20250205 21343500 1.0 TRUE Urban Core Subdistricts Omaha Planning Urban Core Subdistricts This is a polygon layer of the subdistricts within the urban core for the city of Omaha <DIV STYLE="text-align:Left;font-size:12pt"><P><SPAN>This is a polygon layer of the subdistricts within the urban core for the city of Omaha. Created in 2021, it outlines the development value of each of the subdistricts in the urban core. The layer is maintained by the planning department.</SPAN></P></DIV> 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