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<Esri>
<CreaDate>20251016</CreaDate>
<CreaTime>13100200</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
</Esri>
<dataIdInfo>
<idAbs>Kangasalan kaupungin Kantakartan latauspalvelu.
</idAbs>
<searchKeys>
<keyword>Kangasala</keyword>
<keyword>kantakartan latauspalvelu</keyword>
</searchKeys>
<idPurp>Kangasalan kaupungin Kantakartan latauspalvelu.</idPurp>
<idCredit>Kangasalan kaupunki / Tekniset palvelut/ Paikkatieto / Ilkka Lindfors</idCredit>
<resConst>
<Consts>
<useLimit>Palvelun käyttö on maksutonta eikä vaadi autentikointia eli tunnistautumista. Aineiston muokkaaminen, uudelleenjulkaisu ja edelleenluovutus on ilman Kangasalan kaupungin lupaa kielletty.</useLimit>
</Consts>
</resConst>
<idCitation>
<resTitle>Lataa Kantakartta</resTitle>
</idCitation>
</dataIdInfo>
<Binary>
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</Data>
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