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        <CharSetCd value="004"/>
        	
    </mdChar>
    	
    <mdHrLv>
        		
        <ScopeCd value="005"/>
        	
    </mdHrLv>
    	
    <mdStanName>ArcGIS Metadata</mdStanName>
    	
    <mdStanVer>1.0</mdStanVer>
    	
    <dataIdInfo>
        		
        <idCitation>
            			
            <resTitle>Other Cenozoic Units surrounding Nulla Basalt Province</resTitle>
            		
        </idCitation>
        		
        <idAbs>Units from the Queensland Detailed Surface Geology (March 2017) have been extracted and resymbolised to focus on the Nulla Basalt Province. This layer shows the other Cenozoic units surrounding the Nulla Basalt Province.</idAbs>
        		
        <idPurp>Other Cenozoic Units surrounding Nulla 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>
