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            <resTitle>Queensland Detailed Surface Geology 2017 - Nulla Basalt</resTitle>
            		
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        <idAbs>Units from the Queensland Detailed Surface Geology (March 2017) have been extracted and resymbolised to focus on the Nulla Basalt Province.</idAbs>
        		
        <idPurp>Queensland Detailed Surface Geology 2017 - Nulla Basalt</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>
        		
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            <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>
            		
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            <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>
            		
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