<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<metadata xml:lang="en">
<Esri>
<CreaDate>20220329</CreaDate>
<CreaTime>10001000</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
</Esri>
<dataIdInfo>
<idAbs>MB Permanence Two Class Model. March 29, 2022</idAbs>
<idPurp>MB Permanence Two Class Model. March 29, 2022</idPurp>
<idCredit/>
<resConst>
<Consts>
<useLimit/>
</Consts>
</resConst>
<idCitation>
<resTitle>MBPermanence_2ClassModel</resTitle>
</idCitation>
</dataIdInfo>
<Binary>
<Thumbnail>
<Data EsriPropertyType="PictureX">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</Data>
</Thumbnail>
</Binary>
</metadata>
