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            <resTitle>Queensland Detailed Surface Geology 2017 - McBride 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 McBride Basalt Province.</idAbs>
        		
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            <keyword>web service</keyword>
            			
            <keyword>Upper Burdekin</keyword>
            			
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            <keyword>McBride Basalt Province</keyword>
            			
            <keyword>hydrogeology</keyword>
            			
            <keyword>regional groundwater characterisation</keyword>
            			
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            <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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