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</Data>
 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    <mdHrLv>
        		
        <ScopeCd value="005"/>
        	
    </mdHrLv>
    	
    <mdStanName>ArcGIS Metadata</mdStanName>
    	
    <mdStanVer>1.0</mdStanVer>
    	
    <dataIdInfo>
        		
        <idCitation>
            			
            <resTitle>Nulla Basalt Group with Campaspe and Southern Cross Formations</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 mapped units of the Nulla Basalt Group, including the undifferentiated units separated by presumed age. It also contains two associated sedimentary formations, the Campaspe and Southern Cross formations.</idAbs>
        		
        <idPurp>Nulla Basalt Group with Campaspe and Southern Cross Formations</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>
        	
    </dataIdInfo>
    
</metadata>
