<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<metadata xml:lang="en">
<Esri>
<CreaDate>20251204</CreaDate>
<CreaTime>13115900</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
<DataProperties>
</DataProperties>
</Esri>
<dataIdInfo>
<idAbs>Drone imagery for DP Rd</idAbs>
<searchKeys>
<keyword>Los Alamos County</keyword>
</searchKeys>
<idPurp>Drone imagery for DP Rd</idPurp>
<idCredit/>
<resConst>
<Consts>
<useLimit/>
</Consts>
</resConst>
<idCitation>
<resTitle>drone_20251124_dp_rd</resTitle>
</idCitation>
</dataIdInfo>
<Binary>
<Thumbnail>
<Data EsriPropertyType="PictureX">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</Data>
</Thumbnail>
</Binary>
</metadata>
