text-align:Left;"&gt;&lt;DIV&gt;&lt;DIV&gt;&lt;P&gt;&lt;SPAN&gt;Create Commons Attribution 3.0 Australia Licence&lt;/SPAN&gt;&lt;/P&gt;&lt;/DIV&gt;&lt;/DIV&gt;&lt;/DIV&gt;</useLimit>
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<dataLineage>
<statement>Non-current exploration licence polygons are derived from the TIGER system. Boundaries are based on map coordinates, geographic features (e.g. coastline) or administrative boundaries (e.g. World Heritage Area) and show areas excluded from the licence (e.g. National Parks). The TIGER database is updated on a daily basis.</statement>
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<mdDateSt Sync="TRUE">20220811</mdDateSt>
<mdContact>
<rpOrgName>Mineral Resources Tasmania</rpOrgName>
<rpPosName>Manager Geoscience</rpPosName>
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zcrM9KEI1KUW0WTFpFmhewuVE4Ux3EciGSN13H72P4uTyOucYxzUtnfDUNAnlXO0ZQbjnGBgj35yPfGPU1xOmvHHcteJdtbT2yviRjvVxvGQQTyNh6LzwK1k8U3Hz2I0yR/OyVAyDlmIyOOVz+XSmiq2Hk37up3Ms8K3CW7SKJXUuqE8kdCf6cfQcVAQbR/PUFoXOZV67c/xDH64/DvnkdS157/WbGKaz8mJJgBIjh2I+U56cDI59gRxXWrYSEYF3OBj1B9s/wCfoKq5w1KTpJc3UsZVsMhBVhkEc9R7f0+goBGRnkemf8/54HFUVRtOwGYvbHqzfwHp27H/AOsOM1o8EA5H5/h/n8hxTMWrFeWFp5UaOQowzzgNwf8A9WOPoOKSW1ldVVrpuGDcRjqDx0+mOPoKtJ1/z9P8/kKa3L8D6cfh2/z2FAKTRWMdyf8Al7OD/wBMx/n2/QcU5I7g8G8PPfYp/wA+n6Cpgpz6e/6f5/IU4KRz1H+R/n8hQHMyB4Lgf8vR5/6Zr9O35cfQcVEv2l3lU3f3SMDyxnkd/wCXH0HerjZOMj9Pw7f57Cs83UEF3Ms1xHGTtIDvjjH+en0FBSbZKkL+eJZJzIQpUfKABnHp9AP0FWAWIGM49Ovt2/Lj6DjNVl1Cx73lvj080f5/zgcc1Kuo2AH/AB+W/wD38X+h/l9Bxk0CcZPoWkBxz1PXj8O35cfQdzTvbP6/h/8AW/QcVV/tOw/5/bf/AL+D+h/z0FH9p2H/AD+2/wD39H+f84HHNAcsuwun/wDINtR/0yXj8Mf/AFv0HGTTbrzJy1vGgyVDl2OMHoOgOTxj9B3NVLH7O+nWzCKZsxqcqWx6cc/56Clhjhe9b91KoEan5iwzyR2P+egpFtWk2SgarGWI+zSR4yN8hBHB/upz2H6CscSX8l/bSFhFczKcqWGHAX733TnrjjntXQ/ZYjj5Wxx/y0b6ev8AnoK5/W9U0sX9jZ/bAsiOQdhyqngAMR+R59qC6T5nZIsRrqVkTGBmJ3yHVkO0scc/Lk8nHA6cDvTDPNbW9os9xEnmJ8mZQOi5/u+2P0Heqdyzae3nXFq00bDOwyHCsvQKQTnPPGB0wK5rTIodV1SDT5Q8kXmZcyZO1SQFA9SN5474Hahu2p0U6XtFdnfIt+8QeK4Dqw4IlUg8f7v4cfhUXlan2lU+pLL9Oy/hx9B3rnL6Y+E5vtFg8q2MlwC1uzFwEKLnDD/e5z6YBNdLp2t6fqn/AB6zBiDgK2ASf/1f4UJ3MqtGVNcyV0II9Rxyy89MMPp2X8P0FRATnW7YzksI1YZ3AgFhx0Uf3TWsf88fh2/z2HrVGH5mgnbnzpt6g54XYwH6AfjkCmYKWj0NLr/n8P8A636CjJHQkZ91/r/Tijr7/wCcf5/IU4oBjLEHHbZ/WgxM37Q3H+jTc9OFPfHY/wD6+g4pk8jzQsot5t4+ZTkcMDx3/wD19BxmpNl1/wBMee/Pp/n+Qp2y7xx5P0y3p/n+XSraNE0inJqaqYrlYmUkEOrFcsucHv1B/qBVltVt9+cZ/wCBIf5N/wDr6DioWs73e0kbW4k3blznHIG4H1Bx/hTPtdyZIFMMP73IcnJKEYXBx15IHH0HFQaWi9ie1vbZ7YZmjGS+QWGfvH0P/wCvoOKYtxAlndW5uULRI2z5xypHH19Pw4qULcWduoKwPukC9/42x2+v44wOKjvo7kxu+YAVjYEgnkEcj8wPyx05oBWuaJuLc9biL67wf8/5A4qlLfWkGjCSS5jVI5FdjkHAEgJ6e3p+FTJ9qK42wc/U9fp+XHXoOKptN5vh6YeQryxvtaI4wx3DH5jH8qCYpXXqjkNV8Uzand2t5a20qR2ry+WpkZfNyCMkjGDjt74FUrmAwR2yMGkjuEIAW7BKkKASQM9Dn6/hVuyjddM1DTlu9iBGcQSBQGJwo28fezkevTHFUZ9NubK4uIzkXMO91coHMgLAH58jkYPT+tZN6nuQjCK5Y7FzT7HUk0FkjtLZreW3eUyM6bgpKZOOo6DH44qGWzjtb5JI7KBp0kZDH5gkEhJAxjI49McVas9T1TSdMmhVY54zuVhJGWMe0YIPz8Zx+nFUtIhu9d1VJbhts8lwZRIsTttC+gXsSQOPSkurGr6t7GjcaLJNqMLXVgLSwibyZAbnzAGOCeh/Qcfka2NTktY2RtCupIGjVi28AA/LlVIYAHPOM/QcVszTm10qyQ/ZwpdCVAZjkEbicDPXg+/HrXFavHePZpcS2K2ayXbBZsgEZZvpjGP0qVJtmKftPiLul+KYLaWb7e1xJ9oYtlkJxzt4HAIwOg9Md66O11OyBjjS7ikgkP7omT5kJ/hI6+w/75rzKCRIbsQg2spICeczN+79T+v6cVpaONQ1SGaC2eBIpHXMeMc7x2wc5PYds1opPqTWwcJarQ9PBGw/p3/z/kDikUc5/p/h/nsK5HSneG7az1AzxmNCzyB2MZHHIzyOcgj2rRguGKvcQ28z5YmMbyQ/HsPw/QVdzy6lFwdmdA33c/1/z/ngcU5Tkev+f8/yHesh9Uuh8v2CQ8DnJ5yB7fX8sCtWM7kBPUjJ79f84/QU7mTVhj9T/hn+X+ewppxnp9P8/wCfQVKw3Hpn8P8AD8uPoKCgyO3+f8/yFADgMjoP8/5/oKdgeg/LP8v6fQUueOv6/wCf88Cs+71iztsIJBNO52pBFh3Y49B/P8OnNA4xcnZF4gD+EY+n+H+ew4pDg9OvOef8/wCeBXHX3jpCqwWlrMk7f6xnXIj49upP4VTn8a3cOoSRWzR3MQx8ohYuDg5BPAyMc9uCBSujpjg6zV7HX2zxw6XbvNKkaCMcuwA/z/8AqFMingn1GdYJUlMaKrbCGwcng47+34CuGvJNW1RraC9t5YLWFFClIuQTtBJ5OeOPpx61Pm50XUDfaS0lzaqAs8Lx7FxjGeBxyT0HtzS5lc1+p6N31Ox1zVE0jTHfrPJlIlz1Y9/oO/0wK57RooNX0iO1EcMlpDCZpg4ChmyRksAWJPXGeDwOlZl+txe3MkmqOLiRk3CO2Ct5XBIUcn2z079auaYun6JYvE1mJ5LmwEwEhXGduflz9ccc5FTJnRSoqlC3Udq1idF0u3+ztcQSTFDcQM6TKuOSV+Yt1U49c/WuKtJo4Jc5bG3dnaHGTzjJHH3RXQ61Klzayk2MtqySTsoAQAnauB68ZPb0xXLh2kiW3+zMS7rEpVRnB5Ax3NJNtanXSj7upswX0V/DY2tzHNLPLcPLnOFIKgAbcj+L8K300i+0yZpYLVYrm1LO6gq2+PI6AHkgE8jOelc7MWt9Qs32TtHbRpKVk4G8hWwMZxnivSF8Rpcagkk0axLBCzMWcMCGwvbr0xx9KmUmtjGu2krLQat7HqOnJ5T7WmxGSmeCRlsEdeM4I+gq3KAJbYDoJDgf8BP+f0FYXh6BpLme8hJWwd38iJl55P3uPpjjtx643pf9db/9dP8A2U/5/QVstUeRUioy5UW1xu5/z/n/AOsKz5dHg1eaS5uWkXDFIxG5HyjjnHfOfwxVycmO2kkGN2PlBPUngfrx+gq1bwrbW8cKkkIoXJ6n3pmPM4q63KI7cfpTt1RI6SRrJGdyuAynHUGnD/P+f8+laskkBz3z/n/P8qzLiGP+1o1YDZcwuCM8l8ryMd8Dt/drSHb/AD/n/IFVL+NnuYTGAZEjd0BPUgpx+PT8alo0pvUjeZpbRVckyJPEknHfevPHqMH+XGasXZ/0Obn/AJZnv7Y/+t+g4qsxjkeOUqGhmwrhh0bPyn6549zgDgUMixxX6oAFA4AP+z/np9BxUF2Lyngd/wBfbt+XH0HFZGowtatHJEziKVwsgLEgHkjjp6j8gO9bKYzz6fX/AD+H0HFZuvLv03CqCQ25cjuAcH9Px6DigKT95I5nxSIv+EihjeEmPfE8jNyuCR64HOzH/AaytZghhMc2nJIJIZPmiePeD0YHcpIIIx/kVp+MUjnvrK6EYDSRAMWUkEq2SM+o5z068dKwr3TFtbyWQwWtwd4ULBIWVnIOAox0zjj8ulZvc9nD/wAOJBbPeXZm8kR/Zzlj5LFQpKk4PrwMY9q7Lw5pV3Fq1rLcB4IXDhY/NyzDCqclQDjj8cY6Vz+jW1tcWkcS2iidvkVfs7EsxjIHPHVge+Ppg11mnWenw6fMkkCx3RR5Y5Thcck4AyeOQPfGPWs5MdaWlkN8UCysrm1gtI3gYSpvlifCIpz/AAk7STtOSR246Vxupa/c3UjW9wRcItwdhCqu6TJ54+vT8M1qeKLeW21fLPbXKmIS84TADMAOOCeccVyr2zF7ZvMjaWRtzEDdsO488de36U4pWuVRiuVNl2DTLK8Mf7xYcOw2qwztGSSQT970xx0rpdIjttJR5PMkSaBl2I8ZKuPMJDZzg5A6jqOnrXJ2UEJt7hNkYkjdd920rKI146Duc59elamoCMaiI4JbmeIwIZJHcvtPThh14x+vpTZc1fS5148QaX/bV1LJOf8ASbTy4wF+ZiSen4f4dK5K71+aLVJfs05g2ycvb5KAHAOFJ28Y6dyTTkTSFvdpmkEEZKrhWJAO/HI57jP0IqOSGGPQ91u0UouZ1WSJjuaM7sggEnrj0Hpz1oWhmowTs0aeleMPtN2LfVWaFnB/fJIVHTglecdO38q6JL+1Iikju/M+bgfalwcfz6/0rzHZ9p1STZD1UlAke7J9cAdD/WrrvaiGNYbGaSeaPYXUFcMcH05+n5VdzGpgqcneOh6kmqBkLBYiR1AlU+g7fl+GBVCfxVawzpA/lo5ZlZmkyqEDgEjufb6cVydkkmktHLNYTN9qRfJjeBWG4cEfl3x6/Wr3iL7RqmiNcCB3jij3BRbjgZGScdACMfhxRzGEcHBS1ehDrfim8voJbeMxLYsFEkiKxcckHoe5GO3txWTpmGup1sZ7dZGiOJjFknjIU8fKTt7eppdJMf2DVYpLLekkayR4B46+gxjr+VctHGRtk2MUxklQeMUr3vc76VGMU4x0NBFkO1niId4yBt6nI/rWu9pd2V7DO9pLar5ZDEOW3kqwLEc9yaurpNvPHM+oMUkECtabQoDLt43cfr9av3SeZfQWqyR7s/vHjhikAUMDgAAbj0FTzIbmm9DT1e4tINJtpDI1yXlGwNLnzMBDzyMZAP8AIVmXGswyadqdtHaywxyDKiOQEAklWJPfJH9BVXW9NMen2sEV5C1vFMzr5pRQwKZP3VwQcYHzEdhWbJchFvYo5oth3Z2mMg8N0wPQDpSS0M4wVjT1i61RrSG8uppIYJJdhdyx6qGGQCD0xg/WsFL1byeFp1hhZIRGWQZ3jON2D347e1dFqF3DqGjWVq1vcqA6P5uwlgViRQB9Tj9MVT8P6SZ3c3SXQjFoXQKwRiR054JH0zT0SLi0o3Zka1qLSzuk0qyTBn3SxYG8knuOO3UdulDaNNDFaX0sqo1y+beHd85G4AMT+PBoiMcUFzG0btcgNtUOuWDZ5AK8/QH8q0LnTreTwxbXkf2hp1cxIr7QhAYkKec9O59aG7WRpflskdBaW4uL3y44ZMLLFCzKDKCqooK7upzt7D6VeuL+wsr6S9urdJL2DCfvYWbPy4BLY47fmR71zfhtrmyuI54hbxTIoIj+0D5gFZD69Tj3robfVNT1e/1DTLaSJC6s7yFwQMhVIUqPw/QYqHucs42fkaelQXNvpsKRxwFcZyXIPPqAvXtx9BVxUuWnhMiQhEbccSEk8Eeg9f6CsHw9drcu1q6TRSxtghJOOgOcfj2/CujhtPKnDJNKwAI2u+Qe3+fyFdB5FW8Zu+4+cma5t4cgrv3t9FH+O3+Qq7mqacajGD/zzfv7rVurRzz6GLa213BaQwmKMmOMIT5nXAA9P89KmilZy6sm1kYqRnPYf5/Sr4Ums64jltDJOroySTICpU5+YqvXNatDUuZ6k+c81XuBKZ45Y0DhUZSM+u38+n9BU2c0o57fp/n/ADxUtDTszKuUnjEj/ZCbeTPmKHzg8YYY/X9O+WW1xc3SXieR+8PyMfMGM7QM/Q9sduPWtrccY/z/AJ//AFVjnGn380yKfs0jqsiA8ISOGx79Djrxj3ho3hLmVramuwGBjnj6/wAuv4deg4qpqVvNdWTJEAWOcAnGcqR2/wA9hxVxFD4PUHkdDnPGePy4+g4zUmNq/wCfp2/Lj6DipM07O5y+oxXFz58awGKS3f7Sm2QEEYw6++QT+J9M1xM7z31mILW3vUSKd5S3VTgEjgdGAzXoN+JvOuHjuGjG0gKMYLGPjOR0PI49gKzNPuLgaXqNm8bQ3EDyTGRDkFypDAAAjBDfqOnNRLTU9TC1GomDp2padb6rZzWtnIIo0/erKBLuHIJ6A9z/AJFdHceIbaRtOSC3idYUeRlY4OODjp/noOKhF7LcJeyz2E7tcRKVlbbujyzAbSAB7cDtisJbaNNMsJEtFMjXEkc/7zlwMHnHAGP6+9ZNJnQ0pPUp6rqME+oXkjWrSid2aMFRlFy3p9evoOlOsorOG3+0S6bNJcOuVBjZUOemOCO3+FUWv5Y1VUXa3lNEWZicKTz/ACIPsfY1cbUC+mQ2ptpC7t/riEJKADCqcdfxqmmbNNKyKiSG5ghtTEkfmyNI3lklm9iox6fpVnVIJLbTlYuHYorqAc7F9Pb/AOtUOlrfx68qWaXK3ccuDyGAOOQQBx/Fx711l/qd0mmpcyQXMUaWUagrErKxwVGdxzjkjj+lDdmKTcZKxwOMW0LZcyktg7doK4/vY+YnJroLeWRdSE7W8bQCZJjZvcAZO7aueMHH4cVHYosKW07EzfuGZYZFEiheMHGRgkjH4ipJbVrm9YX96luNihhcuTxnkDGTxuxihsqUkyxFdi3aSSS3tFZ4pIFWOQbs7UUHPI/L3xROtpDrCxpEkaJKuczrlWwuRkdR+H9aYJ9NtNMMa3GnyXcTNCoCMGYc/Nuz746elZrSXM9rPO5hkWSYZmnjBPUDOducfKP1oRKV2dL4puUjgspTcojwvJDtV1YEHOTlTk8AdhnoK07A3EkF0yyLPa3FjKWMbg4yMH8eenXt61wz28mnXUF0Q0LO5yWiAUAjDDGOmSR+FdZptw8t5rF5a38Lq4dZikRbcpUAYwOPTt3qXG6M5RtFJFXSdIvLjRJJZEgkUmJAwkdHQZbngcgh8fhXOx6b5ckjRXKBUYIm5xySPbHTnn3r0rQLtrKzW3aMPIcE5JHVRjjb+H6DvWHrMFtdX0rwm3+0lZGAWRRsbIGWyAM8nt9OmaFJ3sKNV8zQ2/SH/hHbMLeWbXESfvB9pOHURn5SOvt79Kowarp8+oIWtVgETlg6zMMBuuDjI5z+HTpVy1sHjsIhPfxXHmoylYlzh9hYc4wcDg9+a2PEekqt7YyRvLKQux41jXldyDpjqATg+wA6U9NmSpJOzJ7j7BeWkf8AZSrPIEY+SJc4yVByuR7/AMhXJa7p9haWFxGYlhmXeUMcvD8Ecgdwc/nj3rZfSPs2vlvttyA8SI8wtxlFxgHAHtjj1+tTa7pUVvomoyLd3TgwuwWS3HcHvt49Mj6Co2ZMZOEkjA0wTWuqW8d9IzbQrM7fPxhD/CC2MACrn9p2wnXYjW0i2nlELCwMg6E5BH9etVtE+yyX6JdE2+yONg+1mb5QowMcgH/ACrbx2UviM3Ed0hhePYT9nJ28Afdx3OOnfIqr6ly+LVHHat9ljh0+W2OZWtv3rgkHcGbnr9K7sW+ipaLIksEqiXCwmNZBIGVT7dwe/qBXK65b20sBme7Yzt5jAPBszh8ADjHIz+IxU2k3EalIvMW4Ns5eGNw3zKSuAcDjv+VOSujWa5opodbapaWd7G8ISJhHcO7xhQsgKkopXkDHTH0+tUjqH2zVGcpFum3fO2I8d85zjoBx3puraLcW9skjWttGcNkKGLMcqO4/IfXFZqh11TcEEjS7l2Z5V2BUA8diaaSeqLjGLV0ek+EbZZft2oys8s7TmJJJHLkRhVAA/lnvjiusjByT7f5/z+AqnY2cVhZxW0KBVRQCQMZOMZOO/H9KvA7F5/z/AJ/+sK2R89WnzzciBT/xMIvdH7+61dqjE2/UgBklIiW9txAH/oJ/KtDacU0YTKoYiqWqECxyTwJoif8Av4tWxQcEYIBFdDIi7NMpxyI/KMrY9CD/AJ/yKkzk/wD1qpySLb6jPmOUKyqQUhZh3z0FSC8h7pcf+A0n+H+elQbcr6FoDuagSNZ5LyJujFR9PlHP+fwpDfRf3Lj/AMB5P/if89KjgvEW4uGaO4w7Ag/Z5P7o/wBmpY4xkugtnIYXWF9o3ErgDhXHUDHYjkD8BxVts9/wH6dv89hxWVfXkImyiTBpBxut3++Punp3+6ceoHSp49Tt5Y1cLONw728hxn6D8P0HFZs0lFvWw/7Ol0L2GTBDlRyTwcDH+R9B61yviS0KRpfWyFZRGUuC0v3TkJksc8DOOMcH0FdPFqEKyT5WcBmG0+RJ6Af3f89BVKaS3utRe3UyH7VA6qskRUb+O5HcDoP7vFJ6m1GUqc72OcsNRvL5bdhKu1jEsgMoUbfMYfw8nn8cH0rPe+CQrGAqoJJg06ybshgoOOPTIz71seTPHpN5qTTywLJs80CFcl/MKkgLkADaR0ye3FcY0N1JKYrrcWRN4I5IHygD+Q/Cstz14JSbNPybu7luRZ2+yFI/njjl27kHQnPXOR9e1Q3NreC2gjuo5RsjDqpBQqMqp+8Pm9OD/KtOyurVNKmF3DPKxZ/KkU/KTsQbScg4wD/nNVtU1Nr2dJ9l0UEKkB5zIVywGfzHTHYUalJu9rF3w1e3EEzCxtVluI5THK0oILbiQMkc98fhVTU9QnuyLKXevkRrG0anCny92WyT6fzIrPs7+7BuFicm3Z95804U4PBPv8w+lJfTJC8hjRHV4FVijFuo5IJJIJxz9T0otqHJ71y1a6lkWMduGa1gGPJKIWkbjeSBgkYHHPWotUjXUtVu3gs2jAfGwgKFBYAD6/lir3hjwvNqNwJp5jDa7G2OGDNnpjGevJ4x1rvLjwtZjSobW3YRrG+/LJuL9RzjHr2/DvUuaTM514U5aHnKaVMjRSLbLhnAKvcIxJDAAbRzknIx3/CrU9s8ls6mCRbUXDK+JFG0eYoxt6jn3/ka6W48OJDc2/mTySOXyEUsxB9gSR1x29vemT+Fre9VoluJSsNzsUMUwdxy2Sg55zj34HShTT1JVeL1OXvNMmW6aOKGRoULFVn2ttXqSenP/wCqrRs7rw/czTsFKFWVZLVk5BXadygnjg9D6+tdFPY6pYv5TwLewpuEcfnvIQCpw2CMZGCOB9OM1cv9XtNRudlzYB5DF8sCXEibySRwVUbuvbtwO9O4/avTS6OfsPF84R3e2t5IkG3iTay8AdCe/H5YFaaT6NLLa3oVoppGcuS6n5SOg5x6dh6VmvoDsn2iyihtrfcquJvMbO44ONwHQjt649a6+zIji08KIZJFlkXAwVbAIPTr/kDvSlJJmVTkWsUY1tIZNFgFtd3BbYWeKMR7f9Ww9c9Dj9BWvqtjf3hJJuUlG7YQEUEHjrnrx+mB61NH/a6eFwojsvK+y/eEhzt2c9uvb9B3qxqNzqIezS5+yLbzThVZJGY5wT6AHkAfoO9VuZuWt0jmVN/Fdxpd/bbi0NuVLIV3Aghex+YYbH6VraXqCT20+lXNtcXQQEJJKqnzoSdoPXBP8Jx1xxjJrWmEthqsHmyeZE6lVKrzuJA5A7HIGR346c1Tj050YLYR7iiExmaVvlw7AdAcg9CBjPQUpJNA5cy1KS+GdIh+0XE+nnbuxGHbqvy8nb75+vbuaq6X4d0y5t7mW3gQ3EM7YO0HjdjGD1H+R3NaN3qF7djeNMjlNtJ++i8/JJ24Ixt5xkdOo4FcQNXvoZ9Ua2a0gUs7qTKUZRnPy4wT97GMZ7Vmk29SoxqTvqN1+ZLVrqNJ49/mtCLfyRkDcrdunQcj3A71m2UW64nYQyLugjB8uM4B3ICTk8c5/GmxXlxq13b+fNvuzOoV3JO4cD0yRj37cVsxWssUgWV/9ZCUZIon+YoVGM7W6lR09xWq0OrWMeV7mtJbSz61LZRtdD923yMIj0K4575wOnsBVC40/UrifUGntm8wqrsYWBCtuyDgH1U/yrQgvjcaqtzb3skEnlnO+3Vn/wB35QPlIGOORkgetZltc7Lp9Rhna3tzbKxQQNt3bjjJAAPcc+uKj0MVdHc2F0l7Zwzrj5xyB2PQj8+P5VdYhlPqPf8Az/ngVg+GJWl02aVypZ5jINo4AdVYcf8AAv8ACttc7Xx6f5/z+ArpWx4tSKjNpDNPw0c0oHLysM5z907f6Vc3H1qnp3FowPUTSZ/F2P8AWrVUkYz+JlbBp4RjSrx1p3mDNdBAiKQ3IqQsOlMaXIwBTOc1IDpHIQ7BubsKkhLFQZAA3cA1DUdsUV3jUnI9cD9KVtAF1GGOeeKInG6JxkDkHK4NZ9hK37+Ftu9JMkAdMjnp75/AgCtKe0NwyOszxsgIBUA8HHqPasdVMOpW8zsSLgGF/l6uCdpOPYMPfgVk0dNN3jY0n559e2f8/wCeBxWVqNu9zdRGJgJo0MkZPTdkDnHr04/DpV8+dLPKqTKqoQv3c9QP/wBXH0HeomtpvOWT7SpIXaP3Y7nrwfbHH0FSVH3Xe5yd9aQokF8scjRLcIssDhcx85A4wCMnGTn26Gs+aK11XXrXAltxK7iTem/zCXHygrzk88/QCumvYPIuglzie1vDtkjMZ7AkkYPUYzx15xWFf+HohG8j3Vna/ZW82LdHjz0JzncDz2HA6n05qJKzuepQqpqzfoT6kYJtKh04logSjMVRztAjUbsEfeyAMjr9Oa5j7aImSaSzJnysiOVJVjuH04+UjH/66sN4oFt9qayhtYJJYkiZFQt/e3MpzwcBfz4FUrnULie1t1hKrEsIQhiGHIAPXoev0qbHXCEluLpUn+ktdtJCIlYq0QB5D5zwOwx0JqCFYXuFtQsyK3LK6ck49ue3H1qa2t5tRYLF5pdoyEzFvaU4GQoxxjkce1XNBso5bq8lIupHtkAVoFIIJBBz39vehuyKm1FOTOwmsbdJLO2tLaK3WR1Ecfk75CgcEs2eRnnn8K7Wfy7a1MxfAVdxOMjp3x1/D6DvWDoGlR20a3LROhIwVkHzDtlueSQO3uB3rceRQFTKhCwPTP8AL/PYVg2jy6k7s5ewubmXWAxZ7mCRmYiMD5GwuB1HYkfgQO9X7KzmN24PyQ+a3kxyLl1+UDPB+oGPwrTvH8944olDMxyuWPPb/wCt+gplu0dm6teXkMUhXgSSAEjoT+mP0Hc0rkubbtFEcEVxdzmeN44p4XMe53LBwAV5Ud+ex9hVO88P6jc6lG4lsEaFA67YWUEEng49SB09BitLTL6xN1L/AKXblSz7syLgndx09vT6VO9/bpqbj7TatGsKDc0w5G45HB69v0HetIXZSlJdDmtU0a6fQ/I1XUbK3VWJRI49xZs56k/yHsO9ZKaNbGz02SMpIXbdFH9jyyqDliwBycjjnuQB61u6vfW95re1dSiaJAVKrMo2ZUZPTr2x+AqPS47DTbqKOG6heP8AeHMjoSBhRjI5P5+w4quV2uae2cfd+ZIb2+m8NLaWln54azVflRwfmUrkZGCQR6jjgd6zY9S1E6bZ6ddS2zSfcNuLRzIrcgcgkHI7ge3qatTmyt/NRtUkSCWARZDoyoORg454B/p61VNlp0kxcalE72yu8cgnWLB9io9SOO/QcUJ2NItW2NrUp9QvZrSJJIY2DgkPbMRjco9Rnt09MDjmrem2GqWqO099C87jIHkEhsn2b1JHH0HeuOgMzeLtNvk1eEm5ik3GRlcoV/hc4H04x6D1rs7TXLaVZlvrm1hki5LpICBjAOOevPbqCAO9JrW6InFpJIx2e8ivtRu21dYAlwElQRKdqhQAwGT64OPwrznXIroXVzKJ/OjmmlmcAgYUsVyQOOx6V6bZG21A6qokV2mmKxnYcZKAZzj26A+w71yC6Q6zS+VArIVkUxtE53kSspCso9AB1+nrTTSZvSlyvUyfs9vBdQzLb3FvCys0LNKrMzhcDsCOc9v8a3NM1iTT5bKC4BZ7YTGRWkTnJBJ3Z5/P2HrWbqFnf7jGdHu3i+0K8TgvnB42EkdyfzGAahhtrsanBHeKYIUlMiwygcBsf38A8D36fWh2aNGlJam3HqE91dxzpcR20TwGNd0qiTZs5bkdMnAxz2HrS6nDHpugXEc2EaaBAiqoAU/OQOCfT+gqzb3UEkVgJ0DRsssYDOq71G5QeXPXHbHoKj1gTyWapOI4ZreKKRfOb/XsrYOOeRk9s9MCs+pg/iSNXwsjR6ZJEwAKSKDg5H+rQdf8+groACA2eMj/AD/n8BXK6HrVxqCXNzb2W6OSYFck9QijsPb+lbFvqNxNeLBNbeXuRmDZPYgHt/tfpgV1nl1oy522XrPrcDPSX/2VTVqqNtldSnB+68SMvuQWDfzWr1WjlnuVyeKQU9lVR15pAhx9a6CBypkZpMnPFSKNvWjYAnB59akBoBPFMk/dSJlyNx4AUnNS7ggx3qvOGk2kBCQerjIFHUCznmsW4hNxYAKCSkhYY69SOPfnj6YrYjyyKWxnHOOlZ0TtCwikglTc7AOV+Uk5PY/56VlJGtNtaorWV19otLyQNhhkHnuFAP5//WFSJYRGBHLTEkD/AJbMc9vX/PQetVp1FtdXjq22KbhlzwH2DB/Hke/AHetFCTEq5yMfXtj/AD+Q4rM3k7aoy9Us0S3heEv5iS7gGmfDYVuM579P5VQntbDUbJ4vMzatKPJIkPmQllXke2TyPwHGa6Mjd1GQegIzn8uvpx9BXPyBYE1fTowqBmMsZY9mUbgPxP64HrQa0ptrzRwh0SS1vGt7m3wFkKby5AJGc4ODkkDgU23e3t7aeCS0ikePiObLAp9RjngE4PvjFbXiX7X9u8yWdFZIWkwclWZCU4GcZIHX6YrDhtbxtOF0LfzITKC0hiYknGACenOf1rNns0588FJk6XV3brHPFAiFZjIib93lnKnoRwOnPfpWjo8s0f8AalxFcW4JjQtiQkNlTnpgZ9jVTWdZuby6kMcTCZgxwVyqYK8qAP8AYApdEubi0068drdyly6o2V46MOmPU/lUtXiKabhseirrFwH8p1slyRh0LFTkew9eP5cVbFxcgROEtHidwA0bFjycZ4HPP+A71jpeXF9cExlI7aKQBfkd95HfIHHIx+BFEkt1AVeNvMjaVWMawPu5bPBwBnt79BWFjz3DyOgaDzLtfMkKAg4K8Hr/AJ6fQU5nWC8vpCwGLeIBmP8AtSDr/n0FUv7SgvAYXeQSqNwVoHBII9Mfh+grmtakt73V4ImaWNpzEjuUkwQoft/3z0pqLsZxi7tWOvi1u302A2dqkc935jONzgLt3kElvX2qhq+s2uuX32OC1kaYRxg4GP4tzDnHbj37VjaVfyRXYIihZZEuGXzAAcrwMtwSMDHQe3c1NY31zHd3Vwpj+1zPbowKHaAxYcYJGPp9BTWhquWL8zYutNtFlhEGmvCnmMzAHqSOuAeST6fQd6emn2yXEZeBcFXPJ5HQcjr/AJwO5qtDrOoi9DXElu8fnSQPtUg/Kp+bqfTGB9BVNdVv7iOe8jmgLQWrTqTDwykgEH5s9hj8sYq3NtWMt5czZe0aC3NhbFoEYtEpJIOTx19/T36DvWVqukwRY8iRbWSW62v5bdVOM5HT/OBxmoorjUYdI2tJausa2xUiF+Q+P9odOn6DvVpNcvXvYxPNZNFLuUN9mOQQcYxvyfT9BRLV3iVCTg3zMwzbta+ICLpoLuyjDlwu0cEJuPBGCDtPHoQDWzJpdrbwXJRlEotT1RBuOexU9ePxzgVYnvVS+t7lngcLuMiLasN6kDOeTnj09MdM0zR9Qs7kWkYiZJbZFty+04PIG0+uVBIx6YFGp087lG6JLqGK11K5L3kzzx7W2fOQBtwSSTt4AI56ngetS6ZpNp9lk3XceVllIJCAjLt6fXt9B3NaEkf2q7luIb7yVlKsAYWfPy47YGD6fgO9ZBdms5omvBIrXfKtaZH+u68dj0/Qd6UyLuSsS3GgaTJEB/aLRsuDnz88g9cZ/l9B61HJp+j2sbSSXNvO+Au6TbI3UAYz9e34dzTtR0+1utDuri3+yshhYqyWyKenr+n8u5qvqOmD+x7R1iicmSA4S3UlvnXP19P0Heo7aii+jYIlha2QvI7i0NzLDJvQzIgX5DwAOnJxgeuB61m6vqUl1f2sX/Ev3TwMpcTq+NnzdRwpzj+Qq74gv7LTjsltpfMeJsbYIgeQQM4/mOmMD1rB0O5tVuLFMOtz9mmjkMgWOMfJgdMktgdeM9Kvk+0bRX2jrNBjCaTHMERGuCZmCD5RnpjHbGP5epq6pA1WEn/njL3/ANpP88fQVQ8P3K3OjW6jbvhjWNwpJ52j8/8AIHQmrx/5CkH/AFxk/mn+ePoK6FseVUv7SV/Msp/x/wAfvG/f3WrWapxEPqW0Z/dRZPp8x4/9BNXK0ic09xBGM5NOb5VqHzmppct1NdBmOLk0lKE9akCDORSAYcnrT/IV0KtyCOlS9aTODikBDa4Me1UZFU4Ge9Nv+lv7zD+Rq0GyKqX/AN23H/TYfyNRIuHxGVqMK3VnqMLHGV4OfunaMH8wP6VNptyLzT45SuHA2uvXDDg/4foO9E2Nt9zxj1/2R/n9BVeZv7PuEnVf3FwQs5ByFboGx79D+AFZM6lrHlNGNdzf/W/Dt+XH0Fc34hjVo5m3bGilLtJ12xhEDfzH5cV00Y2jPY+34dv89hWJqeHt7zGd3nhRjngqobPtjP5cUh0XadzjvEElot4kVjPFcrLb7PMjJ6kkgZzjJ9P0qHTNaFvbW8LeUYA0SyLsD5wM54I5HT6cVvGLTbe4yymbypSRtGUJU7MEDqSADn1OOlMtdGjaPyXW4jhuH3QvEvBJyCjDPBGBg9yMVnJXR6kKkYx5Wc9HNJZ66bg28CqLcsyyoVVgVbj6nsK0tL8m80U2U86ZluI+NhZjnbyPcZxWQbiaPXHS58soyYUzqQGAUgdByc/rXZeC9Ngl8LoZCoZpmbcoAZdr8dR6jp36etJ6IuvpFN+RFYaLPbNDGkigwy75JFjbIB+i9/8A6wrVuZWFuFm1GTmRODbkZ5HPT2/oK3IbaGJGZWeQysWd5GGT0HbjpxgfQdzTr60jn0mVCiyM0bFFPr0H+fwHrWEn23OV1XKWpxNpaXV1ep9g1EGX7NlyDkk5T5TjkHnH5j1q3plteC+kkubZ57hZYhvkwxUDPAww45P16VLDbwQNA9tugxZszn7QRmQbRnhuvX69K0Uef7dvZd+J493PU7T/AJ/QVad07hUqWasieO0k/tS3Y2kEJKuS7wD5s4BztfJz/wDWFCQmO9mhhtLZtqxu3lW2AG3Ng8uOfp9B61feZXubdwedr5UckdBjj8uPoPWnJGWvbiVSd8kKdQeOWH+fyHGahPoyObS5T02CSa5nyLeNo3yweH+Jv4uG6kHHHXoOM0WenEyXFuIbECJthK2331IBOcN74/Qd6sRtfedcGK3gceYM7rgqc7QOgU/T9B3qrYXt6L+9Jt7YMJcNm54HyqOy/hx9BVt824oxstCvYFho8Mk1vGY1iQu7W+7hehzv7f8A1h3p+p2qQRpMRYI3mqS3kEHJOCchvw/QcZqS2n1C98PxollAizWu1d9wd3AxkjZ3/wDrDvTL+S9YWIa1iDPcqRmcnPB9F6dv0HeklZ3LkryK812wiiI1Gz34fLKAD2HZvw4+g71k3Nnb6QJryC/hmIKyBHB2o2Cg5VicAfXnpW1q7zxxJ5trAFLbX2zktgsoPRc55xx9B3rFjuY7kXtoIG8y1uEVXeZxhSykKxxknP446VSbbuaUU4xXY3dK1q8u5rWzg1HTblTCGLQxMTGwwNpAfng4/QcU92vhazZkhP8ApilsQE8+cB2b8P0HesqwuFdUuHvXWSG2PSfjcJACOvI27R05xx3NdAREbGRzMhQ3gI5B/wCWw54/z2Hc0SJmrPQ560a/bwtJCLfEIgYFti9MYznf6cdPYVY1DRnjt4Qtw2BPEoA8zj51X+//AC/CpbXH/CKO+7LrbOAAep24/wA/kO5q5q7FLJZpSAqzws7Y6DzF/wA/oO9Zt66Cu+b5mHf6Y0esRS2zyTzxxkTMpIxnAUZLc9Dxn6Utxp91c20kctu7oVziV1K5HQkbvw/Qetaumr5liksiqZJMyYz1JPGT64wOPoOKW9CR2p3IN7MFVVBctzyMDk8ZBx2yB3NdcVaOpzSqyc7LoZfh9lgW4jZZQFKeXk7sRlFKjjofmP54HetLz4/7SgOTjyZOx9UH+fyFZ+ks15qWpTzxlHkZAy4IwVUDgdvp74960TAg1KDrgwyfxn+8n+f0FKN7EVv4j/roXLL5pbpx3kC+/CirVVtOH+jNIAQJJCy5OcjoD+IANWK2jscc/iIQKUkDtS4weKaQc1uZj13GrC9KjUfLTg2DSYx27B5pcBuaMBhmgHbxUsBkkhi27ULZ9M/4VBqJ+W3/AOuw/kalmHy5ZiFznjP9Kp3UoaK2CsT++Ayc56H8al7Fw3K8xBW/yf4Tnn/YH+f0FNbSrWe3MbNNhl6+e5x79ef8gU25k8pLzesmGXIIViMbcdh+H/1qmS5RkX5ZeQOsTHqMen4cfQcc1mzoTkldFOws45LIIxk3xM0bBZ3IBBwOjen59B61DdxwxWOoRCX96j70VpcsTsXjnrnp+gqa1ufKvJVEUuGc7z5Td+Q3A9ypx6ADjJqW+ukexmAWQbk4zE3fjnj8P0HHNSaXfOZ6WVjfXq2tzFaxafbMbgEkBpCwyoJHJAO7j2AHQ1iW9+st3NbQMr6THcrGjzAyM5YEZOMcZ7/T3NXNYSfySBiO2azMkzhwCWQtwQeuXcDj3FY1naXjaPcRkbEh8y5lJYA7lQEcg5yM4/4F7GsnpK56NOKnTu3/AF/mXJdGn02+kjur4NH5DyxSBFOXyCFIIOPu9uuD6mt/w/bLY6RDtjhkjmmb765JySD0+mc/gMcmqz22lSaLZSwXYjlnjG5I7gctsP8AD3OT+Z47miztxp+oC3tHm2NuPzOWG7ztm7r12kjjr0rObuxNycbSep0dtKLe3mk2L1kIGRgfl/nsO9Y96hu5dLW6vpIopleRyHVcEIMYwOeSf5CtTDtpc4jJBaRhkAE8nGePy4+g71SGkvqDQG5QyR26q4LtgE9x93kfKBx64qOplDTUr2kpt5ISBJeAK6hSyk/dQ54GT6foK09Nk/tgTTRA27eaPvjdgqCp4GOvPSkhge1u7byrGKMOshCCTAOdo7D+X0Hc0/So7jTEnhmitnaeRpEUT88knOMe+OPwppBLVXW46806druFWukD+VIweKHbgjb1yTkc9B9BxWdYarfZuZXjid4WEcxwy7V3OA2MnI6fgcDjNXNVv7pbq2jNuqyurImG35JKDJAx+n0FFtFcW2qNFK0b74U3bEK8/P3zz6foO9T5MSeg5NVWGeZLhSXkkGwx8q2VXge//wCod6zLHU7UXOqD7PDIouWZjJyRuwAAFVvTt68d6oeJMWkLBZYlgFwHSFyTtITqO2Ogx07Diqul3cR+2JOiJK7vuW3aLDYVCMcZ7Ejn6d61jBWNlBcvMjqraW+Xw3FcGS2/d2/mLEYmy2B0zvHbjp7DvSajFqLTW5ub62RRcB1zCVxwe+4j2/QVTsrS6k0KaCW4u1jkt1aOF2jctldpAxkkcDA4PJHqao+IrDT4raCSAyBhOrMVgVSi9SRhB0x/QUnbYlRTla47V3mgZBJIryEyOiJaE+bh1bO4cEfKOQfYVo+G7K6nt7q4mlsX+1XLTnfbF+u0Ej5gcZGB39O9YGkz3Es4Fys0tzlrWIsuMIyk547kc/gAK6fQ547HSwlzEUe2AWRtjED5QTkge+PwwOOad1bQqpeMeVEdrpf2iK5gKaeoSSQbhZ8nLn0b2x+g71fu9PEOnbWSB83CMQkQA+aVew/L9B3qHTZFvJbpre9kj2TMrpGRwSzdeDzjHT6Duafqokis1eOe4kHmoW+ZTgbh7e2P0HepbM23zFLyLgeFz5ckSoLRjt8nn7vru69s/l3qPxXEn9iRXDtIyQusjW4bCTfvEGH9R1H6Cpru6EGjXEMVtcCOKFgGYDkbSMkj19R9B3qLX7mOfw3eIybZysW2OTgn5x059B2+g9amN+YIO8k/Ms6ZAbSxihdgWVMHB4HsPYdP0Hc0+aNJgVdQwznnt27flx9B3qpa2cH2SDksfLXLb254+v8AnoO5pZ7aGOHcqMWJAUbieTwOh/l9B3NdhwPWW+pm21s0V1qMkNzMrTTiKPLBzkIoyeO3P1xitK8kKXcQH3mieNcHuzRqP1Pb6CqulaZAL25GH8uGQKpZjy2xcnjqe2R6kCtL7Jbx3lsUjG7f1JJ4wT/MD8qEVUmua/8AWxohRGioowqjAHtUiJlcnvUZo3kcZrVHEwVcUFQW+lMLMpp6yKetbkjgMClwMUDkZHSkYgVIxoYqaUuDUROTQKQExcbdprPdJp1VFlhaaN9+3OOORzj61dA7tQI4kcugO5upyaXQadnczbxLwWc5KQYEbZxI3p9KVPt20YjgP/bQ/T+7+H6CtJ4llheNjgOpUn601bGQY/0o4/3BWTRrGatqZfl3gvTmKDLRD+NuxI7D3x+gpl+t4LCYmODGz/nofp/d/wA9B3q9LbyJfsDc5xCMHyx3Y5/kKZLBJNG8b3B2uMH5B0/zx+gqDVSV0zB8T2tumlW7XEsK3SXHmxRnlXJble3HOT+lZ0MVzaeHbhBbl44ppAXRfnDnKHOCAQRx37Y7120iLMcuitjOMjPXj/636CsC30zT7K2vtMK3xCkSQovmSAgqApO0EH5lI59MdKyqLqdmGrXjyP1KupQLZ6bo24BWjjuAwGMcOoPA6/h9BUGi2l0989wBGXildZIgQMgP2bPqenfoKbq737WlrBcITIInbhCDmR1wDxgc8c/Srfhm/kW8uovs3mSEvk7hjlvbv8pH8u9ZPa50O6hc6aK2miYCOWPyy5YBosnJ+hH04+g70ty13C0QlmiZGdVfERGBnHHze+P0HeiK7U/LIyRsrEHLA+3b/PYd6h1m6haIKro7uy4UHcfvD0/p9BxUpNs5rtLUbcX3mavbquCqxvzu+g/+tx9BWfeXjtrcWyNX2RLIxY7SAC68ep+YfyFVpp7g6xFHCIhtRlO7OTnA/wA4+gqDxB9ssgL5Wi3ybYCUXJA3dR2Pcenp0rb2VkRTm3JR7m5rQ/4nemA9C271/jQf5x9BUV7LLa+JTKqyPGIFZxtJUDLDnH9Pp0rmf7butR1GOOcyQsYmaOS4iCAZZPnGMZHH6YrYtNX261qMk17aqzKgDsrFWUA52ndj1HH0FYyjqdHs3FWZYlgg1sTKhDyZ5TzMKw2gdR7nt9BXL6bocX2+5+0zwxfZ7oxlWPmbRgZ4A59O2e1b326K+1Nbq1FtKzxkeZ5YRWww6gnPfHA9hxzVaMPCurTfZYJIEv5GkKMAQmz2Xpnb0P04yaqDtoaQclFoli/suTQ2KXMQlW3GQFcHdt9c++P0HemXl46wl4pWkRZ/JCoZNxBUgcY98deegq/EkFnoHmeVF5U1oMu5AKttOSOOh4/kO5p+py6ZcYiGowypJdI7RCRG53LkjH0/oOM0ap6hdXMOTy7XxAqxT3LWxjRk8tTnzDlO+BnHH04rQtJkuDe2sc0jpcfKDNv3KTGAOFHXGePbA71p6pb6BcvaxNPax5LfdkUH7vU4/wA9h61mRyRR3Uz2VwsXlzLlniDkr5ajPykdcnp+Heq8x8yauX/Dscd1aiWRJI3kbzCN7jGWbH+e/QdzS6zLYulrHBKZk+0IrpHLv7/xYPt/QdM0mmX0FqyWvniQKixlxlQQAeep/Q+w7mrcljYLaM0O2QNJGDmTzBgMAB1Pr29cDuazle+hm2ua5ix6fpc+nStbwqJVt5DLljuUg4GRnOf/ANQ71av9Jt2W3nbdI4ePk5IPzgYI9gSP0Fam0x6FNHxgRSfh1Hb8uPoO5qPUWVtPttoG4PHhgP8AbXPTr/kDvVUm+azM6km9iwYv3RZcbV9+vb/63H0HrWfM6+eXGW+zLkjjG88AfXHH/AgB61oGR0QqGQqSeDyf89v0Hc1m24Nx5HOUd3nPA5UH5eB9V6emB3roV7s40la5JpcbRRTq+N/nEsQOM4Gf1/wFWAxbUYU/hVHc89+FH8z+VNtjk3B/6bN/T0/z2FSWg3yzz44JCKfULn+pP5VcTOb1bLRqCQz7/kVSvvU5qk8UbuWeOVWPXbzW8TnLxxjkVG4CmiitBEkbrtxUTHmiipGAqVVHU0UUgEJLHAFLtwaKKTAlXpipA3FFFQxlG9RvPhuARtGY3z6NjB/P+ZpypuPt/n/P6CiisjVfChz4AwDye3+f89hWVfGS21GO4SYqJ1EGNucNkkHjtjcMD2AooqZq8WbUH+8RxvnXdx9t1W8uUlg80K0Er4X5Rvxgjj7g4HXp0rpfD8cZhZ7cJGs4aYFV25+aQD/Dj6e9FFYz+E9Wv/DZ0ggjuYI3aNW3DnKg9vb8uOvQcZNZt3bL9oyIwpK7lJ6+nbqfp9B60UVnBvmRwT1iZkcfl6wIy2GCkgk9eB/+rj6CovFP+kWFqquu03Ue4Nz69QMf54FFFbp+8yIfHBlW3ghuNZsRP5c0MNpLvJ+b+Ict3zx2+gqndRA65Jb20xtYmjDBHs3kVySRkKF4I9QPb3oorLqehT1d/I0bGeOM23+nNJIBN5riybBZiONuMgA8cfSqljeOw1aL7Xc/vppN3l2oOAwAzhsY7jFFFKxTja5Ri1XUIdFMEAeWy2qGDQLhCQAcHccen513QmSZUO0xqwyNttJnkY7L+HH0HHNFFVImokzJebf4ihK2zgJHwZFPzjnrwM+n6Cr2nXSWE175skj2OQBuiL7P3aDnaM9OP0Hc0UU/spkW97l8hJ9eS0lkjMUvmOgIZlMfABB+9jseo+g7mmeVFfWE1ytzcrvnX+PI4KjnHfIx+GB3NFFXUStcSjYvPYqLG4AuZ8FWKqCO49R/T6D1qnFarJDEzSyOuFYZbjtjp9O30Hc0UUqK0uc1dtJE8x2W8rD+FCevt/kfoPWmW6ql0IEHywQKBnnrx2/3e30FFFbHP9liJlt0KMUeadl3DqB3P1wMZ+grTVFjjWNBhVGAB2FFFXEzqilSFzTKKK0MT//Z</Data>
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