<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<metadata xml:lang="en">
<Esri>
<CreaDate>20210216</CreaDate>
<CreaTime>09524000</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
</Esri>
<dataIdInfo>
<idAbs/>
<searchKeys>
<keyword>elevation</keyword>
<keyword>elev</keyword>
<keyword>LiDAR</keyword>
<keyword>Derivative</keyword>
<keyword>Contour</keyword>
<keyword>Contours</keyword>
<keyword>2'</keyword>
<keyword>2Ft</keyword>
<keyword>2 Feet</keyword>
<keyword>2 Foot</keyword>
<keyword>Maine</keyword>
<keyword>MaineGeoLibrary</keyword>
<keyword>USNG</keyword>
<keyword>19T</keyword>
<keyword>19TEM</keyword>
</searchKeys>
<idPurp>Maine Elevation Contours 2 Feet 19TEM</idPurp>
<idCredit/>
<resConst>
<Consts>
<useLimit/>
</Consts>
</resConst>
<idCitation>
<resTitle>Maine Elevation Contours 2 Feet 19TEM</resTitle>
</idCitation>
</dataIdInfo>
<Binary>
<Thumbnail>
<Data EsriPropertyType="PictureX">/9j/4AAQSkZJRgABAQEAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0a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</Data>
</Thumbnail>
</Binary>
</metadata>
