<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<metadata xml:lang="ru">
<Esri>
<CreaDate>20250620</CreaDate>
<CreaTime>15302200</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<ArcGISstyle>XTools Pro Metadata</ArcGISstyle>
<SyncOnce>TRUE</SyncOnce>
</Esri>
<dataIdInfo>
<idAbs>Домофоны Новосибирска</idAbs>
<searchKeys>
<keyword>домофоны</keyword>
</searchKeys>
<idPurp>Домофоны Новосибирска</idPurp>
<idCredit/>
<resConst>
<Consts>
<useLimit/>
</Consts>
</resConst>
<idCitation>
<resTitle>Domophones</resTitle>
</idCitation>
</dataIdInfo>
<Binary>
<Thumbnail>
<Data EsriPropertyType="PictureX">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</Data>
</Thumbnail>
</Binary>
</metadata>
