<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<metadata xml:lang="en">
<Esri>
<CreaDate>20150406</CreaDate>
<CreaTime>08131000</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
</Esri>
<dataIdInfo>
<idAbs/>
<searchKeys>
<keyword>Parcels</keyword>
</searchKeys>
<idPurp>Broome Solar Suitability</idPurp>
<idCredit/>
<resConst>
<Consts>
<useLimit/>
</Consts>
</resConst>
<idCitation>
<resTitle>solar_suitability</resTitle>
</idCitation>
</dataIdInfo>
<Binary>
<Thumbnail>
<Data EsriPropertyType="PictureX">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</Data>
</Thumbnail>
</Binary>
</metadata>
