<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<metadata xml:lang="en">
<Esri>
<CreaDate>20230928</CreaDate>
<CreaTime>09453200</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<ArcGISstyle>FGDC CSDGM Metadata</ArcGISstyle>
<SyncOnce>TRUE</SyncOnce>
<DataProperties>
</DataProperties>
</Esri>
<dataIdInfo>
<idAbs>USGS topographic maps from 2020</idAbs>
<searchKeys>
<keyword>Los Alamos County</keyword>
<keyword>topography</keyword>
</searchKeys>
<idPurp>USGS topographic maps from 2020</idPurp>
<idCredit/>
<resConst>
<Consts>
<useLimit/>
</Consts>
</resConst>
<idCitation>
<resTitle>USGS_topos_24k_2020</resTitle>
</idCitation>
</dataIdInfo>
<Binary>
<Thumbnail>
<Data EsriPropertyType="PictureX">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</Data>
</Thumbnail>
</Binary>
</metadata>
