<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<metadata xml:lang="en">
<Esri>
<CreaDate>20210511</CreaDate>
<CreaTime>15472900</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
</Esri>
<dataIdInfo>
<idAbs>&lt;DIV STYLE="text-align:Left;"&gt;&lt;DIV&gt;&lt;DIV&gt;&lt;P&gt;&lt;SPAN&gt;In the Public Land Survey System a Township refers to a unit of land, that is nominally six miles on a side, usually containing 36 sections.&lt;/SPAN&gt;&lt;/P&gt;&lt;/DIV&gt;&lt;/DIV&gt;&lt;/DIV&gt;</idAbs>
<searchKeys>
<keyword>Cadastral</keyword>
</searchKeys>
<idPurp>these are the graphic displays of the PLSS Townships</idPurp>
<idCredit>FGDC Cadastral Subcommittee</idCredit>
<resConst>
<Consts>
<useLimit>None</useLimit>
</Consts>
</resConst>
<idCitation>
<resTitle>PLSSTownship</resTitle>
</idCitation>
</dataIdInfo>
<Binary>
<Thumbnail>
<Data EsriPropertyType="PictureX">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</Data>
</Thumbnail>
</Binary>
</metadata>
