20251022 13464300 1.0 TRUE 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 ArcGIS Metadata 1.0 Hydrogen Production Prospectivity Scenario 2 National hydrogen prospectivity heat map based on Scenario 2: Renewable hydrogen – Future coastal production and constrained by existing infrastructure. This map identifies high potential areas for hydrogen production by assessing the availability of renewable power which can be transported through the existing electrical grid for use in coastal areas. This scenario assumes that most future hydrogen production will use desalinated seawater. Hydrogen Production Prospectivity Scenario 2 © Commonwealth of Australia (Geoscience Australia) 2019. This product is released under the Creative Commons Attribution 4.0 International Licence. http://creativecommons.org/licenses/by/4.0/legalcode hydrogen hydrogen production scenarios Australia web service hydrogen hydrogen production scenarios Australia web service