<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<metadata xml:lang="en">
<Esri>
<CreaDate>20240724</CreaDate>
<CreaTime>15252200</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
</Esri>
<dataIdInfo>
<idAbs>This service provides basemap functionality to Energov, as well as the ability to look up parcels and attributes.</idAbs>
<searchKeys>
<keyword>GIS</keyword>
<keyword>Energov</keyword>
<keyword>basemap</keyword>
</searchKeys>
<idPurp>This is the mapping service for Tyler Energov.</idPurp>
<idCredit>Los Alamos County GIS</idCredit>
<resConst>
<Consts>
<useLimit/>
</Consts>
</resConst>
<idCitation>
<resTitle>Energov_basemap</resTitle>
</idCitation>
</dataIdInfo>
<Binary>
<Thumbnail>
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</Data>
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