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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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RVSKanoFKLp03GVk+36k7xzTohjJE8hxucbdi85wMfh69KZP4fzHtjkHmryXYN8+f5HOeme1WoL2KXEVspm25YyE8LtYqQCec5BAH9KV7iOG8VF4ON77pyBEMYBI9/T2z714uMlCpOzd0tDw8WqVSbU3dLTr/X9djIs9JdZczM6GdCgTaSWHDcZ4B4Hp371M/h2wmn8uVnLnICyRZJXjPOOmT9Kqa3eaisqWui2kswk27g8yLD0LfKxbcCOPugr269MmS98c3koma50S3hTOP3TuMnICs2MjscrjoPpSp4KDScpxXq9fuWv4HGqVCL5X9/6GnYWqWl01nNIyxRoW+6The3XB4+nTHvWq3mtFFY2/llJeWZhuGOoOD64/pUdvdtLoka6lHJcXioBMLUFgpPBZWwDjHPfjjms+2t1s7WP96195ilovIwCCv31PXucEY+tc7gqXNy2d9Lm3t6tOg6EXeD/D03Ev/DMKNJe6dKIniJMiM3yPJxkADrxkfljvToLqKKEXADRx7gFLvwO2Dk+pA47n3rZ/exaekUVgiKpXcjMoADDnOOmD7e9V9sNjEjZYyu20BBwBn39+/wBealRUqsb6Lv1XbfzPSyynGM/aR07q2/zfTur3KiXjTGKaI5IXashX5mHoT3GeenpUkEN3LNJJdSs0UhK7NpG0H05qURfZ7hbjAdZN25Q25EY85zjgdfzFaAQQ/vHZ3c8EgE9yegr3YYOvUk5Vql1e6S28r/5fie3UpUZ2vHX1f5Xsc1cxJp1wsqYlhB+UfdX23N+PAHWtq3iciNvMliDybli3B8jaQUORnHJPXII9Ac09RtZXgDxljbrkmM8bPX8Kj0qxultJ7WMCOJsMiMCOvoc8dOvbjiuXDL6vinHka7duv4fM+aw18Pi3S5Gl07d38vn6krWTShrszEJIRsQ8bUzxk5Pck8Y6gdudOAywb2nuUJPJXfnb9R2/z6mop1/0UW8Um1YFXeWxlRwQpP0x+BHPeqs17F5rQoSIPKLERx9STjPTp+nrVqGHWI+sfh0b1V9eiVj2quNpKlFzs9f6+RckmX7HFEhdWYjcV3A7ieenA5xj9KmSARN1I2jbtUnHH+f84rOt4IEyJJJ5UkfzRE8OQvGOQF46VXmnj+3JFp/lxyhWDZjAYc8jkZxx9K0w8fqkXVqLR2slv/XzPNoP6pB1qq0dkkrX/r5moJz57cN5QYhyTkZC9gM+nfHpjJpLmRJbJn8p5ODiMAZ3emDxkH14ptjLDdWmNiljzINnBbuemM96nuYTcW0kSyNGWGNygHH516UXGrS5oaprb+vxPVi41qLlT1TW3n/W5laPtlaNprNI5NvnR/u9pQYC85Odx5+gOMnmtCc2/mgOjF1IkJRTjgHBbH06Gsd47x7yB7iJFEAkAlES4UkrlyTnBwT04OTzxWh/ZFlZMt1bwsjwW7RRosrKu3qfXk+vJ6elZYdyVPltt5GOC5lS5ZKyS7b/AC+/X8DNuLcXt1cXtvFLKFKsrrdN5bhR02Eqpzg55xjByckUXT37y2unW15blpJFlhuGfaw2OHIVB/rMADHIHHJrauBGSlqswBZSPLD7WK8DIwM8cenWsL7PqA8RRzRWaWvmXWBcQosgeFE4Dn+HPIzjI6emdZ6Xsv6/ruejGm8SpRqS2T1v5bddF5K/5nqqncobGMjOKdVSxnt5rVPs8wlRVC7t2T+J9at16Cd1c8SzWjCiiimAUUUUAFFFFABRRRQAUUUUAcF4gspNP099aeB0ks4pB5ituMMbY3PgZ3Y2g9D/ADpmnQxGzjkhiaNXVW3mQln78knOPqfXI9dvx5N5HgLXnwxzYyp8vX5lI/LmvP8ARPGmmXqabpWk/aHcIgllkiISFQvIYk8E42jtk9a5J4NRviF8/kvT/hzaFb965VJaWtb5nRy3kZvDHsIVCERnAUB8jlc9cZP5e9WUSKKMom6XzHLOcjnPHXgcYA65wBUZsoJreRY49jSBvnByAxJznn1HNSX80Oj6ZdXCpuS1iaUqPl3YGcfjXn0ab9q23dNXT/Ts9CqNGftpczunqn+FuzKkVtPLexyNCYIQCJBIwIJBLfj1B9M564q7dqbeFMoxjwd/REx3JA7noAc+9ec6P4+udR1C3k1ewga2jkAjaGNxmRiBgksR93cQMZJUDjNd1pfiW11+C8a3guIprKXZNBMPnGDwcLu7gj14P1ry8TQcZy5NjhxWDnTnO3rf1KU0Jny8CKk0ShirxdB2Zxxkls/XnpirUeYNLikWaeZpBsWVQyiPHHKqcZ+g59+66g72ogfyJ/McFXAkLogOScsRy3yjjnHP42NHuY47ARttjEs5RNx6nA/En6fpXDblny7M8mMeWrybO2piWN/NC2bucPuX55mCo6nHqMDHHQ+vWtu0tC620sM2+CaNJs7CPMxtILHOQeffI69KZeaLGs5mtFSHYhUvKMqmRjI7k89Mj61lK8khZJJGdSSwIJVR0HyjPA47Goc/ZK89zrwOHnz+zqte9on81/V/l111bm9FxPcxIzQPjYpYfKc8bsgcEe9WreYsZI7e2NyI8Ryys+A+AMYJ+9x1PqK4e6nl0dJ21HE+kScEkGRoBjHz5yXU/mCe45CW+rDSrSLVrSVb3REAkK+Yd6/Mcn5vvYJHynBXHHTFdNKhOdmtVJ6Po327KXk9+j2v7mKwCV3SlZpbeS/q9/RO3TsNRubuKW3QaR5llOnluUIJV2OFVlxwp4ye2ecAZqOzNxZQyNMkjw5LFS5keI9CowPmUHIGOfrVq11iSbdNLAwhZVaBYvmLAjkk9B7Zxx1rEuryxhvIV85YrlpN6Hfh2JHIwO3J/IGuunmbow5Wr2+8zw1avW0jHRXu3dW9S7eXcVzZQ7zs81v4XztAOORx7/lWnbWfkLvjnkDnggyFsj6Nn8+vFczG0p1EW9usbzTkjDDOVyCxz24PX3rpJYrG1iCx26RW20iSaHAIJxgZBDEkkHgHJx3qKGOlUTnON27fd/XY83D4qUpylNJva/pf+tLFpJ4ymyfG5mOBtPIOWHX6VTvbWWa1iiS4GThZT5Y5GOeDwB7c0yRrm3iiYW+2Pc7SRZBdASxyCOCc4GPfOT3r6fctLezgygxuFMaOcP067Tzg9fwrvo0IRirtrmf4f1+Z3RpU1GMXdc+ny3/Hb5mg0kcCDzJAoA6s2OlZ91cG7jmNjBFNd2rrtFyjIBnGcMRwdpPI9akvoLOa6i82BJpirIAVDFVxk9e3QfjQHmiu2i8sRxMM+Yo4BPUkkcng131aqho9np953zxEaMkpxutEvXz8um/zIhNFLFbzpI620UnGw+WCRxz0yOuRjHAq7dO6FV81YFYZ3t1H4dO4596l2qIdm/auNu7djHbrUF55gjLJGznejEAk/KpGQB24zgDqQKn2ckrN+v8AwPIhUZRjZvfe36W1t9wq7jbAFDtJVR5jcsuRkt79eP8AHAsk4GcE844qMsk8Z2EOBhgQeCRyOR+FVriaGKB7gmUDchdI1JfORj5QM+gPtXRpFaHXGPLaKLjAcnvjoTwap3cVyTE1rjeZAJCzbQqdzjByfbjr2p6IsdrIIlzmRmwBjJLEkEfU8/iaq2mowXiptkuFdQBKnlnKkqGAII64NDfRlJO3Pa6X6nQeG7CC1tLkxY3SSneBkBSOcAdhkk8d2J710dYmg28kVtJK8hKyvuQMMHAAGT25xngDjFbddFP4UeNUm5zcm7hRRRVkBRRRQAUUUUAFFFFABRRWTd6qsE3lRrvODlgc84zgAc9x+Y/DKrWhRjzTdhNpbnN+NoLzXlXQljiTTHKSXcshyZdrqwiQKcr93lj0yMZ5xJaJawQpDbQxW6KAPKCBQo44wMdj+Gfwonu5PJLmLe8rhkKRFcjqSevOcjFWUhfy4iXBk5D4Gc8cjI6c/wAjXmf2nCr+6ba/LX9TroOEaak9HLQYklv5bSq+YhnouRwTk8HmobqK21qzntSQ1vKmxlyUbB68/T2/+tW1BmxFGqk79pAAOQScAEfUjr0qiskkYZUcqG64PpXiY3M/Z1eWF2u93v5HoQwiqw5ozd/X8TgPFEt0llb6LpujtHaxniaNGkM2OQUOMAE85BLHA3HIxWt8NV1KW+1fVJpJJGYeU0Zb5pJRyM59OnX+KuoLK8MsLLGElJMmBjfkEHOODnJzn+lViY7V1RIlRHJJEcff14qFm0IpOML/ANfMdLCyScZ2Xnvv118zW1K9KvbxTW11HI0jSLuVWU4BXnaSBncDz+PSizhtHuLYwsyyRkqEdAxYEqSc44+6Py4rInuFQwsOVJ3N1yEwRuxjpn1/pU8UczSho5l2qo2rt5J9d2fpxiuOpi6leqpWs2c9TLqc01PV/wAy6bfhpr6Gnqs7Kxtl3bCQ/LEn6c9vas0Qs5MoXOwcn0q/BYS3KvI8oQhipLnqR70XN1AqNb2keEbAZ8nLYrlqRbbnPQ64QglGjFczi02+zXX17WILRI5JsSKHwMrGSBvPZea8ou7TxZC2sJHpEkNrdq262SQOseSCSuDyxGQcdSenQV6RfappOnoEudSt4rgNiSJpANnGQD6HHOOvNc/4n8WaJceD3bTr8C96x+TMVck/LyuQehJwRx1HNe/kbxVCapqjdTa1abW+m2nmc+OjSqS9rzu6TWjXz3KVtrU+vadoYs9Tg0u905pRfC5uTGOChDEdSvB9hnGe9dF/Z4g8ZXuo3TQQ7YFRJPvK+Rljj6EAY5p/hXw7pc2iW+lXdkjvDFmQnPLsvz5z15Y/pWqdNtZbsTLcRXMcUnzjeHG3DAb8Z4HT3I7VOKxFN1XLDKyTa+V/67279TxsXicVRh7KyTe76u7v/XkXbOQfvnLiW13LBFFGN2QoJZznOck/gFHfNSyqkN0qhULvMpOW3KpHJ+Xsdvp68+tUb6yZk+zpJDDECqxrHgfu/LP+sAPK8Y4/l0tTrHdlSzzCCA5KRhWJBXGG6kjDZ4zyevFaYacYwmnbb8SMNUtGal/TLFwslzFeR+WqFF2Rks3JIPU44HI+6T+HSo1toVuCyO4lAzguTgewJxTZmkugiusjMCu5ihRNwYdFPPHzHJ4784FWFRli2uTIwHXABP69a78vm2nGXQ7sDLmupa/1/wAEZP5ytG8KB8HDqWx8pHUccnOPTjNQ3FrDqAjLs67fmG0lGB5HP0z+eD6U2KR476aOeU7WVWRMDCAk9T6k8c8HAxznL1MUd+THJH++j3MM917j869FnoOz3I/sIfT/ALEkht/KI8tocArg5U46fhjHtT5Y7iexaGO5iMhJR5FVhgd8YbIb3zweaS2aT7fcIZ2ZDtkGUAHIxhT3A25/4F1qLTrWOza4jtpIJITM0jyIwLFzjcGAGM/j6ccVN9bCi4run/kI0H2C6WaJZZB80hijVVDPjbljxnhhx1+UY6c6hCgjbuK8YJBGaqTyWpeOKW5RXm+aFd4BbaM5Ud8de9O84IFjkkcPk7eNykdiTjA4Ht39qlwUZ8ye5Li4z53fX+v66EMkBgtJVtY1t5ZZOWjXceW2hzxydoBPp74zTtOkuNQVYFjnhlY4LTx7SBnkjHBIAJ96WKWOG3kmlcJEi/NI+V4A5J3cjnPWt7QLW5gsvNvoljuiNpAIb5R05wD+ePoKuEG5aMyrScFzc2r0NiOJIoljjG1EAUD0AqSiiuw88KKKKACiiigAooooAKKKKAKeoP5enXDBmUiJvmUZI46gVyMs6K6yKm5QGXZEpwMD1YjPBPQe1du6B0KsMqRgiuKmeOK+ubeS3UmBsec7Blw2ABgEtnPbAz6jNeRmacLVU9tDKo3D307P+v0HWC/Z7GCFvKMsibgGbPJ5IGRyOCT+dQ6iLiaeKG2kSK1IO+VUBaJiBhkOeOvXB6/hT4bx01A29xCryRRrukiIChWJG45wR0OAM9DTp7Yak6u0bE27Ex8NGrHsCQclemcZBxyOMV48GoybqLczhpfn1GBIbixMlpcx3cmNrS7gxz3LFepyOgA6YFZUdvI1wY0lWYsxC7FwDz/n+db1w6Rwxpe+W0zqBnG0MQRn1IGcHqT+VY8YbSr8mKQyAcANkDaeeR6152N5ZWvt8rnoYHEYmE+SnDmi0/lb16f8AnMMNrI4WQzSRZ3jGEDbQdjHnGQR+fSsyAyiNEni2vsBzvDBuxx36juBVtpZ55PMJZyvzdMgVbeWWSGUTW4eTJydv+qGM5PoP1+uK5lyVVyQVu3qerKVTDL2lWXN38l6fPf8DMuLo3OHVEJVfKO3I4GeB64PuO/PWmWMrRyJCykyqo4x1B44PTP8quR2yyXDLC0cg5Cy54GDz/LBqlIrBCIlSRwQC8oxnj73Tnjp0BB44qVzJqUr6P8ALzN4SpyXJDqtvJmjJe6fDKljdG4V5GzCQrSF2wA3Cg98dR37VnjUJpXJ0yEW4EmDNeREsVx/AmRg9OW/I0qxFZJRb22XmYNNKRuZ+MfMfQAdOAPTvS2hnvZ4Et4mQSMD5rjhFHJJGc8jge5Hauh1E5p0l83/AJHlQxEE6kJNvl6Wf4v8+mu7Mi7tJrTSfsVlIr3sshbzpQGYMzFpJccZPLEY74FVLHwhp3h+5+2PBJdsxWR5Lsrujwc71JAxzyTz0rrr06f9tAcyxTA/vJFwwYjI5x+nHHHHaua1WH+0dc8s3d09lbCNogcAEenQHqM/iOmBXVHFVoxnTVSybbdt5ev9dznq5vhFGMmryWlu39febFtr6ae1lZDc/wBpjJaUHO44yWDdgOMcd615bWKNZLi3kHm5BO7aIpORgHGBxggH69elVz4dllvYLtnhlWOMKsLcRqRkq4AHJGT6Hk81Uumvbq5ksWjgaRNq79nyyAYJwe4BKjH8JOeeBWafJBd/1CVKOIqXk07N99unX/gmnhL6aG8ZGcbvLimSMFo/mzyATjIwM/ieDUp3zW6MfmZmbcZOCqk52sPTGFxjIOOO9PRDaxbFnZWYbWjdi4yAAcdCOBngjrmn6YsD2Qt1lRwh8s+USmAOnAPoOveu5UpKCqNaHG6Vlzpe62RXN1HbWsjfM6fNmVfvEgDBwPvdDzxwPSo0uYbqZ0jMgmhyNp3Jnpnj68e348yeRHGfLWIeRCdnltwNuBx3yP5/zjjktJJ/PgEm2VFaOfeXjcE4wOSO3H516NOcqU4KPwS7/odkXUpTgoP3Xbf9AVJLPTUXa8sqKA3lEFpCPdu5x1J79e9MbdIJ5JIvJCMuSp5kwATyOf8AZ47g1ZdNyFVkmQg53AZPHpkEd6khkhucwsEWUfMAchiATzggf7PPqfz76tSNNKUtjuqSVOzewzB8xMomwH5SRyvGMfXrUDieCFpndZNm47AuAQMlcdTn7o6446CoJLW8hunN1Ir2zyfugOHi4I+93Hf1GT1xT5reG8hSVruSOORNke19oYN6g8MePTvR7VLVtWe2oe2WvM7J7PzFvbWwlaO7vVjBt8ssjtjy+5IPbpz/APWqyJ45AHjVnYDOF4I9jnGPpXKC3i1vVXk1G2aZbG5eBViZGjkDnBLgdMbVOCcjHuBXQT+dJPJZfZmFo9ufnQ7MckbQc5zjnoMetUpX1R1ODWkt16bfeQ6aILeaHTZJhE8zu0drINzFN207WBAGc5HfnHavRq4DSooZfEtoCP3cEXlRM+S5cfMRkjnhQc5OefQ139bUFZM83G8qmlHtf7+3y/EKKKK3OMKKKKACiiigAooooAKKKKACuE1+O6iv5JDO8ckzqsQDhkAXL7tpHH15Pb0ru6x9XsIpbVpRGrSBgeQCME4PB46HP4V5+Y0JVqVo9NTGtBzhZHJ6ZZXNrJFCzuTInnTHZtMrjgKW6nAI5zkleSQcVqSsqOqRLLM8ThAQqt5JIz3I/hOM89frVRrdmlkaGaJpEbLR+d8qseDjqR6fn9KmWGCG5jiYKQXYQYH+rzjIHp0PPUE9sgV8zGd9znV46MdJaRyXN0ftcs85iVhavIAqDLbSFA4zyMnPTviopEs2hBO0XDRg7VYPsGOWwOMd/T+VWJL7yoJ51EeEZIx5reWJCcchjnP3sD1IxnnNVS7p5yzxA/u2AkUkgjjAJzkc59frk4onSc4OdtEdUJVYr3ZNJb28+3mMieWWCJIZwkgG5F3csRweB/I5H5ZGdc3N1as0iwNNMeDFgfODxjBIBFbkUUYtkVo1ZwOSOOv5VHdzgIu+RSwUtnB3bxjAH+zyf89FXwM6ajUndJW/ryPVpSmpSh7P3Zff8+vqZ8A8q/kaC4iSxLqLgXJJG8tgiNj0OcAjoegwc0/UkBvZpUkzuCMyMNrLkFRx152HqP8A608djDcRxusYZ9yyqWYn5xyC3PODWaHmvNUNndfaC1vtjNwI1UXD8kgenRzjIwAPXnfMqSlFWSvLWy/P7jCi3hsQp1Go76fov67jI4VuCfN27F2tsYZx7+mf8jPNasVgN5+zXO9JEKMy/Ky55+VufTp75z0rOcJa3EKRxbkkO5hKpwIyOST/AHvzGcDPOQ+TWcCRQryhfmR2b5iw5UD0HUZ5ODXnUaUaa5p2vexz5nmtOfuQn7r0f9b/AD+Rn3kMdtdvAkvmbOvGMH0qKC1NzeRqn3zlfwOMn9KnMUmp6nNPbh9spBYSn/V4GMZHbj+dbVtBb2UbFfmkQhXbvk4/Ic1thcBKvNy2guv+R89hculiajktIJ7/AORnXvicI9vp6BoXZjGyoytIAOMjIx1BB4+lTfYWnnint1VRnbG7E87lPUEDAxgdeSfpT3mt7S5muntBJIULZij2yyBQCQD1PbgkD6Ypk2txw28Nz5d0styGEVqyrHKCuQ2AxwxB9yMYPPf0o4Ok4yjUeq2f/DH0eCjOhzwlK+vVafd/Xc1vKCsAHJdOMlgWk46ZPPXH6UkiyeUZFlNtIhVnLBWIQHPzDJ4OCM9R1FQ2d6moSXkVvIkwjwC+xlBJHQsRhlPqvrx61K9uipHBE7wogLlUGScAZVnJ4PTnjtzWtbFNN0/sir4mSbhbTyJY1t7kKssOZW/1oHQNjndgkfQZOOMUnlmUFoWxISSNq/IV3Njn8ecH3xWIFumuFuLizEaXA2lJXV9jDOdpGODnn1545rWe5u101TbwZdvlQKD0xnPOD0HfmuGE3d3drf1oefCs23fTl/rQrXt68DxxhCCceYcqCgJHqccdfpk89DMnk3BO2IsI8FGYYVs85B7/AFpskUDwl5WMzp8hdOTkHB4HvVSz1JLu1ZZ41QrIbd43xtbJwp5PQ5A79a96lOrzP2jXK9v+D0PpW4uClH5lqazju7Z7eZpR8uGdWK4PUlfTkZz/APXrPvWbS4GWW1F5AzCOzgijJbdtLfOeRyyjnHHfvVqO/tIxLbXVxbiWEM7rvBCpk4J74AIBJFWIEt4N8qxpEztyxPXOOhPb9M1q4wdlpcanCNqc4pp62Zg6Zpy3umRvcJK0LkmeByZHkYYBEgK8bWViNuAeuOTVq00zULTVZXnkaawlDosckxIVSdwYq2ckksOD0xx6V9TeR9GdY0C3bAiO1aVdnmDJBHTdnDHkjIGTggVbi16HT9KsW1G8WZmjTzZVwXkJAGVVc55YdOOvPQVz3nBrntb8bEPF4ig5QqJcjvstFvt59tdtCWEyLqMkVnHJaRQQxiK5+V4yADgIp4GNw5749MGu/t5hPbxyhWXeoba4wwz6jsa4rTJ01DWp7RPJFvG6NblMhipTcWwwwec4I68+hz3ld2GlzrmWxz46o5SjddF+K/r9AooorpOEKKKKACiiigAooooAKKKKACsjW2UWsak/elXjdgHHPPtwK165HxBK15emzkWeJYyAskbgEqVBLcHOM8H0xyMHNcOYz5cPK3XQzq35HYo30N3JbS/ZY/LQ4HLHBByp+Xp05/H1FRWyzQL9ue7mCvCpUeSxRAxGTs+9njuO/tgX4JDcW8giRUwp8mBwUZSOMt36/wCTmq6wh4QbWUfLiKaVMKwVR9xupBBLcDAGT07/ADEIKTWv+Ry0qcZTTb09bIfczQ+QsXlM4AJ2I3LSdgRkE5ycg9aqXURjNvaP53nyZClZCgwMnnB5HAGOTzkc1NcXcMbtEkIN5IAvmxKhZCeh59CBjPBOKW4JLMkh3nzQoaRSc85xtAAxj8wMmvR9lKDdF2s+nf8ArzPQcZU5umna+3r/AEgSQSxZd/KyCxQ/K2O5IPI/n61HNbS3RjaBc7zxkEDGeucelRXhEXmIgMZl4YxJsGMc4Ycg5P1pIWF1OEmEjxgZESuQG284PqCR079+M1y4vFKpFYapH3nb+v679Tvw31iFF1na6T89i4Z49JWNVJlWUkDPchS3H5H/ACKgv9TjilKwwgvIo/eZGevTngfj7Z6U25mgmkFxLGXeIllQg4jJG05Azk8kd/bvmA6ZNcshCYG4EqRj5T14z29M1z4mg4RToe9H8vn/AFY4MVh8RGnPEc15KzSa+/8A4HkabRLJbRvNbyTS7DGWTAKoeSPYHjI9h6Cs1NHtYpYxO0s1yV3CGLHA75P9cipYms4b50mja1jlXIbcV8xkwucdjggZzkgdacEgsrgNBvgA3IXYMXfIJGFIxgHHPtWE0rp7/wBf1ueLWcZzU3b+vL+kWoRFExtxtRuoQcNj1IHTnNU7+9h02eP7US9vcEq21OYwoyDx1H4Z59Bws0F4LqGaNybkAt5ErjJTA6tjg5+o59qrTS3eoQ2yQFoJ3k/f/KhMO1DkYYHOH2/mPevcjUeKoOn8P69z3MPUliYeyi+SS1T2Wi8vy9CZCz3TXAaY2QCtCMbgwOemeQf85qXVNC03XraOO+XbI4PlPwJoyP7p5wQfrUzRzXNosM5hmh8pUdigxIf4vk6YP1498Vl6s08drutLe2eK3zNHGZGRnkjKjJIIAXG849hnqcPkq0qSjT13v11C1WjD92773e+pMtzNpOuXP2x829yEeIxod2FjUOzk/Ki/KeM8+meulukuY7a7t0+XOJMglyM7eD3xknJzwMY5rnL3xRcwXKi50W5m0koGMlxDu8mQHrkZDKDjng5yQTgVtjUAPsL28kf2S5AZ3kJyVPQoAflLFwB+WOlee09NNTic1L1Hv58l6jNHLbuFZYWdFbZzk/dyAuAByB1HOazJX1E3QhaZzmVT5qp/FjGQR7ccH196df28rXBaGKVpVhTcUfdlW3ArjAJ5U9R3A9gWCSm9Ed1cJKjxEQw+WwKqMAlu2c8fh3qVh5TrKl6eRyyozqV/ZK6262/r5bFzTrNbJpQ0peRypfsAx/TJP9KsXMsduEZ1RASE3sdoXcQMZ68nGMd6y7K8tLhheXSg5dmiuHhaJAFGMnd0OGI98HsK0me3nezmS5XDsfLKMCJRtJwD34BPHpX0VOEacOSnoj6qGGjQh7KOiV/zff8AUHtESRZ44z5qoUCq2FOSD83rzz36n1qnBNdRusV9LHK0rP5axwsoZMAt1Jwck8E8gcd6minuEhupb0G1SF2VHeRGDoOkhwBjPPH1qO3160cP5ytbKilt0uAmBjOD+PQ4PHSrdmXKF5e99nz/AKRJpVubjTPLmkmmjljORcRqJACOVZcY74xjtSwWaRwpAIkI3nOw48pMEKAOMfKFXAA/nUdlrtneXM9vE+UgcL5nmKVdhzgYOePeppdRX7VbQrFO5ud2JolDLGBzlj2z2rJQfPeT0tYlxnUqtt6NXt07vTbb/IXT7/StG1iCxWcLPNwsO4kqgX8lUAZA4HXHNd5XFGFuGEhZwR8z84HfAGBnGRn3q3b3UttMrmaVo+jBpCQFzngHI/8Ard666b5VboYYjDqVnTVtP6tp+H4nVUVTtL2K+iMkJPynawIwQcdP161crc85pp2YUUUUAFFFFABRRRQAUUUUAFcsdKu5765uZbc+ZJIdrKw2hc7Rxu67AOcfh2rqaK58Rh414qMm16EyjzHISaNqQjjWMMNgc7YpFUEnoSTk56+2M8E4p6abdxeYgtJ2jklfMaGJQQVyWJyDyc9OcnkY5rrKK5P7Jo93+H+RHsVe9zmLjT9QlRfKiVdwyUcggd/72M574P5VGmhu+YprTgvv3AptUgYG3nIwMDOO1dXRTWWUk78z+/8A4A/Z+9zXORutCvpI8IimVUO3c/yk8YUn+uO34VXtND1iN2LR2yIVwR5mSTjr04Ge2TXbUU55ZRlU9rd83c2U5qXMpPppfR2/rXv1OQg8PX0YXEkY+bLoeQQOmPQ9Of0qW40S/miTb5SMrbs7zx+ldVRV/wBn0lR9gr8p0/XavNzaXOU/4R64NosMggkk3csZGG1eBgHb6Dp/+umDwvJF5UkLQebGQfnJIbp149uPTPfpXXUVMMrw0I25b+pxThCcnOUU2/I5i50C+uUMX2sQRhlKGI5PAIwcr0pLPQrqCMoz26IOEVCTge5wOa6iiuhYWlF3Ssy07SU0rNHNN4emyfLmRN5/eAZBwOmCOn5fyqm/hO4Tmzu47eMptMCoNjMWyzH5ckkcZ/Guxoq/ZRvc2WIqJ8xzf9g3BiHnXKSPjBKjbuHPHQkDntUv/COwgrjblVKBjnpgDkdP8+9b9FZywdGUudrX5mMnzS53uYEGgGK6ln86P94irtEfAKljn82NMj8PSC6kuZbmMu4C4WLAABJz16nIz9K6Kil9Soe09pbUlq81U6rU5efwqkswZLkRfumjISBcNkjrn0weOnPPaoP+EOlWK2hi1aWOKCARKohT7wBAceh/T2rr6K3dOL6HTHF1oqyenov8jlJPCEdzeLNc3ZlVGjZUMKggpkj5hz94huvbHQkG8NCIjKi6IJOd2wdz25/z71u0UKnBa2Jdepe9/wAEchD4HsY7ye6eV5p5t4ZyoXKtj5TjG4DHfJrVk0C3mj8uRg6YxtZAR+VbVFHs4LRIc8TVm7yd/u27GHD4cggxsmlwF2gMd2PxOT2HepRocDReXK7SgjDbgPm9citeijkja1ifb1FszC07Qf7NuRJDezmIbv3BjjC4IHcKGzkZ685Oe2N2iinGKirIzlJyblLdhRRRVCCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/2Q==</Data>
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