<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<metadata xml:lang="pt">
<Esri>
<CreaDate>20201223</CreaDate>
<CreaTime>16573600</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
</Esri>
<dataIdInfo>
<idCitation>
<resTitle>Map</resTitle>
</idCitation>
<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>
<searchKeys>
<keyword>Análise multitemporal</keyword>
<keyword> Brazil</keyword>
<keyword> Sensoriamento remoto</keyword>
<keyword> Cobertura da terra</keyword>
<keyword> Distrito Federal</keyword>
</searchKeys>
<idPurp>Auxiliar nas tomadas de decisão acerca da gestão dos recursos naturais e ordenamento territorial</idPurp>
<idCredit>CODEPLAN</idCredit>
<resConst>
<Consts>
<useLimit/>
</Consts>
</resConst>
</dataIdInfo>
<Binary>
<Thumbnail>
<Data EsriPropertyType="PictureX">/9j/4AAQSkZJRgABAgAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCADIASwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD3+iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKwbjxHa273Ubja9uwQhnADE4C89skgDNb1cXPJDcandWksKsiMzIPLPD7jk5x1+Ycjnn2NcOPxEqEE47kVJ8qNFPEpMLyy2TW6KQP3si5JJwMbc5zxjvz0pk/jLT4IZHllgidSQqS3CoXI7c9OeDnpXPavdrZwBbG1UvlDIABtwTtJJ6kgAgYP8sViweEjfZj1SWZ4zkeYch/MY7iVzgAdT0Ocnoc48iWaVZP3XZfI5J4v3uWH9f16HpI1ktbiaK3BBXcoMg5HHIIyMYqrB4hmluZI2slWNI9zSCYthu642/59K5LXUSS6LWPmi7jAZXByqngZKj2A547dRxVnRnkvrOTPlwwcxugzuLDGD15Byee461iszxcpcsJX+S/yM1iZzq8kNf1Onk19kYq1rnZ80gVjlVOdpxjnODxWZH43Rpnjkt1jyVER3ltxJPDADK44/P05rP1282hI4fvty4bnjjHXOP/AK1c3EMfNvdl2gLlywA56E845rOvmuLpTcXLVeS/yMMXjalGq4J7HoM3iXyYvN8tCvTBYqQfcYyB+Hp60Q+Jmm8pEgQ3LKGaDccjOM4JAyBnriuDYMm4vtUDHU9cjj+daOiaswuljnkEy7j+9fqiYJwD3HA+gz61nDN8VJ2lK3yX+RFLHznPlk7GjL441FNYSx/s2FFJIdpJD8h/DrntxzkfWrH/AAmkxlKxQRSQlikc6ksC3GOFJyOeue341lOsCa47tFuSVG/fDcC+5sBWBPzdCBxjAGM9Ax51ntmXSYreKZd204RfMPXHLHPfkj8jWssxxO3P+Rq8RVTtzdTd0vX9Y1OMTr9hWMvgjyXDDGQR9/1HX0IoufFF7HqHk29qlzGrhXdRgISBgZLc5O7nHHA69eNt/FzWeh3Flfs6X9u0gdHRiDg/Ku9eOeRngcfiWaHq1xFoc+rzMfszOF8lSfllX7pGOcElQRn9cA08ViktZsr2s0kuZ+b7HYP4vvt77YLZAjbCJQ6kMW2r7ZPp71NJ4jvBNLbI9qbhUMoUISWTkggZ5ONoI45OehGeEg8Q+INUluJEjhkiILx27hTJCjHAIGBuODgZ6/z6u1trmCx8req3EjmQvtA28jIIXg/pn9a0p18VKSi5N37F0ZVakrK7X9fInPi2+EaRGK3+0NnICnC/MRgjPpTv+El1VUDGK3JJHy7CMDj1P19Tx0qtPaLGwdI1jLZ3Oh4QAE5xx7D8qqJqEf7yMqoiCNtc5Dse3I6c4rGtXxeHl+9qb7f1/X+W84LCwviZtt7JP8/+GOhh1y88hTcS2yucAupAUnGT1/L8KVPEmUy15bA5xwy8c/zriZWUwqIsm4J+Yt90D6dTT7GzN3flQhUBcu/tn8s1VHOK85KEY3b8znpZpKc1Tp0077a6/odwdYuFTzC8fl4znjp6/SoLXWNQlEgmaABW+R4m3ZXJxnI4OAM8nrUXyRRjoqKMCmW4PllywLOdxwcgH0Br6K8tLs+oVCLSukMPilxM8DyyLIsvlHy4wxHGd3TpXS6ZcTXAl819xUjHAHr6Vwlrp8rX1yLhV8lX+RUxwCMkljk5HbAH+Gno+tQaLbNHqQu4w1wIEmlAYyHOAxCdAeOfXP48eEr1206uz/C3c8zDwxNSm3KCd303Xy/4Hqd1RSAggEHIPQilr1iQooooAKKKKACiiigAooooAKKKKACiiigArkbudYry7RVfzvMGT5JOQSTgcAH5VPQn37Z66uU1FVJuYfNWMvv8vpuUkkMRkEdx2715WaRcoxS7kTg5WSMDTFCy3Mj3CxxlmnCtICXR8hScKuBycAk/eyecYW81KaSI/YjKEViXlKgBjnjoOnt71qzQ20lu0CrGglO5lXG4nGNx9e3NR/ZYmtRbMu5FGFDNjdgeoryP7OqVL2aS/Xt5HO8uqzTjFpK349tNvu8inBfSC0EUNk8kmSkjyArGuD8zEn730Gcnj1NZCl4dXkktnYLIy7lgjKhj0PyZPT8P5k9LbzM0MbzbI3c/KFbg+mD39f6VjyRjTrhptwMof90h5yvIJb07Y5/+trj6LhGE4uyVrvZpaen/AA5WY0JU406kX7qtd7NJW6d2NmtfKjUSqdso43H5mz69/rVO7s5bMI0vltuXcFPPHuP/AK9RTTXl3qMk0pDxeXuJGBs5Axj05ojuBGJluJfNhHXzMEqD1B9sY6+/tXzjSTbjr/X5nDUxOHx0lCpFU7bSS0/7eS/NbehNZW66isqQs3nJudQP4sD7vPHXH55rJnuzax3BuQoMHzLtODkDdjJHXAyfQZNa5tsSLLbOY8g/dJwc9Mc4HX09KRp7m2syLmFXtmY790QAkGehYDPHqK0pzhJq6/zMsVl88LZVk/KS1T+ZjWmoT6lZubnUTFcGNXje0IGw4+U8nAGFzxgcH3qzDoYl0BYVleUCNfMbO1exVkxwEAA4HXryTzdS7tJAJra2kyqgK43rJt3NuGCOox+oPsEvH3ztbp59zCgHzH53Ukf3cgHGASB12kj0HdKrKT5I6Xa7b+plyyk+Va3a+9+dkZ1jYXC6kyrIwMr5aZuUc9y2ec8HkYHTil0u1Fn4hnE6lLfLTbpQfJwF+Zhx1wW64rsoI1NqkIkSW4t8DcwIIbHBYdeRUV/aPepsnuTDCBukRCvQBu5XgE7efY16EcvlD35O91tbfyvc9OGVSp+/J3dr2t+Dd9Px7hFb6ZbMWSaMKiAmPcPkKg5Ixz0POaiudXu01+DS7fSZZUkXfLebsJCvOOO5JB4yKo2MsNvI9vEizW7tkBsDB6EjP9e5rUklnt1jdiEVgE2HlgwB6k/l+Ge9dFDG4eNFtK3Lul/n11d9/wAD0MFXoVafLTfJbfto++zuNluba7mntruR7aNFV13ZVnzuwcEcj5T09Pesue6tjF5Vsi+VgDzTjL85z0yPzqzeyG4vnSeMkhEdXPBIORggehXOf9rtimJp0VvE0kmmJcJKxbmPpjnk45/H0rwq03WrtVXZ97X/AAWx5+PwFd/vqrSTbV9b/d26K1yjBBLL8kavIc9hnGT+grpbS2itYDAHBcjLkNg//WpltqEUskMIgnjaTgfujtBHXkdKlm3xagpD7lKfvAoJ24yR0B5OT27V62CpUMM1OMueT7dPRGuAoYfC2qwlzyemi29F+ZE9kA8klxcyTRllMcMioURgflxxknOOpP4VckfyoWcjJUZ9M1WSW0ecxefHJOpHyMRlTz0HbofyPpT7yZrezklXllHX+tezOajBzeyPfnVUacqj6Io2jGbUbn/SZhkMPJCAKvQbs45PHr+uatwabaW9291HAonddrSkZcjjgt1PQdfSs6GSWGL7UnLuEwzSqI5ixICjBbklge33h7iryXssbsl5HFFggeYJBtwSQCc9Ow/H6Zzo2hSTn6/fqYYWfJRi5aP/ADu/6/4Y0NP1FtNMdioadNrON7Y8sDoM47kgAegPpg7EWsQlwro6A5+bqB9e9cy8tvbyTHChwx8vIwHGATtbHJx1A7g1YM6+VJIqsQmeMfeI9P5fWtMNiXVhzEUo068edqx1lvcR3KF4m3KGKngjkfWp6p2FmtjZxQDazqo8x1ULvfHLEepq5XatjjdugUUUUwCiiigAooooAKKKKACiiigDE1DUJPO8qFioQ8kdz/hWHceZFGczzsZmGWI3lTjGcY7kDjpyfWtCWJXuJXDA7ySuPTJPf6/rWbp00dwk65LMrkhix/QdcAg/5NeLWxlOU4werb/L1sdsFTnSulqrf10MTWbqawsoJxd3WnwMfKEhRGkZgCRuWQEnIGBg5yeR1qHTNZk1eQ2wiurmFIBIl6YnjWQnIYE7QN2CCABg8+ma2dds4tU0iaCeX7Ksi7XkAUkKeoGeAT69ajsrO00qztLYOdtsqrE0kpIYcAnGcZ98cbuOtOiqkU1PQKUZQpuMt+36k7xzTohjJE8hxucbdi85wMfh69KZP4fzHtjkHmryXYN8+f5HOeme1WoL2KXEVspm25YyE8LtYqQCec5BAH9KV7iOG8VF4ON77pyBEMYBI9/T2z7142MlCpOzd0tDw8WqVSbU3dLTr/X9djIs9JdZczM6GdCgTaSWHDcZ4B4Hp371M/h2wmn8uVnLnICyRZJXjPOOmT9Kqa3eaisqWui2kswk27g8yLD0LfKxbcCOPugr269MmS98c3koma50S3hTOP3TuMnICs2MjscrjoPpSp4KDScpxXq9fuWv4HGqVCL5X9/6GnYWqWl01nNIyxRoW+6The3XB4+nTHvWq3mtFFY2/llJeWZhuGOoOD64/pUdvdtLoka6lHJcXioBMLUFgpPBZWwDjHPfjjms+2t1s7WP96195ilovIwCCv31PXucEY+tc7gqXNy2d9Lm3t6tOg6EXeD/AA9NxL/wzCjSXunSiJ4iTIjN8jycZAA68ZH5Y71JazxrELhf3SBhsEkmB1AxyfUgdeta/wC9i09IorBEVSu5GZQAGHOcdMH296r7YbGJGyxldtoCDgDPv79/rzSjFSrR5tF36rtuelllNRnzw08rb+V307q9yol40ximiOSF2rIV+Zh6E9xnnp6VJBDdyzSSXUrNFISuzaRtB9OalEX2e4W4wHWTduUNuRGPOc44HX8xVwNHDJh2kaUr6HBGSeB7f4V7ccJWnLmr1NL6Lp5f8N+J7NWFB25lr6v8r2dznrmJNOuFlTEsIPyj7q+25vx4A61tW8TkRt5ksQeTcsW4PkbSChyM45J65BHoDmnqNrK8AeMsbdckxnjZ6/hTdHsJhBLaf6q3YghdpyAf7pzx0/DiubDL6vinHka7duv4fM+cw18Pi3S5Gl07d38vn6kr6e0sbX32jakjDZG3G1M8c5Pds8Y4OO3OjAZYN7T3KEnkrvzt+o7f59TUdxHi3+zQygJbhd7HHABGFJ69Mds4I571nX963mCG1OIdm5gkecgkgn6UctCFZ4nV+S6vVdeiPXrY6lCgpT97XZb/AKaGlJMv2OKJC6sxG4ruB3E89OBzjH6VMkAibqRtG3apOOP8/wCcVnW8ECZEkk8qSP5oieHIXjHIC8dKrzTx/bki0/y45QrBsxgMOeRyM44+lb4eP1SLq1Fo7WS3/r5nBQf1SDrVVo7JJWv/AF8zUE589uG8oMQ5JyMhewGfTvj0xk0lzIktkz+U8nBxGAM7vTB4yD68VU06aS6kdHiUwEbmOwYL8Zz265NaFzCbi2kiWRoywxuUA4/Ou6jUjiKTnBaO+jPRo1Y4qg501o76PuZOjkTGN57NIpSvnR/JgoMBecnO48/QHHrWjObfzQHRi6kSEopxwDgtj6dDWO8d495A9xEiiASASiJcKSVy5Jzg4J6cHJ54rQ/siysmW6t4WR4Ldoo0WVlXb1PryfXk9PSlh3JU+W23kTguZUuWSsku2/y+T/ysUTaR6hqMt1Hv2BlYTfaZPKIUdCmQDnByOmCDk5IqO6e/eW1062vLctJIssNwz7WGxw5CoP8AWYAGOQOOTW1cCMlLVZgCykeWH2sV4GRgZ449OtYX2fUB4ijmis0tfMusC4hRZA8KJwHP8OeRnGR09M6z0Tsv6/ruehGk8SpRqy2Xe3Tbv+Df5nqqncobGMjOKdVSxnt5rVPs8wlRVC7t2T+J9at16Cd1c8WzWjCiiimAUUUUAFFFFABRRRQAUUUUAcNrtrJpmny608DrJawSJ5ivuMMbYLPgZ3Y2g9D/ADqDToYjZxyQxNGrqrbzISz9+STnH1Prkeu348m8jwFrz4Y5sZU+Xr8ykflzXn+ieNNMvU03StJ+0O4RBLLJEQkKheQxJ4JxtHbJ61yzwajfELpv20+X/DmsKq9q51JW0tb5nRy3kZvDHsIVCERnAUB8jlc9cZP5e9WUSKKMom6XzHLOcjnPHXgcYA65wBUZsoJreRY49jSBvnByAxJznn1HNSX80Oj6ZdXCpuS1iaUqPl3YGcfjXnUab9q23dNXT/Ts9C6NGftpczunqn+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/RO3TsNRubuKW3QaR5llOnluUIJV2OFVlxwp4ye2ecAZqopvrKAyiHzo1YsUkcySRnGGVcDkA5A7/WtOz1Se4Jle2byXCmARfMXyOdx6D2zjis2+bTLFkEl0kWotLuiUTYckjkYHbk+3ANdccdKNHkavZfPT5HJDEVK69nFW89rfg/x0HXl3Fc2UO87PNbna+doBxyOD6/lWpbWZgXfHNKGPBzIWyPo2fz68VzEbSnURb26xvNOSMMM5XILHPbg9feuklisbWILHbpFbbSJJocAgnGBkEMSSQeAcnHeooY2VROco3bsv6/4Bx4fFSlOUppNrS/pf+tLFpJ02bJwAzMcKVPOcsOv0qne2ss1rFElwMnCynyxyMc8HgD25pkrXNvFEwt8JudpIsgugJY5BHBOcD8c5Pevp9y0t7ODKDG4Uxo5w/TrtPOD1/Cu+jQjGMbtrmfTt/Wh3wpQUIxldc+ny3/4HzNBpI4EHmSBQB1ZsdKz7q4N3HMbGCKa7tXXaLlGQDOM4Yjg7SeR61JfQWc11F5sCTTFWQAqGKrjJ69ug/GmxSzfa5I/IaGEk/PtwM9zk9ehx/Ku6rWUGovrod08VCjNRnG97JLz8/Lpv8xgmilit50kdbaKTjYfLBI456ZHXIxjgVdundCq+asCsM726j8Oncc+9S7VEOzftXG3duxjt1qC88wRlkjZzvRiASflUjIA7cZwB1IFL2ckrN+v/A8iVRlGNm997fpbW33CruNsAUO0lVHmNyy5GS3v14/xwLJOBnBPOOKY22aP5cMOGU54Pcc/hVW4mhige4JlA3IXSNSXzkY+UDPoD7V0WUUdcVa0UXGA5PfHQng1HJAXO4SMj4xlen4jvUcKIkDKgJUyMxCqByWJPH48/nUIuoHnaFJ5vMhOyRUXOCVDAHg84PanfuPVq9jb8N2EFraXJixuklO8DICkc4A7DJJ47sT3ro6xNBt5IraSV5CVlfcgYYOAAMntzjPAHGK263p/Cjx6k3Obk3cKKKKsgKKKKACiiigAooooAKKKybvVVgm8qNd5wcsDnnGcADnuPzH4ZVa0KMeabsJtLc5vxtBea8q6EscSaY5SS7lkOTLtdWESBTlfu8semRjPOJLRLWCFIbaGK3RQB5QQKFHHGBjsfwz+FE93J5Jcxb3lcMhSIrkdST15zkYqykL+XES4MnIfAznjkZHTn+RrzP7ThV/dNtflr+p10HCNNSejloMSS38tpVfMQz0XI4JyeDzUN1Fba1Zz2pIa3lTYy5KNg9efp7f/AFi9t2ltI2UheRkEHOSQAMY9+/SshZJIwyo5UN1wfSvGx2YulVtC7jbe/XyO2jQhiIt05u689jgPFEt0llb6LpujtHaxniaNGkM2OQUOMAE85BLHA3HIxWz8MotTnvNZ1eaWSRivlNGx+aSUcjOfTp/wKulLK8MsLLGElJMmBjfkEHOODnJzn+lViY7V1RIlRHJJEcff14rB5qlFckdS4YSfK4Ssn3339e5ralelXt4pra6jkaRpF3KrKcArztJAzuB5/HpRZw2j3FsYWZZIyVCOgYsCVJOccfdH5cVkT3CoYWHKk7m65CYI3Yx0z6/0qeKOZpQ0cy7VUbV28k+u7P04xXLUxdSvVUrWbMKmXU5pqer/AJl02/DTX0NvVGjS2aIuS7OGC7snGO/oOvFYohZyZQudg5PpV+CwluVeR5QhDFSXPUj3oubqBUa3tI8I2Az5OWxXNVTk+aeiOilShFKilztO7fZ/1sQWiRyTYkUPgZWMkDeey815Td2Xi6E6ysejSw2d2GDW8cgdI8kElcHliMg46k9Ogr0u41LRbB0S+1S2glVsSo78rxkA46HHOPesTxh420W68K3DaRqJS5YkxiGQxsxb5TlQQTwc/MO2eor6DIliaDUVRuptatN9bp6aW638jmzBwnUU1J3SfVK3f1uZNtrU+vadoYs9Tg0u905pRfC5uTGOChDEdSvB9hnGe9dGdPEHjK91G7aCErAqJIfmVyeWOOvQgetO8K+HdLm0S30q7skd4YsyE55dl+fOevLH9K1TptrLdiZbiK5jik+cbw424YDfjPA6e5Has8XiKbquWGVkm18v69bd+p5WKxOKow9lZXfXq7u/9eRds5B++cuJbXcsEUUY3ZCglnOc5yT+AUd81LKqQ3SqFQu8yk5bcqkcn5ex2+nrz61RvrJmT7OkkMMQKrGseB+78s/6wA8rxjj+XS1Osd2VLPMIIDkpGFYkFcYbqSMNnjPJ68VphpxjCadtvxIw1S0ZqX9MsXCyXMV5H5aoUXZGSzckg9Tjgcj7pP4dKjW2hW4LI7iUDOC5OB7AnFNmaS6CK6yMwK7mKFE3Bh0U88fMcnjvzgVYVGWLa5MjAdcAE/r1rvy+bacZdDuwMua6lr/X/BGT+crRvCgfBw6lsfKR1HHJzj04zUNxaw6gIy7Ou35htJRgeRz9M/ng+lNikeO+mjnlO1lVkTAwgJPU+pPHPBwMc5y9TFHfkxyR/vo9zDPde4/OvRZ6Ds9yP7CH0/7Ekht/KI8tocArg5U46fhjHtUk0F1JYmFZ4xI3ytIFZcL3xhshsd89eabbNJ9vuEM7Mh2yDKADkYwp7gbc/wDAutPtzL5ki/aYriJHI80MCwPdSAMfr+FJNXsTFq6S/qxDKs1rcwyq1xOsaswiRQBu6cn0+b7vXjI6HOiQoI27ivGCQRmqk8lqXjiluUV5vmhXeAW2jOVHfHXvTvOCBY5JHD5O3jcpHYk4wOB7d/aocEp8ye4nBwnzd/6/rpuQyQGC0lW1jW3llk5aNdx5baHPHJ2gE+nvjNO06S41BVgWOeGVjgtPHtIGeSMcEgAn3pYpY4beSaVwkSL80j5XgDkndyOc9a3tAtbmCy82+iWO6I2kAhvlHTnAP54+gq4QblozKtJwXNzavQ2I4kiiWOMbUQBQPQCpKKK7DzwooooAKKKKACiiigAooooAp6g/l6dcMGZSIm+ZRkjjqBXIyzorrIqblAZdkSnAwPViM8E9B7V27oHQqwypGCK4qZ44r65t5LdSYGx5zsGXDYAGAS2c9sDPqM15GZpwtVT20MqjcPfTs/6/QdYL9nsYIW8oyyJuAZs8nkgZHI4JP51DqIuJp4obaRIrUg75VQFomIGGQ5469cHr+FPhvHTUDb3EKvJFGu6SIgKFYkbjnBHQ4Az0NOnthqTq7RsTbsTHw0asewJByV6ZxkHHI4xXjwajJuotzOGl+fUaPLudPJtLqO7YDDSbwx3dyxXgnI6ADpgVkx28jXBjSVZizELsXAPP+f51vXDpHDGl75bTOoGcbQxBGfUgZwepP5VjxhtKvyYpDIBwA2QNp55HrXnY1xk1zbfid+BxGJpz5KcOaLT+T+f9bE5hhtZHCyGaSLO8YwgbaDsY84yCPz6VmQGURok8W19gOd4YN2OO/UdwKttLPPJ5hLOV+bpkCrbyyyQyia3DyZOTt/1QxnJ9B+v1xXMuSquSCt29T1pSqYZe0qy5u/kvT57/AIGZcXRucOqISq+UduRwM8D1wfcd+etMsZWjkSFlJlVRxjqDxwemf5VcjtlkuGWFo5ByFlzwMHn+WDVKRWCERKkjggF5RjPH3unPHToCDxxUrmTUpX0f5eZvCVOS5IdVt5M0ZL3T4ZUsbo3CvI2YSFaQu2AG4UHvjqO/as8ahNK5OmQi3AkwZryIliuP4EyMHpy35GlWIrJKLe2BeYhppT8zPxj5j2Ax04A9KSyNzfTQRwRMnmMD5rDKqo5JIyDyOB7kZroc05p0l13f+R5EMVBSnTk5Pl6WdvnL+lro2ZV3aTWmk/YrKRXvZZC3nSgMwZmLSS44yeWIx3wKqWPhDTvD9z9seCS7ZisjyXZXdHg53qSBjnknnpXXXp0/7aA5limB/eSLhgxGRzj9OOOOO1c1qsP9o655Zu7p7K2EbRA4AI9OgPUZ/EdMCuqOKrRjOmqlk227by9f67mNXN8Ioxk1eS0t2/r7zYttfTT2srIbn+0xktKDnccZLBuwHGOO9a8trFGslxbyDzcgndtEUnIwDjA4wQD9evSq58Oyy3sF2zwyrHGFWFuI1IyVcADkjJ9DyeaqXTXt1cyWLRwNIm1d+z5ZAME4PcAlRj+EnPPArNPkgu/6hKlHEVLyadm++3Tr/wAE08JfTQ3jIzjd5cUyRgtH82eQCcZGBn8TwalO+a3Rj8zMzbjJwVUnO1h6YwuMZBxx3p6IbWLYs7KzDa0bsXGQADjoRwM8Edc0/TFgeyFusqOEPlnyiUwB04B9B1713KlJQVRrQ43SsudL3WyK5uo7a1kb5nT5syr94kAYOB97oeeOB6VGlzDdTOkZkE0ORtO5M9M8fXj2/HmTyI4z5axDyITs8tuBtwOO+R/P+bImtZpzcWySlZI1dJwxeNlJxgYJHbjt3r0ac5UpwUfhl3/Q7IupSnBQfuu2/wCgipJZ6ai7XllRQG8ogtIR7t3OOpPfr3pjbpBPJJF5IRlyVPMmACeRz/s8dwasum5CqyTIQc7gMnj0yCO9SQyQ3OYWCLKPmAOQxAJ5wQP9nn1P599WpGmlKWx3VJKnZvYZg+YmUTYD8pI5XjGPr1qBxPBC0zusmzcdgXAIGSuOpz90dccdBUElreQ3Tm6kV7Z5P3QHDxcEfe7jv6jJ64p81vDeQpK13JHHImyPa+0MG9QeGPHp3o9qlq2rPbUPbLXmdk9n5j7mwtbuWCWeJDLFzGSPmU9ePTp2/pU4mRxuRGdwPugYI9jnGPoa5q0Jv9eN3PHI0mn3Lwx/Z3RkcP8AKWbHTAUEgnIx7gVvtcXQvzELdmg8reJOAN2cbc564wegHvVqV9UdDjJNp9PQqaaILeaHTZJhE8zu0drINzFN207WBAGc5HfnHavRq4Ow2XPiy3d8BI4ykbFeTJyxXp0woPXnt0rvK2oKyZ5+N5VNJdr/AH9vlYKKKK2OMKKKKACiiigAooooAKKKKACuE1+O6iv5JDO8ckzqsQDhkAXL7tpHH15Pb0ru6x9XsIpbVpRGrSBgeQCME4PB46HP4V5+Y0JVqVo9NTGtBzhZHJ6ZZXNrJFCzuTInnTHZtMrjgKW6nAI5zkleSQcVqSsqOqRLLM8ThAQqt5JIz3I/hOM89frVRrdmlkaGaJpEbLR+d8qseDjqR6fn9KmWGCG5jiYKQXYQYH+rzjIHp0PPUE9sgV8zGd9znV46MdJaRyXN0ftcs85iVhavIAqDLbSFA4zyMnPTviopEs2hBO0XDRg7VYPsGOWwOMd/T+VWJL7yoJ51EeEZIx5reWJCcchjnP3sD1IxnnNVS7p5yzxA/u2AkUkgjjAJzkc59frk4onSc4OdtEdUJVYr3ZNJb28+3mMieWWCJIZwkgG5F3csRweB/I5H5ZGdc3N1as0iwNNMeDFgfODxjBIBFbkUUYtkVo1ZwOSOOv5UTXSR4851b5CT8vzbuOB2xyf89HVwEo8k6jairXf9bHqU5TUpR9n7svv+fX1MuAeVfyNBcRJYl1FwLkkjeWwRGx6HOAR0PQYOafqSA3s0qSZ3BGZGG1lyCo4687D1H/1rAsLeYIyIHYOJEJYkFgcqW55weeazA815qhs7r7QWt9sZuBGqi4fkkD06OcZGAB6865nRTSSSu+i/P7jGi3hq6nUajvp+i/ruMjhW4J83bsXa2xhnHv6Z/wAjPNasVgN5+zXO9JEKMy/Ky55+VufTp75z0rOcJa3EKRxbkkO5hKpwIyOST/e/MZwM85D5NZwJFCvKF+ZHZvmLDlQPQdRnk4NedRpRprmna97HPmea05+5CfuvR/1v8/kZ95DHbXbwJL5mzrxjB9KigtTc3kap985X8DjJ/SpzFJqepzT24fbKQWEp/wBXgYxkduP51tWsFvZROVBeRCFdsZPOPyHNbYXASrzctoLr/kfPYXLpYmo5LSmnv/kZ114o8qW2solaGQkowRlaQAdxkY6gg8fSpzZNc3EdxAFXLFUkYnJ3KeoIGBjA68k/SnPNb2lzNdPaCSQoWzFHtlkCgEgHqe3BIH0xTJtbjht4bny7pZbkMIrVlWOUFchsBjhiD7kYwee/pRwdJxlGo7NPR/8ADf11PosFGVDnjKV9barTTy/rua3lBWADkunGSwLScdMnnrj9KSRZPKMiym2kQqzlgrEIDn5hk8HBGeo6iobO9TUJLyK3kSYR4BfYygkjoWIwyn1X149ale3RUjgid4UQFyqDJOAMqzk8Hpzx25rWtimm6f2Qr4mSbhbTyJY1t7kKssOZW/1oHQNjndgkfQZOOMUnlmUFoWxISSNq/IV3Njn8ecH3xWIFumuFuLizEaXA2lJXV9jDOdpGODnn1545rWe5u101TbwZdvlQKD0xnPOD0HfmuGE3d3drf1oefCs23fTl/rQrXt68DxxhCCceYcqCgJHqccdfpk89DMnk3BO2IsI8FGYYVs85B7/WmyRQPCXlYzOnyF05OQcHge9VLPUku7VlnjVCsht3jfG1snCnk9DkDv1r3qU6vM/aNcr2/wCD0PpW4uClH5lqazju7Z7eZpR8uGdWK4PUlfTkZz/9es+9ZtLgZZbUXkDMI7OCKMlt20t855HLKOccd+9Wo7+0jEttdXFuJYQzuu8EKmTgnvgAgEkVYgS2g3yhEiZ25YnrnHQnt+ma1cYOy0uOM4RtTnFNPWzM3w7uj0wTGKTdIcvuZnlDDhgw2jGCGxjg9ccmm2mmahaarK88jTWEodFjkmJCqTuDFWzkklhwemOPRuuKq6fLFauJZmX9zAZFVN/JHHGScE8nt14FTQa3FZ6bp4vrtZpJEQSSgrukJwMqATnlh7AZ56CsHKdNrnta723/AMjFYqtRcudLllfp6/0tSeKedbprS1iazt7WNTDdKqup+UjCg9MZXr6H6nvLeYT28coVl3qG2uMMM+o7GuMsH+16/c2O2FI4ZEMIXIfG3JJDDB5zgjrz6HPdV24afOuZbGONnzSjpbRP7118wooorpOIKKKKACiiigAooooAKKKKACsjW2UWsak/elXjdgHHPPtwK165HxBK15emzkWeJYyAskbgEqVBLcHOM8H0xyMHNcOYz5cPK3XQzq35HYo30N3JbS/ZY/LQ4HLHBByp+Xp05/H1FRWyzQL9ue7mCvCpUeSxRAxGTs+9njuO/tgX4JDcW8giRUwp8mBwUZSOMt36/wCTmq6wh4QbWUfLiKaVMKwVR9xupBBLcDAGT07/ADEIKTWv+Ry0qcZTTb09bIfczQ+QsXlM4AJ2I3LSdgRkE5ycg9aqXURjNvaP53nyZClZCgwMnnB5HAGOTzkc1NcXcMbtEkIN5IAvmxKhZCeh59CBjPBOKdNukdo5GDnzNoaYHB5zjaAB0z9QOc16PspQbou2vTv/AF5ne4ypzcE7X29f6XURJBLFl38rILFD8rY7kg8j+frUc9tJdNE0C53njIIGPXP0qK8Ii8xEBjMvDGJNgxjnDDkHJ+tOjna8m8u4MkkfDeWGxuK8gH2J7d+h4rlxeKVSP1aqvedv6/rv1O/DPEwous0rpP8AAsmePSVjVSZVlJAz3IUtx+R/yKgv9TjilKwwgvIo/eZGevTngfj7Z6U25mgmkFxLGXeIllQg4jJG05Azk8kd/bvmI6VNcKkgUD5xlD12nqcZ7elc+Jw7hFOh70fy+f8AVjgxdCvGnPEc15aNJr7/APgeRotEsltG81vJNLsMZZMAqh5I9geMj2HoKzU0e1iljE7SzXJXcIYscDvk/wBcipYms4b50mja1jlXIbcV8xkwucdjggZzkgdacEgsrgNBvgA3IXYMXfIJGFIxgHHPtWE0rp7/ANf1ueNWcZzU3b+vL+kWoRFExtxtRuoQcNj1IHTnNVbvUItJuopLg74LglWATJjAGc8dR+GefQcJNBeC6hmjcm5ALeRK4yUwOrY4OfqOfaqW6+vbe3VWMN1JKftBCpmEKp4w2cgNt/P617carxNL2SVn+ff+ux7NGpPFRVCL5H0eysl5dfJf8B2kLPdNcBpjZAK0IxuDA56Z5B/zmpdU0LTdeto475dsjg+U/AmjI/unnBB+tTNHNc2iwzmGaHylR2KDEh/i+Tpg/Xj3xWXqzTx2u60t7Z4rfM0cZkZGeSMqMkggBcbzj2GepxXJVpUlGnrvfrqXarRh+7d97vfUmW5m0nXLn7Y+be5CPEY0O7CxqHZyflRflPGefTPXS3SXMdtd26fLnEmQS5GdvB74yTk54GMc1zl74ouYLlRc6LczaSUDGS4h3eTID1yMhlBxzwc5IJwK2xqAH2F7eSP7JcgM7yE5KnoUAPyli4A/LHSvPaemmpxOal6j38+S9Rmjlt3CssLOits5yfu5AXAA5A6jnNZkr6iboQtM5zKp81U/ixjII9uOD6+9Ov7eVrgtDFK0qwpuKPuyrbgVxgE8qeo7gewLBJTeiO6uElR4iIYfLYFVGAS3bOePw71Kw8p1lS9PI5ZUZ1K/sldbdbf18ti5p1mtk0oaUvI5Uv2AY/pkn+lWLmWO3CM6ogJCb2O0LuIGM9eTjGO9Z9jNa3UR1K6MQCykxTSRmIYAIBwx4OCRnvj0xV5nt53s5kuVw7HyyjAiUbScA9+ATx6V9FTpxp01Cnoj6mGHjQh7KOlr/ffz/UHtESRZ44z5qoUCq2FOSD83rzz36n1qpbS3SSrDeyxStK7LGqRMoKYBbO4nBBJ4J5Ucd6vzH7NA80l0URF5dwu0e54FUbfXrRw/nK1sqKW3S4CYGM4P49Dg8dKtpN6l8qk7y6LuWrOwb7LJaT3LXaFSpZ1UkjHIIAx3xjHaooLNIoY4REnDnOw48pcfLgcY+UKuAB/Oo7LXbO8uZ7eJ8pA4XzPMUq7DnAwc8e9TS6iv2q2hWKdzc7sTRKGWMDnLHtntWag+duT0tYnkqVKru7pq9und6bbf5C2WpaZpWsxWRucXNwT+7LFmChf/AB1QBkDjvjmu8rijC3DCQs4I+Z+cDvgDAzjIz71ctrqWCZH82VkHDAyEjbnPAOR/9bvXVTairdDHEYdSs6atp/Vu3p+J1NFVLS9ivITJEW4OCGXBB/z36Vbrc85prRhRRRQAUUUUAFFFFABRRRQAVyx0q7nvrm5ltz5kkh2srDaFztHG7rsA5x+HaupornxGHjXioybXoTKPMchJo2pCONYww2BztikVQSehJOTnr7YzwTinppt3F5iC0naOSV8xoYlBBXJYnIPJz05yeRjmusork/smj3f4f5EexV73OYuNP1CVF8qJV3DJRyCB3/vYznvg/lUaaG75imtOC+/cCm1SBgbecjAwM47V1dFNZZSTvzP7/wDgD9n73Nc5G60K+kjwiKZVQ7dz/KTxhSf647fhVe00PWI3YtHbIhXBHmZJOOvTgZ7ZNdtRTnllGVT2t3zdzZTmpcyk+ml9Hb+te/U5KHQb5Io13RDa+5lPII/xzjmraaVd8EiMH2fP9K6KiuilhoUoqEXotDoeLqNt9zmrjRJZoghjgY5wWLsCF4zghfTt7D8Kw8LyReVJC0HmxkH5ySG6dePbj0z36V11FZvL8O23KN2zilThKTlKKbfl+RzFzoF9coYvtYgjDKUMRyeARg5XpSWehXUEZRnt0QcIqEnA9zgc11FFarC0ou6VmaJ2kppWaOabw9Nk+XMibz+8AyDgdMEdPy/lVN/CdwnNndx28ZTaYFQbGYtlmPy5JI4z+NdjRV+yje5ssRUT5jm/7BuDEPOuUkfGCVG3cOeOhIHPapf+EdhBXG3KqUDHPTAHI6f59636Kzlg6Mpc7WvzMZPmlzvcwINAMV1LP50f7xFXaI+AVLHP5saZH4ekF1Jcy3MZdwFwsWAACTnr1ORn6V0VFL6lQ9p7S2pLV5qp1Wpy8/hVJZgyXIi/dNGQkC4bJHXPpg8dOee1Qf8ACHSrFbQxatLHFBAIlUQp94AgOPQ/p7V19FbunF9Dpji60VZPT0X+RyknhCO5vFmubsyqjRsqGFQQUyR8w5+8Q3XtjoSDfOhfu9q3LBj1YIPXJx/n863KKXsoXvYh15uXNfX5HJL4Jsxdvcz3U00zB4wzADEbEHZxjIB9c9TWnJoFvNH5cjB0xjayAj8q2qKfs49ip4mrN3k7mHD4cggxsmlwF2gMd2PxOT2Hepo9FiVVDyu5AGSQBmtaijkjaxPtqm1zDsNEOn3Sypf3LRruAgZI9uCBgZC7uMZ69zntjcoopxioqyM23JtvcKKKKoQUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB//9k=</Data>
</Thumbnail>
</Binary>
</metadata>
