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<CreaDate>20210626</CreaDate>
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<resTitle>Hydrologic Unit Code Watersheds of Alberta_V2</resTitle>
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<idAbs>The Hydrologic Unit Code Watersheds of Alberta_V2 map service represents the standardized Hydrologic Unit Code (HUC) watershed framework for the province of Alberta. These watershed units provide a consistent hydrologic baseline and support province‑wide analysis, planning, and mapping workflows. This service is published in the NAD 1983 10TM AEP Forest (EPSG: 3400) projection and supports AGS applications.Note: This map service is optimized for AGS applications and is intended to support efficient visualization and map performance. For more detailed information, please refer to the “hydrologic_unit_code_watersheds_of_alberta” map service instead of this version.</idAbs>
<idPurp>The Hydrologic Unit Code Watersheds of Alberta_V2 map service represents the standardized Hydrologic Unit Code (HUC) watershed framework for the province of Alberta. These watershed units provide a consistent hydrologic baseline and support province‑wide analysis, planning, and mapping workflows. This service is published in the NAD 1983 10TM AEP Forest (EPSG: 3400) projection and supports AGS applications.</idPurp>
<idCredit>Copyright Government of Alberta</idCredit>
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<keyword>hydrologic_unit_code_watersheds_of_alberta_v2</keyword>
<keyword>hydrologic unit code</keyword>
<keyword>HUC</keyword>
<keyword>hydrologic</keyword>
<keyword>watershed</keyword>
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</Data>
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