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<resTitle>Map</resTitle>
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<idAbs>O mapeamento da cobertura da terra do Distrito Federal tem o objetivo de estruturar uma base de dados anual a partir do ano de 1984 em escala regional (1:100.000) por meio de dados orbitais multitemporais, a fim de contribuir com políticas de ordenamento territorial.</idAbs>
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<keyword>Análise multitemporal</keyword>
<keyword> Brazil</keyword>
<keyword> Sensoriamento remoto</keyword>
<keyword> Cobertura da terra</keyword>
<keyword> Distrito Federal</keyword>
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<idPurp>Auxiliar nas tomadas de decisão acerca da gestão dos recursos naturais e ordenamento territorial</idPurp>
<idCredit>CODEPLAN</idCredit>
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RKu15MKSFPUZPAJ9etRWVnaaVZ2lsHO22VViaSUkMOATjOM++ON3HWqoqpFNT0ClGVOm1LR/1qTvHNOiGMkTyHG5xt2LznAx+Hr0pk/h/Me2OQeavJdg3z5/kc56Z7VagvYpcRWymbbljITwu1ipAJ5zkEAf0pXuI4bxUXg43vunIEQxgEj39PbPvXi4yUKk7N3S0PCxapVJtTd0tOv9f12Miz0l1lzMzoZ0KBNpJYcNxngHgenfvUz+HbCafy5WcucgLJFkleM846ZP0qprd5qKypa6LaSzCTbuDzIsPQt8rFtwI4+6Cvbr0yZL3xzeSiZrnRLeFM4/dO4ycgKzYyOxyuOg+lKngoNJynFer1+5a/gcapUIvlf3/oadhapaXTWc0jLFGhb7pOF7dcHj6dMe9area0UVjb+WUl5ZmG4Y6g4Prj+lR2920uiRrqUclxeKgEwtQWCk8FlbAOMc9+OOaz7a3WztY/3rX3mKWi8jAIK/fU9e5wRj61zuCpc3LZ30ube3q06DoRd4P8PTcS/8Mwo0l7p0oieIkyIzfI8nGQAOvGR+WO9OguoooRcANHHuAUu/A7YOT6kDjufetn97Fp6RRWCIqldyMygAMOc46YPt71X2w2MSNljK7bQEHAGff37/AF5qVFSqxvou/Vdt/M9LLKcYz9pHTurb/N9O6vcqJeNMYpojkhdqyFfmYehPcZ56elSQQXc0zvcys8UuV2bSNoPpzUoi+z3C3GA6ybtyhtyIx5znHA6/mK0Agh/eOzu54JAJ7k9BXu08HXqS5q1S6vdLp8/8j26lKjO146+r/K9jmruFdMuQ6gSRKcAHKgf7zfj0781tW8TkRt5ksQeTcsW4PkbSChyM45J65BHoDmvqsU9xEkqcwqMsh4KnuTVfSrG6W0ntYwI4mwyIwI6+hzx069uOK56MVh8ZKKg/J9Nn+HzPnKC+rY2VJRdunbv93zJJLNpI3vTK2yTBROm1M5A6+pJ4x1A7c6Nq0iIZZrkHOG27/u5HcdqbOAbQW8cuxIAoctjKjIwpOfTH1BHPeqs17F5rQoSIPKLERx9STjPTp+nrTUMOsR9Yvptbo3qr69ErHsVcdSVGLlZ69P6WhckmX7HFEhdWYjcV3A7ieenA5xj9KebOMyJvB/dEFQrHAI7/AKn6981n2yIkjxypcSRSHzVDxZVTgDBAXg8H2wOtXLf7CJGMCwiVFO4AAOoz0I6gV1YHDSpXnK1nsc2Aw8oXqTtZ7egCVzM+dwiDkMwOeQvYYOOmDz29TwtzIktkz+U8nBxGAM7vTB4yD68UW01vdRN5cY2k5dSnGffsTUtzCbi2kiWRoywxuUA4/Ou1ctSm3DVNHb7tWk3TtJNGVo+2Vo2ms0jk2+dH+72lBgLzk53Hn6A4yea0Jzb+aA6MXUiQlFOOAcFsfToaxvIuhc25miREt1dRIsS7UyV+bnOOCeBwcnnitH+yLKyZbq3hZHgt2ijRZWVdvU+vJ9eT09Kxw7kqfLbbyMMFzKlyyVkl23+X36/hYzbi3F7dXF7bxSyhSrK63TeW4UdNhKqc4OecYwcnJFVorzVL6OzskkhgkmkWWG4kk2t8jBztj6uB0Gdv3ea6O4EZKWqzAFlI8sPtYrwMjAzxx6dawmt9QHiGOaKyW233YAmgRZA8KJwHJPy55Geo6emdJpq7SPThD6zGUKr2Wjvbpt6fK/5nqqncobGMjOKdVSxnt5rVPs8wlRVC7t2T+J9at16Kd1c8KzWjCiiimAUUUUAFFFFABRRRQAUUUUAcBrmnvpenPrJhkR7KOQCQPuMMbY3vgZ3Y2g9/503ToYjaRtDA8aOiv5hkJZuhwSTux9ffPvuePJvI8Ba8+GObGVPl6/MpH5c15/onjTTL1NN0rSftDuEQSyyREJCoXkMSeCcbR2yetcbwMaadeOy32sklp00/U2jXvVc6ktLWt8zo5byM3hj2EKhCIzgKA+RyueuMn8verKJFFGUTdL5jlnORznjrwOMAdc4AqFra0likjjAjklDYO7PzEnOec9RzU1/NDo+mXVwqbktYmlKj5d2BnH4159CPNVk7pp637eXbYqjQqe2lzap6p/hbsypFbTy3scjQmCEAiQSMCCQS349QfTOeuKu3am3hTKMY8Hf0RMdyQO56AHPvXnOj+PrnUdQt5NXsIGto5AI2hjcZkYgYJLEfd3EDGSVA4zXdaX4ltdfgvGt4LiKayl2TQTD5xg8HC7u4I9eD9a8zE0HGcuTY4cVg505zt639SlNCZ8vAipNEoYq8XQdmccZJbP156Yq1HmDS4pFmnmaQbFlUMojxxyqnGfoOffu7UHe0EEnkTiVwVcCQuiA5JyxHLfKPXHP4z6Pcxx2AjbbGJZyibj1OB+JP0/SuG3LPl2Z5MY8tXk2dtTEsb+aFs3c4fcvzzMFR1OPUYGOOh9etbdlas4t5IZN8E0STZ2EeYRtILHOQenrkdelMu9GjE5mtFji2IVMkoyqZBBI7k89Mj61mAPIpDytICScjKqvQYUZ4HHas5VPZK9Tc7cvwlSU3Co1r1+a2/r1NO5vRcT3MSM0D42KWHynPG7IHBHvVq3lLM6W9v9o8vEcsruBv4GME/e9zxyK4e6nl0dJ21HE+kScEkGRoBjHz5yXU/mCe45CW+rDSrSLVrSVb3REAkK+Yd6/Mcn5vvYJHynBXHHTFdVKhOaTWqk9H0b7dlLye/RvS/tYrA2vKlKzS28v66+idunYajc3cUtug0jzLKdPLcoQSrscKrLjhTxk9s84AzUdmbiyhkaZJHhyWKlzI8R6FRgfMoOQMc/WprXXfPZ5ZYysRCmEJyWyOSScAe3Ssi6u7CG9hQSrFcvJvj/eYdiRyMDtyfyBrrpZo6UOW17feRhqmIq+7GG3V3Via7vmuRFE0Sx28qgiUTAkMGIKlODgdc1tWto0CB45pA54ZfML5/wC+uv168VzgZ21BILeNGnnyrBx1XILEenB6+9dDLFY2sQWO3SK22kSTQ4BBOMDIIYkkg8A5OO9RQxsqic5xu3b7v67HnwrSjVn7S0mrK/e39eVjO8UXc0Xh55FVS0c8c7g8ERo3mnAPU4TGKdbSXGsaJbz4a384/MkifMU6AlTwMjnHIGepq1I1zbxRMLfbHudpIsgugJY5BHBOcDHvnJ719PuWlvZwZQY3CmNHOH6ddp5wev4V6FKjBQindcz/AAO2MIKnGDuuZ/hv/wAA0GkjgQeZIFAHVmx0rPurg3ccxsYIpru1ddouUZAM4zhiODtJ5HrUl9BZzXUXmwJNMVZACoYquMnr26D8aFeaK7aLyxHGwzvUcAnqSSOTXdVqqGjWj02O2eIjSklKN1ol118/Lpv8yITRSxW86SOttFJxsPlgkcc9MjrkYxwKu3TuhVfNWBWGd7dR+HTuOfepdqiHZv2rjbu3Yx261BeeYIyyRs53oxAJPyqRkAduM4A6kCp9nJKzfr/wPIhUZRjZvfe36W1t9wq7jbAFDtJVR5jcsuRkt79eP8cCyTgZwTzjiqUtxbXcrWsNwDOiLMFU9snafcZH6UTzQw273BMuAyF1RCXzkY+UDPPAPtXQrJabI7FBxSikXGA5PfHQng1k6zeNp8cE+SGkmEbFFY4Xk5wqkk4HTgc9elWk2i1njtyN4dzhVAwzEtyPx5+uapRT2eq2scUrTuybTLGYiMPhXGQR15BFJvotzSmlpOavFb28zpvC1pbwWMs0ByZ5N7fKV298BT90ck49WJ710dYmg28kVtJK8hKyvuQMMHAAGT25xngDjFbddNP4UeHVnz1JSfcKKKKsgKKKKACiiigAooooAKKKybvVVgm8qNd5wcsDnnGcADnuPzH4ZVa0KMeabsJtLc5vxtBea8q6EscSaY5SS7lkOTLtdWESBTlfu8semRjPOEgt7RYoYreNbRI2UiKMBAAOxAxxg/r+FS3F1IYWYxeY8zgoUiZcg8knGec5GKkt4X8uNjKzSchwy+3IBHv/ACrynmkarVF3X5f1/Wx2UORUud6N6CbbSQi4DZRCdpA468ng80y6ittas57UkNbypsZclGwevP09v/rU9QD+ZEBuKyKuFAPBJwAR26iqiySRhlRyobrg+leHisx9lWkqadu99336HoQwqqw5ozd+muxwHiiW6Syt9F03R2jtYzxNGjSGbHIKHGACecgljgbjkYrW+Gq6lLfavqk0kkjMPKaMt80ko5Gc+nTr/FXUFleGWFljCSkmTAxvyCDnHBzk5z/SqxMdq6okSojkkiOPv68ULNoRScYX/r5hSwsknGdl5779dfM1tSvSr28U1tdRyNI0i7lVlOAV52kgZ3A8/j0os4bR7i2MLMskZKhHQMWBKknOOPuj8uKyJ7hUMLDlSdzdchMEbsY6Z9f6VPFHM0oaOZdqqNq7eSfXdn6cYrjqYupXqqVrNnPUy6nNNT1f8y6bfhpr6GnqsrI7Wy58skOfmJP0+ntVAIzKzAZC9T6VcgsJblXkeUIQxUlz1I96Lm6gVGt7SPCNgM+TlsVyVYuTc56djuotU0qNNczW7/r8CC0SOSbEih8DKxkgbz2XmvKLu08WQtrCR6RJDa3atutkkDrHkgkrg8sRkHHUnp0FekX2qaTp6BLnUreK4DYkiaQDZxkA+hxzjrzXL+JPE2lT+HJ5rDVQbkr+6WGYo+TwcrkHoT1Hv1Fe/kksVQmqcaHNGbWrTaWt09NPM5sZCjVbqupZxT0uvmULa/m8RW+lmHUbbTLuy3rdi5uDGBt2/MR128H2GcZ711cemi18XXd9dPDD5dusaSH5hJkZY4+hA45pfDWhaUPDsOn31ij/AGaHdJnPLsvzdfUtx+FaMFpFeXazZWWKJsyBm3DGGA3eoH8x2rLFYijGu/qytrLz0b/q19u7PMxuJx0aPJZW01vv/XX9LpGpZyD985cS2u5YIooxuyFBLOc5zkn8Ao75qWVUhulUKhd5lJy25VI5Py9jt9PXn1qhe2BcfZ1eCGNSqRCPA/d7CSJADkr8uMDrj06W51juypZ5hBAclIwrEgrjDdSRhs8Z5PXiujDTjGE07bficmHqWjNS/pli4WS5ivI/LVCi7IyWbkkHqccDkfdJ/DpUaW0An3IziTAOC7cD6GmzNJdBFdZGYFdzFCibgw6KeePmOTx35wKn8txAULF2AIDAAE+h69a78vm2nGXQ7sDLmupa2Gz+crRvCgfBw6lsfKR1HHJzj04zUNxaQagIzIXUr8y7TtYHBHP0z+eD6U2KR476aOeU7WVWRMDCAk9T6k8c8HAxznL1MUd+THJH++j3MM917j869I9B2ZH9hD6f9iSQ2/lEeW0OAVwcqcdPwxj2pLiC4urEwR3SK5ba8qAjA6EcHIb3z1/Kn2zSfb7hDOzIdsgygA5GMKe4G3P/AALrUFlaC0S7itJrco0ru0ykE+Yeu4AYz+PpxUXV7CjKK7p9Pl8w+zmwuUmhWWQfNIY40UBnxtyx4zwRwcn5Rjpzoz28U8TRP5hhZcEhmQkfUYINZlndyT2sUerCGzvJWPlxR3IbeF53r7d8c44zV7zggWOSRw+Tt43KR2JOMDge3f2qORKfMuu4nFwnz3ev9f10IZIWhtZhbIIJZZOWQFyMkKG6cnaAT6e+M07TpLjUFWBY54ZWOC08e0gZ5IxwSACfeq1xetY2fnpbtMoZUkYvs2p/E7b+Rjn17e+Oo0C1uYLLzb6JY7ojaQCG+UdOcA/nj6CtIQblZMyrOVOPtObV6b9vL+rmxHEkUSxxjaiAKB6AVJRRXYecFFFFABRRRQAUUUUAFFFFAFPUH8vTrhgzKRE3zKMkcdQK5GWdFdZFTcoDLsiU4GB6sRngnoPau3dA6FWGVIwRXFTPHFfXNvJbqTA2POdgy4bAAwCWzntgZ9RmvIzNOFqqe2hlUbh76dn/AF+g6wX7PYwQt5RlkTcAzZ5PJAyORwSfzqHURcTTxQ20iRWpB3yqgLRMQMMhzx164PX8KfDeOmoG3uIVeSKNd0kRAUKxI3HOCOhwBnoadPbDUnV2jYm3YmPho1Y9gSDkr0zjIOORxivHg1GTdRbmcNL8+owJDcWJktLmO7kxtaXcGOe5Yr1OR0AHTArKjt5GuDGkqzFmIXYuAef8/wA63rh0jhjS98tpnUDONoYgjPqQM4PUn8qx4w2lX5MUhkA4AbIG088j1rzsbyytfb5XPQwOIxMJ8lOHNFp/K3r0/wCASrFFAzHc0ssQIdQMKGxnYx5xkEfgRxWdAZRGiTxbX2A53hg3Y479R3Aq1JJNcsWYu5HJ74FThvJgaCWLdJkgEjJjGMk+v5evQ4rkvGp7kVZfqeu+fDr2lSV319P+Bco3F0bnDqiEqvlHbkcDPA9cH3HfnrTLGVo5EhZSZVUcY6g8cHpn+VXI7ZZLhlhZJBghZc4AAIz/ACwapSKwQiJUkcEAvKMZ4+90546dAQeOKFzKSlK+j/LzNYypyXJDqtvJmjJe6fDKljdG4V5GzCQrSF2wA3Cg98dR37VnLqE8khfTIhboHwZbyElsc/cXIIPTlvyqSKBQ8ohhAkmYNLKVLNJxj5j2Ax04A9O9Ja+deTQR2yMvmMD5rL8qKOSSMg8gYHuRW7qKVReyj13Z59OatU5pXUel/wA+uvp10uZF3aTWmk/YrKRXvZZC3nSgMwZmLSS44yeWIx3wKqWPhDTvD9z9seCS7ZisjyXZXdHg53qSBjnknnpXW3n2D7eN7SRyg/vXXDbiMjkg/wBOOOBjFc3qsP8AaOueWbu6eythG0QOACPToD1GfxHTArrjiq0YzpqpZNtu28v6/VnFWzbCRjGTV5LS3Y1odat7Q2dg6ecLlCxlyDubB+cHsBxjjvWu1sscctzG6ickHHyiJ+RgEjAyMEA8dT16VmJpnn6nbTMu8KuxYZRtjQ8lWx3bk+nBPNOumvbq5ksWjgaRNq79nyyAYJwe4BKjH8JOeeBWEJRUbrV/qbVqDqVEqltG++339fvNPCX00N4yM43eXFMkYLR/NnkAnGRgZ/E8GpTvmt0Y/MzM24ycFVJztYemMLjGQccd6eiG1i2LOysw2tG7FxkAA46EcDPBHXNO05YXsPs6So+z92fKymAOmQD7evNeiqUlBVGtDzXSsudL3WyK4uYre2lf53X5t0o+9kDggfxd+eOB6UxLmG6mdIzIJocjadyZ6Z4+vHt+PMIhaOdYfsSrCqeXIysABhRxzyQO3+GcyxPZvKJoPMIljUx3BcukgJxgckduO3U16MJSpTgo/DLv+h2RlOlOCg/ddt/0FVJLPTUXa8sqKA3lEFpCPdu5x1J79e9MbdIJ5JIvJCMuSp5kwATyOf8AZ47g1JdPFBaySy3DwpF8zyegHPcEd6mtJ7a/iUI8TEjzEIbJYZ4YAjpjbyPX8++rUjTV5bHdUfs0pPbbyGtHveMMq7A25T0K4AwP5/hxVbN5AJZJdjqm4qqfdZRyvXkN0HUj5c8ZxSNDe2t4XuZEktzJmIYw0fBXBP8AEO/qMnrimX5tpII7ie7mihmUpG0e4LtZc5Ycj+E8kDGcd6bqxS5m9Cvaw5fe0vsS3trYStHd3qxg2+WWR2x5fckHt05/+tU/2mJk8xQSVXJxwQOvOcY/GuWFvFreqvJqNs0y2Ny8CrEyNHIHOCXA6Y2qcE5GPcCt6WV5bybTRDmD7NklHClQSVAyDkEgccAcHnimpX1R0uDWkt1vtt9/mVNFvNPdo7GK8jIeV9kB+diu4DCspwM7gR7N7V6bXmfhmxjh8QwQyXHnGBWVHYHfuJL7Tn0VRzn5se1emVrh0+Vtnn5jGnGty0728/Pt5WCiiiug4AooooAKKKKACiiigAooooAK4TX47qK/kkM7xyTOqxAOGQBcvu2kcfXk9vSu7rH1ewiltWlEatIGB5AIwTg8Hjoc/hXn5jQlWpWj01Ma0HOFkcnpllc2skULO5MiedMdm0yuOApbqcAjnOSV5JBxWpKyo6pEsszxOEBCq3kkjPcj+E4zz1+tVGt2aWRoZomkRstH53yqx4OOpHp+f0qZYYIbmOJgpBdhBgf6vOMgenQ89QT2yBXzMZ33OdXjowlsIZby4c3MlzciIMlvI64jGTgqMcZ5GTnOOc4qGaO02q5dRK0Q/dqVbb0+bjAx+nT6VZe9FvbzSIsYEbJEvmMIg5OPuscg8MAB3IxnnNV5mOZkkt1C7DtckuCBjAJ4I5z6jp3OCVKLnTc7bHXTnUh8Mmo7O3m/zIUkneOBIJMOOVUPgkjgnb/Qk/pkZt1PMFaZYmnkOPkGPnB44BIBroIooxbIrRqzgckcdfyqK6lRQSzoH27yduGLjGAPUYz/AJ6TXwM4KNSd+VWv/XQ9alOUZOPs9Jdevz6+uxnwKseoM0NxEtj5iicXJJG8tjEbHoc4BHQ9Bgk1JqSA3s0qSZ3BGZGG1lyCo4687D1H/wBaeOxhuI43WMM+5ZVLMT845BbnnBrJmlvLrURZvHPJJAREbjaiLO+CSB6chjjsB787ZnTTgmkry1svz+4woXoYmLqNR30vp8trf8OLHCtwT5u3Yu1tjDOPf0z/AJGea1YrAbz9mud6SIUZl+Vlzz8rc+nT3znpWWoNrLBH5SnzMNJvVtojI5JP9735GcDPORNJrOBIoV5QvzI7N8xYcqB6DqM8nBrgo0o01zTt28zlzTNKcvchP3Xo/wAPn8zPvIY7a7eBJfM2deMYPpUUFqbm8jVPvnK/gcZP6VOYpNT1Oae3D7ZSCwlP+rwMYyO3H862raC3so2K/NIhCu3fJx+Q5rbC4CVebltBdf8AI+ewuXSxNRyWkE9/8jMvvEab7bT/ACzE5JQhGVpFA4yuRjqCDx9KmFg8s0U0G0DOyN2zn5lPUEDjGB7k/SpXmt7S5muntBJIULZij2yyBQCQD1PbgkD6Ypk2txw28Nz5d0styGEVqyrHKCuQ2AxwxB9yMYPPf0oYOlyyjUevR21/D+up9Jguegp05Tvr1WhqpGQBk/vE9XDM/HTJ5POPxxQ6yGEyK5tZEKs5cKxCA5+YZPBwRnr3FV7S6TUp7uO3uBIsWAWCFQxI6FiMMDg8rxz68ieSBI4o4Y5GgjRTIwUckADKs5PB6c8dua1q4pq9K3uir4l6wtp5Esa29yFWWHMrf60DoGxzuwSPoMnHGKTyzKC0LYkJJG1fkK7mxz+POD74rCRriaSO7e1QQ3aDG+RJADg5KMCOGz179hzWw9zdrpqm3gy7fKgUHpjOecHoO/NcMJu7u7W/rQ86FZtvm05fv+RWvb14HjjCEE48w5UFASPU446/TJ56GWJbeXKxQfJH8yHbhGLfNkevPf60kkUDwl5WMzp8hdOTkHB4HvVSz1JLu1ZZ41QrIbd43xtbJwp5PQ5A79a96lOq5P2jXK9v8n0PpnKLgpRfqP1K1kuNMmhiRpJ9oAzK0S5yNxU87T3yB/WubvJNWj0ySCKSMiOY20SpZtI5cDcCS2F+YqMsFIGfxrore+ije5t766s/3ZLhAR+7j/2sntnGcAdqnzb2cUk6wbWdwDs5J3EDIz25zge+Ae9zhB2RtSrQpWpygnfVXX+asc1baVd6lpkeZHitZTm4jOZJnYYB3hkIG1lbAAwck8VqWelX1nq00szmaymV02PMThM7gzBgcnJYcHpjj0q3nnf2D5QJe92FUhkkQK0gzyMY3bsMecZAycYGI7vxS2lWWk28sjXNxOITcT+XlfLyN7grkE84ABPasFKVNpz/AOCYSxmIouVKolyNvZab9/y1LdpbXNt4hvZLH/RbUQw7JRBGVyqkcHqcAjGfcdMV6XbzCe3jlCsu9Q21xhhn1HY1w+lXa6jr1xZRrGLaJ0eCSPgkFckkMOec4I4Iz6Gu/ruwslKN1sc+YVpVJx5lrZfkt/PuFFFFdR54UUUUAFFFFABRRRQAUUUUAFZGtsotY1J+9KvG7AOOefbgVr1yPiCVry9NnIs8SxkBZI3AJUqCW4OcZ4PpjkYOa4cxny4eVuuhnVvyOxRvobuS2l+yx+WhwOWOCDlT8vTpz+PqKitlmgX7c93MFeFSo8liiBiMnZ97PHcd/bAtrdq0IVVEe87LeGRSjK4B+935PH+OaiSJXi/0WYZUCOeRMKwVR91upByW4GAOenf5mFPma1/yOWlTi5xbenrZElzND5CxeUzgAnYjctJ2BGQTnJyD1qpdRGM29o/nefJkKVkKDAyecHkcAY5PORzU1xdwxu0SQg3kgC+bEqFkJ6Hn0IGM8E4pLuQqJBIGlPmBFLozbuc42gAf0IGSa7/Zypt0ZNWfTv8A15noOMoTdOPXZef9Ickgliy7+VkFih+VsdyQeR/P1qOa2lujG0C7t54zkDGeufpUV4RF5iIDGZeGMSbBjHOGHIOT9aZbiOe4xIkhT7xjRsbyvIB9QSOnfvxmuXF4r2kVhqkfedr/APA/rr1PQwv1iFF15Wul67F4zx6SsaqTKspIGe5CluPyP+RUF/qccUpWGEF5FH7zIz16c8D8fbPSmXksdw63DKS8RLBWBIjJG08DOW5I7+3fMP8AZk1wyfL0YZDDB2nr37VzYmjKCXsLuPf/AIP9WPPxeHrxpyxCleWjSa+//geRptEsltG81vJNLsMZZMAqh5I9geMj2HoKzV0e0jkiE7ST3JG4RQ9h3yf/AK4qWJrOG+dJo2tY5VyG3FfMZMLnHY4IGc5IHWnBILK4DQb4ANyF2DF3yCRhSMYBxz7VlNK6e/8AX9bni1pRnNTdv68v6RahEUTG3G1G6hBw2PUgdOc1Tv72HTZ4/tRL29wSrbU5jCjIPHUfhnn0HCzQXguoZo3JuQC3kSuMlMDq2ODn6jn2qtNLd6hDbJAWgneT9/8AKhMO1DkYYHOH2/mPevcjUeKoOn8P69z3MPUliYeyi+SS1T2Wi8vy9CZCz3TXAaY2QCtCMbgwOemeQf8AOal1TQtN162jjvl2yOD5T8CaMj+6ecEH61M0c1zaLDOYZofKVHYoMSH+L5OmD9ePfFZerNPHa7rS3tnit8zRxmRkZ5IyoySCAFxvOPYZ6nD5KtKko09d79dQtVow/du+93vqTLczaTrlz9sfNvchHiMaHdhY1Ds5PyovynjPPpnremj/ALTs4nWEPBKDHOrAlmU5Xjpngkk85AxjmsC98UXMFyoudFuZtJKBjJcQ7vJkB65GQyg454OckE4FbY1AD7C9vJH9kuQGd5CclT0KAH5SxcAfljpXA09NNTic1J6bjiJmu0/dSWzKhWFmjVvL5/2cgLgAcgcEc1myvqJuhC0znMqnzVT+LGMgj244Pr706/t5WuC0MUrSrCm4o+7KtuBXGATyp6juB7AsElN6I7q4SVHiIhh8tgVUYBLds54/DvULDynW9l6X6HLKjOpX9krrbrb+vlsW7C1jsDJ5k+ZJCu/JwNx7Dtkn8elT3NxBbvGJAil/lDscBQWUYz15JGPU4rFtfsN9BLJqaCeGaZ5I5J4ikYVfu53AYIDY55OD1ArUjhs/ttteJdFkeEQ20SyfuzwWJAHUlR19F4r6GnBQp8lPRH1kcNDD0/ZR0tf833/VEz2iJIs8cZ81UKBVbCnJB+b15579T61Tgmuo3WK+ljlaVn8tY4WUMmAW6k4OSeCeQOO9TRT3CQ3Ut6DapC7KjvIjB0HSQ4Axnnj61mXWuXMibrJrezEUbs5vUOxsBcAMCMcnvz7Vcmty1S558s3a3np+FzT0q3NzpnlzSzzRyRnK3EaiQAjlWXGO+MY7Vl6lBeadbSXFtJG6JHsW1WEsEbPyt8uGxsCptAHr61Yg8QicmC2iS4aGWOOV1uFCE8FipySdvoetW31eN9QitEguWeYFvOSPKRrzgs3QZwcDn3xWPI3J8z0tYcVN13N2cX0umu702WnX5FbQtWtdK186bLEkEkjHYFkLEqMjGMfKAiq3ocnHOa9KrglhvReNuaJ4uqSMTuXpkbehJ+b5uMZHBrSt7q4trkSGdmhAwVLngZyeuR+gwO9dlF8i5TmxdCM2pU1bTa9/u7en4nV0VTtL2K+iMkJPynawIwQcdP161croPLaadmFFFFABRRRQAUUUUAFFFFABXJyaTfT3txcSQkSSSnDKRtCZ29N3UoBzj8OgrrKK58Rh4148sm0vITV2chJo2pCONYww2BztikVQSehJOTnr7YzwTinppt3F5iC0naOSV8xoYlBBXJYnIPJz05yeRjmusork/smj3f4f5GfsVe9zmLjT9QlRfKiVdwyUcggd/wC9jOe+D+VRroUkn7qa14L7yQV2qQMDbzkYGBnHauroprK6V78z+/8A4A/Z+9zXOPuNAvWiIQAyhSRvkyCeu3J5x747enFQ2mh6xG7Fo7ZEK4I8zJJx16cDPbJrtqKqeWUZ1Pa3fN3NlOalzKT6aX0dv6179TkIPD19GFxJGPmy6HkEDpj0PTn9KkuNDvZUUoIUcNuJD/1xXV0U/wCzqPsfYq/KdX12rzc2hyn/AAj1wbRYZBBJJu5YyMNq8DAO30HT/wDXTB4Xki8qSFoPNjIPzkkN068e3Hpnv0rrqKUMrw0I25b+pwzhCcnOUU2/I5i50C+uUMX2sQRhlKGI5PAIwcr0pLPQrqCMoz26IOEVCTge5wOa6iiuhYWlF3Ssy07SU0rNHNN4emyfLmRN5/eAZBwOmCOn5fyqm/hO4Tmzu47eMptMCoNjMWyzH5ckkcZ/Guxoq/ZRvc2WIqJ8xzf9g3BiHnXKSPjBKjbuHPHQkDntUv8AwjsIK425VSgY56YA5HT/AD71v0VnLB0ZS52tfmYyfNLne5gQaAYrqWfzo/3iKu0R8AqWOfzY0yPw9ILqS5luYy7gLhYsAAEnPXqcjP0roqKX1Kh7T2ltSWrzVTqtTl5/CqSzBkuRF+6aMhIFw2SOufTB46c89qow+Bhblfs2qzRL5aqwES8uqbA4/unAAx0wOneu2ord0oPVo6oYyvBOMZaPyX+RyknhCO5vFmubsyqjRsqGFQQUyR8w5+8Q3XtjoSC+98KQ39ssE15KBv3uEG0P1ypAPI56HPbOa6iil7KHYlYmqpc6dn8jj4fA1hFeTXLyPLNLvUsVC/K2PlOMbgMcZya1pNAt5o/LkYOmMbWQEflW1RT9nBaJBPFVpu85XMOHw5BBjZNLgLtAY7sficnsO9SjQ4Gi8uV2lBGG3AfN65Fa9FHJG1rE+3qLZnO6d4eXS7ppYL65KMzHyWCbOQBx8uR93PB5JJINdFRRTjFRVkZyk5Nyk7thRRRVCCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/Z</Data>
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