<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<metadata xml:lang="en">
<Esri>
<CreaDate>20240207</CreaDate>
<CreaTime>09084100</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
</Esri>
<dataIdInfo>
<idAbs/>
<searchKeys>
<keyword>petrol</keyword>
<keyword>oil</keyword>
<keyword>refineries</keyword>
<keyword>pipelines</keyword>
</searchKeys>
<idPurp>Petrol/Gas Resources for OEP Dashboards</idPurp>
<idCredit/>
<resConst>
<Consts>
<useLimit/>
</Consts>
</resConst>
<idCitation>
<resTitle>Petrol_Resources</resTitle>
</idCitation>
</dataIdInfo>
<Binary>
<Thumbnail>
<Data EsriPropertyType="PictureX">/9j/4AAQSkZJRgABAQEAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0a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</Data>
</Thumbnail>
</Binary>
</metadata>
