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<CreaDate>20201113</CreaDate>
<CreaTime>10581800</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
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<idAbs>LiDAR derived 2015 topographic contours for Tallahassee and Leon County, Florida. Topographic contours re-projected from NAD83 State Plane to Web Mercator. Source data vertical datum NAVD88.</idAbs>
<searchKeys>
<keyword>Contours</keyword>
<keyword>Leon</keyword>
<keyword>Elevation</keyword>
<keyword>Tallahassee</keyword>
<keyword>topography</keyword>
<keyword>florida</keyword>
</searchKeys>
<idPurp>LiDAR derived 2015 topographic contours for Tallahassee and Leon County, Florida.</idPurp>
<idCredit>TLCGIS</idCredit>
<resConst>
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</Consts>
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<idCitation>
<resTitle>Topographic Contours 2015</resTitle>
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</Data>
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