<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<metadata xml:lang="en">
<Esri>
<CreaDate>20211209</CreaDate>
<CreaTime>15365900</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
</Esri>
<dataIdInfo>
<idAbs>Created using LiDAR Derived 2018 DEM. This service depicts Significant Grades (10-20% Slope) and Severe Grades (greater than 20% Slope)</idAbs>
<searchKeys>
<keyword>topography</keyword>
<keyword>tallahassee</keyword>
<keyword>leon county</keyword>
<keyword>florida</keyword>
<keyword>grade</keyword>
<keyword>slope</keyword>
</searchKeys>
<idPurp>2018 Severe and Significant Grades of Tallahassee and Leon County, Florida</idPurp>
<idCredit>TLCGIS</idCredit>
<resConst>
<Consts>
<useLimit/>
</Consts>
</resConst>
<idCitation>
<resTitle>Severe and Significant Grades</resTitle>
</idCitation>
</dataIdInfo>
<Binary>
<Thumbnail>
<Data EsriPropertyType="PictureX">/9j/4AAQSkZJRgABAgAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCACFAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD2G28OWw1NL/e5WO4luI0eMBlkfIYlupHJwPp6VulQ2MgHByM1lW2vQtKsF9C9hO33RMRsf/cccN1rTjk8xSwV15Iwwwaxo+zt7n9ffsb1va3XOZF5bC80W5hXY6z3GMxDAIMgHUDrjqfaqwhuNU8GXlhFEkbNZSWkaux3CQIUIbjjnv6c1a0aw1DSNJa2le2nKO5hEamMYLM3J59QMAcY71ALu8t9RBaWB4J7d5ytuo+UhRhiTyc8YJrF+61Jp6qzN11jFp2d0y5GdQntokESWiqAA0q+Y+cDnaOB35JP0q6tlbJdtdiFPtDDaZCMnHp7Vw7+I9WjurOeTVtOlgSZI7u1tELyRr/eOPmJPPAGMYIznNb0firQ7eNgj3oTJY5sbghfX+DgfpTpVKctW/vsFXD1o/Ct+yf4lzxNO1t4Y1KZFDMtu+FP8RIxj8en41JqPmQyJcJKRjAC/ZzIO+eR93I4yeKwk1uXxRfDT7S1kt7AozvPcgK0oBXGyM845zk47V1SSo0TH59qZBLoQTj6jmqUlVlJx2019DOcJUYxjJa6/jb/ACOI8LfEKzu7RLfWboR37zOkTLE2ycbvl2kDGQCB+veuv1Oxg1fS7vT5mwlxEY2x1UEcHH+elc2fCwvIYbnTDpWmsRvWWDS03E+ozgqfoc1GdE8UachdfFtqWcgF5dL3MQM4G7zCeOePc1nTnUUeWavHvpr+J01YUJVOelLlfbXf5LQ2vF3PhLVF7Nbsp+h4rSsDnTrUn/nkn8hWBFpes3+mXFlqet2t0twmCY7IxlVPcHf1/wAKxU8B+IVPljxleJAD8oBlyF7DiQD+Va88ubmUW/u/zIjToun7OdRJpt7PsvLyO6vLuCwspru5fZBChkkbBOFHJ4HJ/CqtnrljfXn2SI3KXHlmUJPaSwkqCASN6jOCw6etcHf6JrOlwstv4ilvmvQ0YSe3aQYUHdlnZgq46k0W3hXXtSvAbvVrZZ7cB4S9qk3ytxuU4GORj8KxeKnz8qj/AF/wxrHA0ORylVX4/lbuem0V5ydS8WLdXWmrq1hI8Enl+dKFiJ4B7DjrUE2l+MbqMKdZtwoOcx6i6E/ivNX9aTfuq5Cy7+apFff/AMAfcadaax/wlYmt7U3s1+LeBmiBaMhVAYd+cDOOp+teg2m2FEst7O8EKZZv4hyAfr8priPBnh+5ksmuJdVnjkhvJo2WJY23MjkEl2UliSOpzx0xXfqCqgFixAxk9TRhottz2v8A8EWPmub2ad0v8kv0FopCTkDBOe/pSZfzcbV8vH3t3OfTGOnvmus84p6rdJaWTSPhgOdhXdvxyRWN4ZtnMrTiXCxqEKd2yOp/z61sarAbuzeCJh56lXRQwBznj+R/KsrwqxaW8yGGAm3J4Yc8+xzkV5ldc2Npp7a2O+lphZ23KfhyfyNR1H7WXiS3upoUMilR80ny49chQc+ldPcSyMkYtiQ5lAJKHGFPzDpxkAjPvxWR4juk3QWay4kJ3lPUdB+ua6CtsOknOjF6L9f8iMRLm5arW/T0IpII5xGZo1YowdQedrDoaKlorssjkuyvNY21yCtxEk8RKkRSqGRSpyCAe+e/sK5DVLi60y/2T6rLBc+az21zc7TFIhxlCm5RxnGRz6jpXXsxtSXklLRMURVK8qSQvXvyRS3dlaX8Pk3lrDcRddk0Ycfkawq0vaKydmjoo1vZu8tV/X9M5g6BqWrXbDV9XmOxVaNbOOS3VG7EHcfm5PIPfHY5x7jQbPwlrUGprql3Mryi2vftIUExSjbuLhRnDbDmtTxLpfh/w1od5qkVvLZSKpES2M8kBeRuFUKjAHnHGPWptN8L3V7oFpH4h1O9ubl4w08ZZdgYrjbjb2BxnqeT3rF0tdF72+53Rr2hzOXuPS1kvW1r/wBWLFjoWpW1lbw3OqJIIEQRYtgTG4757g/QU69e4iXEt5NbzThohIG2IeBg4YsEIJ6gHOM96o61eahpet2q2d5ustiwfY3GMyqC4O8Dd8yqQOcErjnNakHiW2uk2/Y7gsflKDY2T6AbskfhUXpJuCbTXqzJqq7VGk09dLI5Nbi/tdaUeeNWghgcpcPqRjPOAyhlTBOD0GDx7ZrrdGvoL2EO0VxbzQM/7l7sykjAyThiD14B6e1TTXccEbIthJbu5Cq7xLsDE4XcVJ4yRV7Ci8QmBd5jJ80DOMEcZx7/AKVVGlySdnfXt/TJr1lOKvG3z/TYz9M160u9NtJp7hIZpYkZ0l+QhiASOcc5p9/LZ+btOopBOQDtN2U47fLnH6Vk6V4o/tvXbqyFmJNKJaO3uih2yuoBYc9R1wfatoWUswZboIYxhY0t5HjAXjqAcVopSqRsrP5f8EznTVKfvJrra/f+tUZcdxGZOdUyqnk+dIAfoehrX/tjTuc3kK8E/M2On1plzpsctzE2xPLIKuvzj6EYOB+XpzWPdXU+mStbW+ktcQyR4xNfkELtyw+bIHfoe341C9pSetrejKtCtte/qkSylLnUUnj1aPzPnSEGZcKW+UDbt5Pcc8nHWtS0nNxqN4GUAwkIMqVbHXvwR71naXcyXMv2iHSUik+62LsMiDOMjGR0HYVc1RgUmSG3Z54zBMSqg7gJMgepxtNFNtJzvfr1108xVFeShby6aa+RFq/hyDVS0iXV1ZTlcebavsLHtu4+bHHB9BT10VyoMl2rSDqRbRBW+oKk/rUmlXW/RIpv3kqpuQEfMzKrFQT6nAycVfjljlBMbq4VipKnOCOCPqK2jClUSlbfUylUqw9y+i0EhiWCFI1xhRjhQM++BxS+bH5vleYvmY3bM849celNuopJ7WWKKUwu6lRIBkr7isqDw8trKtxBdyi6GN0jjcp9fl9/Xr71U5Ti0oRuvUiMYSTcpWZtVFcO0dtK6EBlQkEjvikto5Y4UWWUu20ZzzzznnuO34UXe82U/l7N/ltt3/dzjv7Vo37tyEvesc2jazNdWs0U0JecFWPBVFUhgCQME4Y9O3THJqfRI7l72e+kULI6b/KXowc5ByR6AH15594tIu7S00RZpiA9tK4RTJnLFQevf5W6/Wrd8xtLSO+R5fMupoEkZm5WMv8AdHHbcfzry6cYtRqNt21tfbT/ADuelUbu6aSV9L28/wDIq+K9NfUbEzw3Ua5jEcTc8bs5YEEc8rjkDitPw7HLD4fsoJzOZYohG5nUqxI46Ht6U+G3067gFqGSc2gELc/MuNpwce6j8qhGtiG7ngvIjHskVEZQTuDE4J9BjHP/AOqulKNOp7Ru3N+Zg5TnS9ilezua9FFFdpxHNW9vJBNpdmby8uLe6ieR/tDlmBUKy4YgEcnvXS1j2rTvPpZmwcwEhsksx2jJOa2KwoNNN/1sb1221f8ArVnmHgiG98Sa0msaskMnlBrgMFGWcny4ww6ZUJJ0HHy89a9Prw+x0c2HhGTWLhrq2ty6yxXNpN++dy7IYwOy8g898nJ4Fem+HrzGlsLfdeOLgK6m5EkkSkDG8ljhgBgj1HQVy4SryxtJb63PSzKipSc4PRaW6K3z8znfF09zJrUyCGS0ljsjcRu7DEzwOsqlMdSAZAR6NWj4G1yO40qQzuEBkZkUAkAZICj6KEJ/3qr+KLzTLXxVp08shV45WS4EjYUo0e3jJ4GGwcVW8J+ENI1bwrpt3PZW5nJcSyeWCZAsjAD24GMjnpzQuZ1bw1auaSVP6nH2iaTtrb1/y/E7K8nsNRtGtDfxxtIygbZAHBDAjg+4pjJf2V3bvJfm4gd/LZGjVSMg85H0rJPhzQ7azBXSrW21AL8saPuZcnbnryKjjsYRd29m19cXlkymUxXDPtCKSCdxOeD68dOaKk5cydtdNm196/4f0OONOnZqLdtd0vwev5m6mlW+nWippdpEmyUzLHuKqWIIJ79iauWc8txbLJNbvbydGjY5wfY9x71l2Jn0u4ezWxlexeVfs0kT71RCFBzk5GDz+JPatuuqlrqtO6/pHLVv118+v5mbfan9jjdpraRQJFSL5x+9JPbBJH49c1VbUASTJosgLODlox8zDoenX9a2JoY7iF4ZkDxuMMp71QuNBsrtAty1xNt+5vuH+U+o56/Woq06zfuP8v8AJlUp0kveX9feEOsiSVoWsrlZhzsCZ4/HGPx4p0ZE97MXtmS48hP3cj5RhkkdMjIbIzS2Oj2unztNCZmkZdpMkhbjOe/+evrV5WYu4KFQMYYkfNVQhUaXtHqTOVNN+zWhQjE2naXO6weZIsssgjX+IGRiOmf4SKsWlyl0vmwx4gcBlkPG45IPH4D8/aq+syuunSxRwzSSSLtHlKx254zkDtnOP/r1yreKL/R7WKC20tLqKNSxKvtLHOSAOSWPJ6dfrxhUxMKFRU5PSxvTw868HKK1bO7rjfFiavpN2muadfSrbghbqN/njiXpuKf3O7Yww6jPSp9O8eaVfzC1uo5bGdwB5dwNvXjFbkWrWd15oQuYUJV5WQhBgZOSe2K1lUpVo2Utego0q2GnecPW+1jnrTVrzVdYSLy44tQtoPOxbXQmt5ULbSM8FWPPUduvHGjc6xPFbTq5h+0CVUZONiBgcck89DknAyD6VQg1nRtKNzp+ljzrhGAk+UlBwCCW+6Thug/IViXfhbXPFV/v1ForS0RvkVYzwD1IDY5/Dv1rjlVd+Sm7ye9tbf8AB/rzOyNGnKXNVXLBbX3+7cdc+J9EbSYrJ5rq8u5JBK5hAY7zxjce+PTNdN9pbWNE23OkzpaNErnc4LjA3DA7ngdM+2afpPhHStJwY7dJHAwGdQcf5981usDsIXg44rajhqlvf00tbe/r/XzMMRiaN0qSejvdv8rHis/i+/0e9vbmC6uCr8RxFldfNPJJAxhBgryc8g/Tv5NV0W5uor65gADIGWQswG4dckHBUcc9PWrMnhvSNasZI7rTfKuA/wC8lKBZN+Achh1HPY4rgreWXwz4nutDa8mt47iJooJMDKElWypwcZy3Hc4z61yyjUpRV2mvNX1Xr1PQToYpP2acZxWvmtOqPVtOnuLqzWa4hSF35CJKJF29iGAGc9eneiqnh6DUbXRobfU5beWaIbEeAYVkHCn64xRXr023BN7ng1UlNpbeRz/hPxRLqF/JaXsqFSXWzO0liiZUkv3J2k9B+tWUub/Ubx3tdRdXlmkS2Dxp5aQqE3PjAYtk4GSevQdRkt4Q0y+nj0qOB47SG6yJmIYyBEwUA6YBOOc5OfStE6FL4fghfw1CbgzNjzZnDrBGSCRGox17dhjPsfOg6rp2lst7Xv8AL+u3Y9WosPz3ho3smlb+v+D3KPijw7BBF4ctrP7RGlrdCMyKwXanDsxJGM/KTkEdxz2m0wx6RqupNpUivDeypIY1sSqwk54G3G9jjrwOOp5rqtU0+G+tVWUoDG6uHcccMCQenBxzVHVpLi21MTRx70aJTjeEzsfOM4JPX0A5688aVqbptyWi09exlTxDqQVN6vX879f+B+Jz/izQl1A6U97NOyXF2sc6lFT5cZ5AHJAU4JzgZq34Hn0+00aygEKwyPGxEzqF8wbuACeowR+VbEGl3N1NFJqmyXypDLEdwLKcbduAoGMdx3+tH9itLpzaVefY5rEKFjUxHJAI6gnHTI4/+tRGE1Lngvv/AK0vqEsRF0vYzei7bddu/Qv2s1200sVzCm1MbZk4Vx9D0/M1PM0KRkzsioRtJcgDntXD3Om674SsJrnSZ4WsbcNK1pI58pVAJYrn5lPfG5hntVDxBq+ua1pNlLZ2EzW4ZWvFtwJCSVJKgDPyhepznLD0q3ieSPK0+bzIjgvaTThJcr6/8A6i11aV725sILL7NbW+Db3olWW3kHTa2CCpz/D7DnkA2v7bniYGbTpJYM7Tc2TrOikdcgYf8lNcBBc6jcLDFo2hX9vPsRZJJHMccmB1Ydx7AEf1g8NXOvWeom7ntf7OiMPl+SAVWZwxHmFM9cZH1rjWOlBXkrJf1tbp8jsll8Wm9L9r6/m9/n6Hqlnqun6g7paXsE0kZw6JICyH0Zeo/Grdcv8A2Ro/iS1FzfW8a3sWS0sEhSRCCcN8uCCetRLDrdtpkV3oWqfbbYKXWHUFZ3cem8DcT9c13wxDcVK109dO3p/w55ssPC9k7Naa/wCa/wCAdbRXHWPjmcbRrPh7UdPBYoZUjaaMEeuFDDP0NdVaXttfwCe0njmiPRkbIraFWE/hZlVw9Sl8a/y+8zGv7m/nktbe2ciG6VZJlcKECurEEE5OV9BjrWq1tA+7fBG2772UBz9aguJJ4dQtEhgQwTM/2iTHKkL8v54A59KuVNOOr5nd/wBf5hUlouVWX9f5GHqPhXS7/DNAqlf9ncMewPT8KoT2kT+HXhN6sdtFKWu3Fu+5gMfeU8jpk9sAdq6usXVdPvlvYtU0kxm5QFZraVtqXKEdCcHawIGDj1B4NY1MLT3jHfR/0v6ZtRxE3aMpbbf0/wCkWdM0/ToYI7izWKbzAHW54YuCOCGHbHpxWjWD4a0y6sDfzT20FlHdTCSOygk3rD8oBOcAZYjJAGPrW9XRSiowSSsYV/jetwooorQyInnCTxxFJCZM4YLlRj1PaqWsaRHqtsFyqTKcpJt5+n+e4H0rSorOdONSLhPVMuFRwkpR0aOU0W61HTdRXTb9YxC2BGo6qSOo9QT/AD7YNFdLc2sF3F5VxEsidcHsfUehorCjSq0Y8kXzLpd2t5bM2q1KdV8z0fWy/HdHMjXtP/t23060ljWS0aV7gq26OOM5PJ9SMHrxnn0rrAAAABgCuDtNI0/SblNF0qEGOxgmnu7huXkdoyvzHuTuB/D2rsLd/s+m2kZcGUxKibj95guf6Gpw03zST7/oka4uEVy8n4/N3/X0KUx/00G/DXDEAR2sKFkHfcc8E8HntWZpmmJqdzPqviALJI9xJFaW0+NkKJI23C5wWOMk+w9KhuNT1q51bT4I7ATSwxtcuizCINjdGDkgnknp6VY0GyvN6311YB5XkeWKZ7olgjknBHQ4Bx0HAFZqfNNWV0+6flrs/u/I1cHTpvVJ+TXnpurX0v8AqdHaS20sH+iGMxKSoEYwAfSobeyw0d1NM09yEI3biE59F6D0q7WLa3rWdho1oIyZpoo1KkH5QFGfx/wNdU3GNuf+tVbQ4oKUr8n9b9Stdz6tC7vf6dHeaecLJFEVPVh821hyB7kd+OKpeGLq10exukuYZIy08krXaoWSZSxKnI6YXAIIG3FdeTgZrjI/KGuT6NZ3DW/22MySReTuMQweoIwvIIHYgjrwa56ylSnGUdb6a7/pp+R10ZKrTlBqy308vv8A+CS2ep+HNWj8qx1ee3KxZWFmaI+WOeFcAlcenarGu29lBpMF1Cd+0YjcHIcHJwSPqSD+HetSCG6sdARGEdxeW8JCFyFUkDjJ7Dp/9estPCgk0gLLck6g6bpZUOI3bIYLt6bAQAB2A9zma1BzpuKirtDhVgqilzNJP1v+C0Oek1SO2s3m88xIwBIJ4PPGR6c/5xUMl34lninubDXZZFgjaRoUt4zt2jOOOPQYwT9a2r7wje3FlJHvt5GkjKOpdhnPGOQR0x2H0qp4b8N6mugXMl/D5GoPKfKVJVJVAqqQ204OdvQnjj0xXm0MNiabtqv6+Z6Ht8Py86abv1Sf5hBq2r6xp0FzHfQW07Ro/l3D7U3EAlCF5IOSM4I61a/sLUp9Mku9KubS2vmIO23dvIkx/DnGVIPQ46dua1BBpOhJHHdAvKy5LMMjng47evA5qlaTt4Ztbm6mW5bTFwUUAM2DgDA7/XI+grqp0+VpVnfe+uqOZ1br9yrdlbfy8zlvDvju7lvJfDviovbX6f6qcJ8yupyMgDnOOMZz+NekaXqK38GGK+fGAJAucH0YZ7HH4dO1cZ4z0GTxPp9tq2mW0i6igza3UR2ttzkK6+nXnn14zis/wHrV/e3QsrmRotSsS6NDL/y2Tf8AMueMMMZH/wBeto1Z06i6xf8AX9fd2tdehSr0XVguVrddn/k/wPUWUOjKwyrDBFV7CwtdLso7OyiEVvHnYgJOMkk9eepNWaK9Kyvc8S7tboFFFFMQUUUUAFFFFABRRRQBy3hvwz/Z9mI9Rulu7t0LXGepZiTyc5xjjmsy6eS3upLYTPIY3/dbZHxEjEBcbeDncB0PcfTuvLQSGTYu8gKWxyQO2fxNcNC7DUoB0LSQA/NkEeYpH48Z/PrivIxlONKMYxW9z1cNVlVnKc9S1Z+FriOGaZJJ4r9/uTyXcxAC7cKVD52sd5IBGM9ulXIPDi2ujmTUb2/uLtIi0rR6jcRoxAJwFDgAdula2ixTQ6NarcMzTFNzFuuSc8+/PNW7hHktpUjYK7IQpIyAccV20qMVBSS1sc1TFVHNxctL/wBfI4ySwMOqaP8A2fearJP9ojkuEmvZJI1iKksMM3PausSe2dYpZpLdpY4y/mKflUYG4g9hyPwNZul6Wlhr96/lSYdFMUjZYEdxuPcccdT1ql4dkyk0EW5x5WWjkGQHJO4AcYXoKwp1JQkoyWsm/wADaslUV0/hS/E6ogHqM1zOoaRqNhrc2t6PcgtdNGt3aSx7lkA+UMpGCCAf89K6KCYTxBwrLyQQykHI4PX+fepK7pRU47nFTqSpSf3NFNL7zpJoYYWMsRwd/wAqk8d+T39KjJ1IvGJfKRCAWeHB2EHnO7qpHpgj9RZhgaI7D5RhT/VKse0p1GPTGOO1M1G2ku7GSKKQRzcPG5GQrqQykjuMgVDjJxu3qNOKlZbBcQG8Ma71NoQTIoP+s9B/u+vrx2zTltAtwZjPOzEk7TJ8o9sDiqmkW93FDm5MkOHbbb5QqATnqBnv69q06cEprma1FNuD5U9Cvd2cN7EEmUnawZWBwVYdCDVK4sReRPLbXLNMp2fvD8jFDghlxjqPTg8jGa1azVZ7XVmwbcWtwduEwrCXGTn1JH8hSqxj1W+g6UpdHsNu5bmyjtLhpU+U7JYi+A5bH3TjqO3tmsXxV4fn8469osqW2ox7fOyuVmVSMFh6rjr6ZHpjpbpra3tQJ1BiUouCN2MkAE/Qkc1M3lyq0bFWByrLn8xUzpKalBvt8n3NKdeVNqcV3v5rsc9pHi+2urkafqapp+o4BWN3/dzA9Gjcgbh7dQc8V0lZF94d0fWdL+x3dgptnPmBBmNlJ56jBBrlr/QvE3h1TNpPimee1LgC31BRKVHoHIJ/QUvaTpQ5qmqXVGipUa8rU3yvs9vk1f8AH7z0CivJNYPxFkC3CSXEkDAsBagJ644U7gOh5/pRonj7WNFhxr0E00LPtCyo4mXsSpK4ZfYnPWpWLjfVNI3/ALJqOnzU5xk+yep63RXM2vxA8NXUav8A2gYdy7sTxOmB9SMfjnFa9prmk37BbTU7OdiMhYp1Y/kDXQqkHszgnh6sPii18i/RRRVmIUUUUAFcO1xAdVgjCAtJcW7cttIGeMdycnn2FdxXG2dqZp1uVYBY3thj1zIvT8v5V5+O5m4KPmd2CaSk35HQ6elxp+llbySJ0gX5HRjygHfOP/1Yq1YyNNYW0ruHZ4lZmHckcmo2s4Y9JNlvdYFg8nduwwXbjOR3x3pdMtIrDTLa1hdniijCq7HJYetdUIuLS6WOebjJOXW5JPC0xi2zPGEYlgv8QKsMfmQfwrlbe3tbSCCJF2avHKFk8oksATnBI4xjbxXXFW81WD4UAgrjqeMHPtg/nVazsVtLm/lXH+lTiY47Hy0T/wBk/WorUFUaf9fL7i6Nbki0/wCvJ/eW6jhnS4UsgkADbT5kbIc/RgMj3pJ5EgQTSzCKJPvFsAHPAyT74ot7iK5hWWJgykA+44zg+h5rfm961zDl925LUMMzPlZVWOXJIj3AnbkgH8cVNWPqtxLZarptwLVntyXinnTkxKRkZHoWA57fjSqS5VzFU4875TYoqi015LfTQQNAiRhSWdCx5B7Aj0pfJ1Mkbr22C99lqQfzLn+VL2l9k393+Yclt2l94qXqeffB5F8u227v9n5dxz+BB/GotOtiLA+dGgkklaQKwBUHPykD0wAR3HtVpra2EcqtDGEkbzJAVGGPHJ/IVXFm10YJpyUUHe1vtGMkHr6nkZ7cVDjK6vrv+LLUo2002/BFkw+bA8VyEkDhlbAwCpJ4/KqCWVw1+8rbF2XPnJIpB3KVClSOxwBWkwk85GVh5YBDLjqeMH+f51m+WbXXImJGy480KPQlYz/7I350VUtG11QU29bPoytA5sPEX2OBpXt5FyY8lhGx54z0H0/vfSofE0jGWCLjAUsAe56f5+tF1HLaeLI75gY4HAiaQgbWBHAJ68FT7c89ql8S2y4huwvz58onPbkj+R/OvNrqTw1WK6P8P8jsp8qrU5PqvxNWxmabTYJQo3GMcE8Zx6+nvT7qzt7+1a3vII5onHzI4yDWX4bmlltZA7kxx7URCoBXA5OR1zkflW3XpUJqrSUn1RxVounVaXQ4C5+GVm8jyadqctvMsrEgrvVQRkLgEEYyO/4dKwJfhzqP2p0jvLSa9ijMihi5z6feGM5Pf1rutT1H7Dcz+ZdzKm7AjiYbhwMklgR/GvA6cetZeoPrVtNDqMEcjubgQgXChW2e4VeSc9gf0rgrSpRdoxem/oe1h8XjLazVntdL/I5jTLHxu17f20V0IpYNvmGSQoASAcqVG3juORwetdDovi3WLW/bT9eSKZtwWKaBD+8HqGHyt9MKfrWtrtj5touolJLeaRgJYwxbnopPv0H41z+n/wCkR+QFi3RBQcsFD54GM8Hp1JGQe5rmqVp4efJG99/VencrmhioOU4rtorWfr2PQ7e4iuoVmgcOjdCP5ex9qK8ve+1rwlfteYe4sXOZRzhecdccjqB3+Xr6lehTx0XH300/RnDLKa0taPvRPVG3BTsALdgTgVyWn+VCuZJP3001sqFs4I3K2MDvjv6ketdPd/afKUWgTzDIuS5wAufm7emR+NciYjBc2O6I5lntslsjaV2Hp/wMj8PajGStKMrbX/HQxwkbxkr7/odhG63Vqj7ZEWVAcHKsAR+YNOVVghVSx2ouNztk4A6kn+dK8iRrud1UEgZY45JwB+dKyq6MjqGVhggjIIrut95xfkLUF3dw2Ns1xcMViTG5gCce/FT1R1bS4tYsHsp5Z44nILGF9rHHbPbnB49KU+blfLuOHLzLn2OaKah44+WaM2XhxtrgH/W3oxkeyp0Pqce/G1e6bZ6dZm8tIxbPapuHlnaHC87W9c9MmrVnNBar9gEL28dqgVN4OzywMAhunQdzmrU08MVs88rqIVXczHpisFThKLcnd9+3+R0zrS5lGKtHou/+bZWXUY1kiinZRNPI6wouSXVT976Yxk9ORTL2c+f5MxSK0+7I7kjdkcAHoPTg5z271n2Xh61muzqU8UsbkbbeEOyiBN2SAM8FiASMcdO1bEun2c6qJbWFgqhRlBwo7fT26UL2k4aky9lCWn9en9bkcF7bNqc1ghH2iKFJDzklDkDJ+oPX+tXa5vU9D0FL77ZdtcJcSRiNFguZYyyrgBQIyCf/AK9Z8OqSQFYNPRUeXEccZkaV8epdjjPp1x1PvE8UqWk/w3NFhlVV6d/mtPvv+hc8XXc6zabZRXE8EE02bx4sAiHofmI45YdOTz6VY/tyC112ztPOd7S5t5FSZslRJFyfmI5ypbJz/B71zcipb3yXN9ZW9zeRrsUXGJDGy8lz8xAySefy6VUksrvVr/7TfXN1d3IB+zxAL5UZPGAowMYzk9ema4ZY9Kb/AJu39dzujhIOCjJ6JPXu3/l3udhaapc61qWbGdIbGB/m3Jl5/XAPRff3H0rYn8lJoJpWwQ2xM/3m4H+H41BpelwaVa+TCq5LFmfHLZJPP8qr3ksMIu/s9psvONreQMytxgj+9jcPoa9CPPCnzVN3q/8AgHnS5Z1LU9lp/wAORXcFxqGoWwkUNapM+VRuMAcEkc5zn+XvVnXl3aNN7FD/AOPinRQro+n3MjOZQGaYnbgknt/9ergMN1ACNksMi5HcMKXslKE4v4pLX7rCdS0oyW0X/wAEoaDE8OloHjVSxLhlYHeG5B474wPwqzqJkWwlaIlWUAlgcEAEZI/DPHfpUek2clhYi3kYHazYwc8Z/wAn8akv7Zbm3ZCsjEjZ+7faQG4PXjpmrpxccOo21sTOSdZyvpc8+t7xdd1l57a+VUkLNujIcIPlGRjuBn/vnPGK9BVoLy1t7psmNQJl3cdu49s/n9K5TxDDDFeXN1HE8T+RI7hoTyyocMpAwx6HGeo962fC0wfSRG0iF1dhsUAFR9K4MHenWlTlrfqd2MtOlGpHRLp/wSTVbu4m0qSWxMiKHUeaq5LLnB2jr17kdMkVU8PTf2np8EWoWEJlt0CCQfvFOOOCRxwAcH1re8/NwIkTeB99gw+Q4yAR15p0UMcEYjijVEHO1RgV2ujKVXn5tLWat/X9I4/bKNPk5dd0yhq2jpqsRRppEDDayklkZeeCucfj14x0oq7c3EdpbSTy52RruOOp9h70VniKWFcr1d/VmmHq4pRtSbsV4dQ83S473ysb8fJu6ZbHXFZ+p3X2C3l1AwxTsJo9okXlVbaCA3bkA0UUVakvY819eW/zsx0oR9ry9Oa3yuiSewtPFGipHfLL5LS+ZtSUqQVY45XHHFbNFFdNHWCk92kc1ZtScOibsV4D5xLycvHI6qRxxn0+lWKKKuGxE9ypqjRpplw00Xmx7DuTONw+vauYuIb3/hJLPw9HfmPT44PPQCIFvl4RCTwVUgHpk45zRRXNWV5/d+LZ14Z2g35P8EjodJ1CS/juBKiq8ErRMy9GIOMgdvpk03UrpNLdLhY3ke5mSEhpW2rnjIByB+GM0UVLqS+rc/UXs4/WOToc74nnz4ktkCkNHEdrhsYyDk/rTrOSDTtNW4S2R7h52jSRyTswOCM/j+dFFePUnJYirJbq9vvR6cYp0acejt+ozSPD9nqd3NLdGR40KMYd52O3zckd/X6gHtXWWmm2diztbQBGfq2ST9Mnt7UUV6mXUoewjO2vc87G1Zuq430LVFFFeicIUgAUAAAAcACiigCpqd29jZG4RVYiSNSp7hnCn+dZNpcza7b3MFwUVVw+0ICrKc4Vs88Y6gg/SiivNr1JfW4Ur+607r7zvowisNKpbVP/ACMjTJRJfwzfvNjzyWjRNISu0hemecc5wc9OtafhzT9my7EoB5i2rGBkJxnPvjJxjmiiubBxU5rm6a/+knTi24xdvT8zZ0t/tFmt2yKs0wBkK5wSOOAenSrtFFevRd6cX5Hl1dJteZUudk11BaOp2sDNkNjlGTA/Mg/h70UUU46yf9dBS0S/rqf/2Q==</Data>
</Thumbnail>
</Binary>
</metadata>
