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<Esri>
<CreaDate>20211209</CreaDate>
<CreaTime>15272800</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>
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</Data>
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