Metro Data Resource Center 1994 ZIP Codes Interpretation of the USPS mail carrier ZIP Codes. Data derived from taxlot and master address information published with RLIS-Lite. This data in no way reflects exact USPS mail carrier routes and should be used accordingly. Mapping and spatial analysis. The fact that ZIP Codes aren't required to be polygons makes them difficult to map. They are networks of streets served by mail carriers or just individual post offices and are a tool for mail delivery. They also change periodically as required to meet USPS operational needs. Metro has created this file by interpolating boundaries between occurrences of ZIP Codes on the ground using taxlot and master address information. However, this does not guarantee that the USPS delivery routes will follow this interpretation. 20210126 Ground condition Complete As needed -123.486073179 -121.651005666 45.4616758499 44.885714569 None Zip Zipcode zip code usps postal code delivery routes mail None Portland Multnomah County Washington County Clackamas County Oregon. Clark County Washington None This database and GIS data are made available under the Open Database License (ODbL v1) and Database Content License (DbCL v1). See http://www.oregonmetro.gov/rlis-live. http://library.oregonmetro.gov/rlisdiscovery/browse_graphic/zipcode.png Zip code boundaries and labels shown in red. Streets and rivers are also shown for orientation. PNG Registered to tax lots. Street center lines were digitized from aerial orthophotography at +/- 10 feet accuracy. Tax lots were fit to the street centerlines. Beaverton, Oregon City and Tigard planning areas were improved to +/- 5 feet accuracy. Multnomah County was created with coordinate geometry using better control. Projection information (.prj file), compatible with ArcGIS 8.1, was added to the layer. 20010715 In coverage the Zipno item modified from binary to character type. In the derived shapefile and SDE_layer the Zipcode field was also modified to a character type. 20021031 In the coverage data the field Zipno is now a number item and Zipcode is character. I have added a field for the feature Name. This is in most cases the default name for the Zip Code area except when the default name does not accurately describe the polygon such as Portland instead Tigard. A field, Location, has been added which is the City or County where the label point of the polygon falls. A field named Type has been added which indicates the type of Zip Code: 1 = Standard, 2 = Post Office, 3 = Building. 200504 Data now maintained as a SDE GeoDataBase. Updated Clark County zip codes, along with 97080 and 97236 in Gresham. 20080201 Major update of zip code boundary layer for Portland 3 county area. Zip code boundary primarily snapped to taxlot lines (formerly to street centerlines) using taxlot, MAF, employment, and ZIP+4 data layers as guides. 20090504 Dropped the following fields (ZIPNO, X_COORD, Y_COORD, SHAPE.AREA, SHAPE.LEN, LOCATION, PERIMETER). Added new field for STATE and calced values based on location. Recalced TYPE values from 1,2,3 codes to more intuative STANDARD ZIPCODE, POST OFFICE and UNIQUE ZIPCODE values. ZIPCODE field is numeric (long). --- ZFC 20090504 Major edits done throughout file with a focus on Damascus and the surrounding areas. Master address and taxlot data (SITEZIP) were used to make corrections and delineate boundaries. (ZFC) 20090728 Zip code boundaries following the boundary between the states of Oregon and Washington were updated to precise state boundary line coordinates. The boundary between Oregon and Washington is defined by ORS 186.520 which lists latitude and longitude coordinate stations connected by a series of straight lines along length of the boundary. 20120423 General updates in areas around Happy Valley and Damascus in Clackamas County. 20120726 Deleted University Station and added Waterfront Station 20130130 Added new zipcodes (97003 and 97078) in Beaverton /Aloha area. Extensive refinements in Clackamas County based on data provided by Clackamas County GIS. 20140701 Major edits throughout Clackamas County. 20140715 Changed zipcode field to precision 6 to ensure the values work properly in ArcGIS Desktop 10.3 as a long integer type. 20150324 General updates to Clark County. Zip codes realigned to Oregon taxlot SITEZIP values throughout the file. 20180629 ZIP Codes dissolved to eliminate duplicate values. In some cases, multipart features have been created. 20180709 Change to ZIP Code Name for 97223 based on update from Washington County. 20180718 Changed ZIPCODE field from Integer to String. 20181102 Updates to Oregon ZIP Codes based on CASS certification of Master Address File; general updates to Clark County. 20200423 Vector Simple FALSE 142 TRUE FALSE International foot D_North_American_1983_HARN Zipcode.dbf Description of the zip code polygons Feature Class 142 OBJECTID OBJECTID OID 4 10 0 Internal feature number. Esri Sequential unique whole numbers that are automatically generated. ZIPCODE Zipcode polygon associated with a USPS delivery area, post office or unique building or business NA ZIPCODE String 5 0 0 NAME Common name associated with zipcode NA NAME String 25 0 0 TYPE Type of zipcode (Standard, Post Office or Unique). Post Office ZIP Code associated with specific post office. STANDARD ZIPCODE Standard ZIP Code delivery route UNIQUE ZIPCODE ZIP Code associated with unique business or building. NA TYPE String 25 0 0 STATE State abbreviation associated with zipcode NA STATE String 2 0 0 Shape Shape Geometry 4 0 0 Feature geometry. Esri Coordinates defining the features. ImportDate ImportDate Date 8 0 0 Shape.STArea() Shape.STArea() Double 0 0 0 Shape.STLength() Shape.STLength() Double 0 0 0 Metro Data Resource Center
600 NE Grand Ave.
Portland OR 97232 503 797-1742 503 797-1909 drc@oregonmetro.gov The information in this file was derived from digital databases on Metro's GIS. Care was taken in the creation of this file. Metro cannot accept any responsibility for errors, omissions, or positional accuracy. There are no warranties, expressed or implied. Shapefile 0 DVD or CD-ROM ISO9660 http://www.oregonmetro.gov/rlisdiscovery Email drc@oregonmetro.gov or call 503-797-1742 for further instructions. No cost 20210126 Metro Data Resource Center Christine Rutan mailing and physical address
600 NE Grand Ave.
Portland OR 97232 503-797-1669 503 797-1909 christine.rutan@oregonmetro.gov FGDC Content Standards for Digital Geospatial Metadata FGDC-STD-001-1998 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 Version 6.2 (Build 9200) ; Esri ArcGIS 10.9.1.28388 zipcode 1 -123.517806 -121.646913 46.067288 44.854013 zipcode 002 7435781.061680 7904865.359580 446892.411089 877396.842520 1 Projected GCS_North_American_1983_HARN Linear Unit: Foot (0.304800) NAD_1983_HARN_StatePlane_Oregon_North_FIPS_3601_Feet_Intl <ProjectedCoordinateSystem xsi:type='typens:ProjectedCoordinateSystem' xmlns:xsi='http://www.w3.org/2001/XMLSchema-instance' xmlns:xs='http://www.w3.org/2001/XMLSchema' xmlns:typens='http://www.esri.com/schemas/ArcGIS/10.8'><WKT>PROJCS[&quot;NAD_1983_HARN_StatePlane_Oregon_North_FIPS_3601_Feet_Intl&quot;,GEOGCS[&quot;GCS_North_American_1983_HARN&quot;,DATUM[&quot;D_North_American_1983_HARN&quot;,SPHEROID[&quot;GRS_1980&quot;,6378137.0,298.257222101]],PRIMEM[&quot;Greenwich&quot;,0.0],UNIT[&quot;Degree&quot;,0.0174532925199433]],PROJECTION[&quot;Lambert_Conformal_Conic&quot;],PARAMETER[&quot;False_Easting&quot;,8202099.737532808],PARAMETER[&quot;False_Northing&quot;,0.0],PARAMETER[&quot;Central_Meridian&quot;,-120.5],PARAMETER[&quot;Standard_Parallel_1&quot;,44.33333333333334],PARAMETER[&quot;Standard_Parallel_2&quot;,46.0],PARAMETER[&quot;Latitude_Of_Origin&quot;,43.66666666666666],UNIT[&quot;Foot&quot;,0.3048],AUTHORITY[&quot;EPSG&quot;,2913]]</WKT><XOrigin>-111333600</XOrigin><YOrigin>-98152500</YOrigin><XYScale>3048</XYScale><ZOrigin>0</ZOrigin><ZScale>1</ZScale><MOrigin>0</MOrigin><MScale>1</MScale><XYTolerance>0.0032808398950131233</XYTolerance><ZTolerance>0.001</ZTolerance><MTolerance>0.001</MTolerance><HighPrecision>true</HighPrecision><WKID>2913</WKID><LatestWKID>2913</LatestWKID></ProjectedCoordinateSystem> 20250516 12453900 20250516 12453900 Feature Class dataset EPSG 6.3(9.0.0) 142 20250516