20241107 09400000 1.0 TRUE 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 ArcGIS Metadata 1.0 Top Elang Formation Depth Contour (100m) Depth surface contour lines at 100m intervals of the top Elang Formation. https://pid.geoscience.gov.au/dataset/ga/76737 Top Elang Formation Depth Contour (100m) © Commonwealth of Australia (Geoscience Australia) 2024. This material is released under the Creative Commons Attribution 4.0 International Licence. https://creativecommons.org/licenses/by/4.0/legalcode Web Service Australia National CO2 Infrastructure Plan Petrel Sub-Basin Bonaparte Basin Offshore CO2 Storage Potential Carbon Capture and Storage Carbon Dioxide Elang Formation Depth Contour Web Service Australia National CO2 Infrastructure Plan Petrel Sub-Basin Bonaparte Basin Offshore CO2 Storage Potential Carbon Capture and Storage Carbon Dioxide Elang Formation Depth Contour