<?xml version="1.0" encoding="UTF-8"?><metadata xml:lang="en">
    	
    <Esri>
        		
        <CreaDate>20250522</CreaDate>
        		
        <CreaTime>15220700</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>Wind 150m Hub Height Capacity Factor</resTitle>
            		
        </idCitation>
        		
        <idAbs>Wind (150 m hub height) capacity factor map of Australia. The minimum capacity factor is less than 15% and the maximum is 42%. The map is derived from Global Modeling and Assimilation Office (2015) and DNV GL (2016) data. The scientific colour map is sourced from Crameri (2018).</idAbs>
        		
        <idPurp>Wind 150m Hub Height Capacity Factor</idPurp>
        		
        <idCredit>© Commonwealth of Australia (Geoscience Australia) 2021. 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>Renewable Energy</keyword>
            			
            <keyword>Capacity Factor</keyword>
            			
            <keyword>Wind</keyword>
            			
            <keyword>Hub Height</keyword>
            		
        </themeKeys>
        		
        <searchKeys>
            			
            <keyword>Australia</keyword>
            			
            <keyword>web service</keyword>
            			
            <keyword>renewable energy</keyword>
            			
            <keyword>capacity factor</keyword>
            			
            <keyword>wind</keyword>
            			
            <keyword>hub height</keyword>
            		
        </searchKeys>
        		
        <resConst>
            			
            <Consts>
                				
                <useLimit/>
                			
            </Consts>
            		
        </resConst>
        	
    </dataIdInfo>
    
</metadata>
