<?xml version="1.0" encoding="UTF-8"?><metadata xml:lang="en">
<Esri>
<CreaDate>20231025</CreaDate>
<CreaTime>15102100</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
</Esri>
<dataIdInfo>
<idCitation>
<resTitle>DocumentIndex</resTitle>
</idCitation>
<idAbs>&lt;DIV STYLE="text-align:Left;font-size:12pt"&gt;&lt;DIV&gt;&lt;P&gt;&lt;SPAN&gt;An index of documents held in the TasExplor and DomInfo document catalogues with the TIGER (Tasmanian Information on Geoscience and Exploration Resources) system.&lt;/SPAN&gt;&lt;SPAN&gt; Documents that are classified as "open file" will include links to the document record.&lt;/SPAN&gt;&lt;/P&gt;&lt;/DIV&gt;&lt;/DIV&gt;</idAbs>
<idCredit>Mineral Resources Tasmania</idCredit>
<idPurp>An index of documents held in the TasExplor and DomInfo document catalogues with the TIGER (Tasmanian Information on Geoscience and Exploration Resources) system.</idPurp>
<resConst>
<Consts>
<useLimit>&lt;DIV STYLE="text-align:Left;font-size:12pt"&gt;&lt;P&gt;&lt;SPAN&gt;Creative Commons Attribution 3.0 Australia Licence&lt;/SPAN&gt;&lt;/P&gt;&lt;/DIV&gt;</useLimit>
</Consts>
</resConst>
<searchKeys>
<keyword>Geology</keyword>
<keyword>Geoscientific</keyword>
<keyword>Exploration</keyword>
</searchKeys>
</dataIdInfo>
<Binary>
<Thumbnail>
<Data EsriPropertyType="PictureX">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</Data>
</Thumbnail>
</Binary>
</metadata>
