<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<metadata xml:lang="en">
<Esri>
<CreaDate>20201110</CreaDate>
<CreaTime>15370700</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
</Esri>
<dataIdInfo>
<idAbs>Created using LiDAR Derived 2012 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>2012 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">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</Data>
</Thumbnail>
</Binary>
</metadata>
