<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<metadata xml:lang="en">
<Esri>
<CreaDate>20191127</CreaDate>
<CreaTime>15155600</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
</Esri>
<dataIdInfo>
<idAbs>OS Maps</idAbs>
<searchKeys>
<keyword>OS Maps</keyword>
</searchKeys>
<idPurp>OS Maps</idPurp>
<idCredit>Published by - Paul Batley</idCredit>
<resConst>
<Consts>
<useLimit/>
</Consts>
</resConst>
<idCitation>
<resTitle>GreyRasters</resTitle>
</idCitation>
</dataIdInfo>
<Binary>
<Thumbnail>
<Data EsriPropertyType="PictureX">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</Data>
</Thumbnail>
</Binary>
</metadata>
