<?xml version="1.0" encoding="UTF-8"?><metadata xml:lang="en">
    	
    <Esri>
        		
        <CreaDate>20250520</CreaDate>
        		
        <CreaTime>13250000</CreaTime>
        		
        <ArcGISFormat>1.0</ArcGISFormat>
        		
        <SyncOnce>TRUE</SyncOnce>
        	
    </Esri>
    	
    <Binary>
        		
        <Thumbnail>
            			
            <Data EsriPropertyType="PictureX">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</Data>
            		
        </Thumbnail>
        	
    </Binary>
    	
    <mdChar>
        		
        <CharSetCd value="004"/>
        	
    </mdChar>
    	
    <mdHrLv>
        		
        <ScopeCd value="005"/>
        	
    </mdHrLv>
    	
    <mdStanName>ArcGIS Metadata</mdStanName>
    	
    <mdStanVer>1.0</mdStanVer>
    	
    <dataIdInfo>
        		
        <idCitation>
            			
            <resTitle>Other Cenozoic Units surrounding McBride Basalt Province</resTitle>
            		
        </idCitation>
        		
        <idAbs>Units from the Queensland Detailed Surface Geology (March 2017) have been extracted and resymbolised to focus on the McBride Basalt Province. This layer shows the other Cenozoic units surrounding the McBride Basalt Province.</idAbs>
        		
        <idPurp>Other Cenozoic Units surrounding McBride Basalt Province</idPurp>
        		
        <idCredit>© Commonwealth of Australia (Geoscience Australia) 2020. This product is released under the Creative Commons Attribution 4.0 International Licence. http://creativecommons.org/licenses/by/4.0/legalcode</idCredit>
        		
        <themeKeys>
            			
            <keyword>Australia</keyword>
            			
            <keyword>web service</keyword>
            			
            <keyword>Upper Burdekin</keyword>
            			
            <keyword>Nulla Basalt Province</keyword>
            			
            <keyword>McBride Basalt Province</keyword>
            			
            <keyword>hydrogeology</keyword>
            			
            <keyword>regional groundwater characterisation</keyword>
            			
            <keyword>EFTF</keyword>
            			
            <keyword>Exploring for the Future</keyword>
            		
        </themeKeys>
        		
        <searchKeys>
            			
            <keyword>Australia</keyword>
            			
            <keyword>web service</keyword>
            			
            <keyword>Upper Burdekin</keyword>
            			
            <keyword>Nulla Basalt Province</keyword>
            			
            <keyword>McBride Basalt Province</keyword>
            			
            <keyword>hydrogeology</keyword>
            			
            <keyword>regional groundwater characterisation</keyword>
            			
            <keyword>EFTF</keyword>
            			
            <keyword>Exploring for the Future</keyword>
            		
        </searchKeys>
        		
        <resConst>
            			
            <Consts>
                				
                <useLimit/>
                			
            </Consts>
            		
        </resConst>
        	
    </dataIdInfo>
    
</metadata>
