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        <idAbs>&lt;b&gt;Overview&lt;/b&gt;&lt;p&gt;This feature service provides a comprehensive compilation of all subdivision boundaries within Ada County. It is maintained continuously by the Ada County Assessor's Office to ensure accuracy and currency.&lt;/p&gt;&lt;b&gt;Feature Layers&lt;/b&gt;&lt;ul&gt;&lt;li&gt;&lt;b&gt;Subdivisions&lt;/b&gt;: This layer represents the boundaries of subdivisions recorded across Ada County. The recorded plats are integrated into the existing parcel fabric using precise survey control points to maintain spatial accuracy. It includes historical overlays where older subdivisions have been resubdivided, enabling both current and historical land development analysis.&lt;/li&gt;&lt;/ul&gt;&lt;b&gt;Geographic Coverage&lt;/b&gt;&lt;p&gt;The dataset covers the entire Ada County region, making it a vital resource for county-wide land management and planning activities.&lt;/p&gt;&lt;b&gt;Use Cases&lt;/b&gt;&lt;ul&gt;&lt;li&gt;Land use planning and zoning&lt;/li&gt;&lt;li&gt;Property assessment and taxation&lt;/li&gt;&lt;li&gt;Historical land development research&lt;/li&gt;&lt;li&gt;Surveying and cadastral mapping&lt;/li&gt;&lt;/ul&gt;&lt;b&gt;Data Stewardship&lt;/b&gt;&lt;p&gt;Maintained by Ada County Assessor's Office, the data benefits from continual updates and quality control, leveraging recorded land plats and official survey data.&lt;/p&gt;</idAbs>
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        <keyword>ada county</keyword><keyword>subdivision boundaries</keyword><keyword>land development</keyword><keyword>parcel mapping</keyword><keyword>survey data</keyword><keyword>property assessment</keyword></searchKeys>
        <idPurp>Comprehensive county-wide boundaries of subdivisions in Ada County maintained by the Assessor's Office. This dataset is updated on a weekly basis.</idPurp>
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