<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<metadata xml:lang="en">
<Esri>
<CreaDate>20220105</CreaDate>
<CreaTime>17141400</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
</Esri>
<dataIdInfo>
<idAbs>Keene NH Wards from 2021 Redistricting efforts based on Census 2020 block data.</idAbs>
<searchKeys>
<keyword>Wards</keyword>
</searchKeys>
<idPurp>Keene NH Wards from 2021 Redistricting efforts based on Census 2020 block data.</idPurp>
<idCredit>KGIS 2022; wschoefmann</idCredit>
<resConst>
<Consts>
<useLimit/>
</Consts>
</resConst>
<idCitation>
<resTitle>WARDS_2021</resTitle>
</idCitation>
</dataIdInfo>
<Binary>
<Thumbnail>
<Data EsriPropertyType="PictureX">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</Data>
</Thumbnail>
</Binary>
</metadata>
