<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<metadata xml:lang="en">
<Esri>
<CreaDate>20230926</CreaDate>
<CreaTime>12122200</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
</Esri>
<dataIdInfo>
<idCitation>
<resTitle>Mining Pits</resTitle>
</idCitation>
<idAbs/>
<searchKeys>
<keyword>Geology</keyword>
<keyword>Geoheritage</keyword>
<keyword>Mining</keyword>
</searchKeys>
<idPurp>Mining pits and quarries in the Keweenaw Peninsula, from various USGS sources and published geology maps.</idPurp>
<idCredit/>
<resConst>
<Consts>
<useLimit/>
</Consts>
</resConst>
</dataIdInfo>
<Binary>
<Thumbnail>
<Data EsriPropertyType="PictureX">/9j/4AAQSkZJRgABAQEAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0a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</Data>
</Thumbnail>
</Binary>
</metadata>
