20251124 10143700 1.0 TRUE 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 ArcGIS Metadata 1.0 National_Geochemical_Survey_of_Australia_PC3_Component Values of Principal Component 3 (PC3) derived from surface geochemical data of the National Geochemical Survey of Australia. Positive values of PC3, scale from ‘low’ to ‘high’, are dominated by the effects of elevated Cr, Sc, V, Ti, Co, and Ni. The PC3 values for the individual sample sites have been used to attribute the corresponding river catchments, which are shown as the coloured polygons in the Figure. Note values shown as ‘low’ include areas of no data (mainly in northern Western Australia and western South Australia) as well as catchments with negative PC3 values. National Geochemical Survey of Australia PC3 Component © 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 Ni-Cu-PGE mineral system prospectivity web service Australia geology geophysics geochemistry geoscientificInformation ISO 19115 Topic Categories Ni-Cu-PGE mineral system prospectivity web service Australia geology geophysics geochemistry geoscientificInformation