<?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 (20%) and Solar (80%) - Absolute Scale</resTitle>
            		
        </idCitation>
        		
        <idAbs>Hybrid Wind and Solar capacity factor map of Australia - wind 20% : solar 80%. The map shows the capacity factor available for electrolysis. Wind and solar plants might be oversized to increase the overall running time of the hydrogen plant allowing the investor to reduce electrolyser capital expenditures for the same amount of output. Calculations also include curtailment (or capping) of excess electricity when more electricity is generated than required to operate the electrolyser. The minimum capacity factor is less than 25% and the maximum is 64%. The map is derived from Global Modeling and Assimilation Office (2015), DNV GL (2016) and Bureau of Meteorology (2020) data. The scientific colour map is sourced from Crameri (2018). Layer is displayed on an absolute scale.</idAbs>
        		
        <idPurp>Wind (20%) and Solar (80%) - Absolute Scale</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>Solar</keyword>
            			
            <keyword>Absolute Scale</keyword>
            		
        </themeKeys>
        		
        <searchKeys>
            			
            <keyword>Australia</keyword>
            			
            <keyword>web service</keyword>
            			
            <keyword>renewable energy</keyword>
            			
            <keyword>capacity factor</keyword>
            			
            <keyword>wind</keyword>
            			
            <keyword>solar</keyword>
            			
            <keyword>absolute scale</keyword>
            		
        </searchKeys>
        		
        <resConst>
            			
            <Consts>
                				
                <useLimit/>
                			
            </Consts>
            		
        </resConst>
        	
    </dataIdInfo>
    
</metadata>
