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<idPurp>To provide guidance when considering planning issues</idPurp>
<idAbs>&lt;DIV STYLE="text-align:Left;"&gt;&lt;DIV&gt;&lt;DIV&gt;&lt;P&gt;&lt;SPAN&gt;Areas available for resource extraction under the Statewide planning scheme, which are also considered to be highly prospective for all Categories of Mineral as defined in the Mineral Resources Development Act 1996.&lt;/SPAN&gt;&lt;/P&gt;&lt;/DIV&gt;&lt;/DIV&gt;&lt;/DIV&gt;</idAbs>
<idCredit>Areas of high prospectivty are derived, and modified from several sources including:
Large, R.R., and McNeill, A.W., 2012, Minerals Prospectivty Assessment: Proposed Reserve areas for Independent Verification Group, Tasmnaian Forest Intergovernmentl Agreement.
Cumming, G.C., et al, 2019, Sand Prospectivity and Confidence Map for Tasmania (MRT report UR2019_01).</idCredit>
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</Data>
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