<?xml version="1.0" encoding="UTF-8"?><metadata>
<idinfo>
<citation>
<citeinfo>
<origin>Metro Data Resource Center</origin>
<pubdate>19950101</pubdate>
<title>Master Address File (MAF)</title>
</citeinfo>
</citation>
<descript>
<abstract>Comprehensive address point file for the region. The normalized address data is a composition of imported data from regional counties and cities. Addresses are represented as individual points and are positioned inside or adjacent to taxlot parcels or on buildings within a parcel.</abstract>
<purpose>Geocoding, emergency dispatching, source data for MetroMap application.</purpose>
<supplinf>Addresses within Portland, Beaverton, Hillsboro, Tigard, and Washington County are updated on a weekly basis, while the rest are updated quarterly.</supplinf>
</descript>
<timeperd>
<timeinfo>
<sngdate>
<caldate>20250728</caldate>
</sngdate>
</timeinfo>
<current>Ground condition</current>
</timeperd>
<status>
<progress>Complete</progress>
<update>Weekly</update>
</status>
<spdom>
<bounding>
<westbc>-123.486073179</westbc>
<eastbc>-121.651005666</eastbc>
<northbc>45.4616758499</northbc>
<southbc>44.885714569</southbc>
</bounding>
</spdom>
<keywords>
<theme>
<themekt>None</themekt>
<themekey>Address</themekey>
<themekey>geocode</themekey>
<themekey>addresses</themekey>
<themekey>street address</themekey>
<themekey>MAF</themekey>
<themekey>site address</themekey>
<themekey>master address file</themekey>
</theme>
<place>
<placekt>MAF</placekt>
<placekey>Portland</placekey>
<placekey>Multnomah County</placekey>
<placekey>Washington County</placekey>
<placekey>Clackamas County</placekey>
<placekey>Oregon</placekey>
</place>
</keywords>
<accconst>None</accconst>
<useconst>This database and GIS data are made available under the RLIS Open Database End User License Agreement. See https://rlisdiscovery.oregonmetro.gov/pages/open-database-license.</useconst>
<browse>
<browsen>http://library.oregonmetro.gov/rlisdiscovery/browse_graphic/master_address.png</browsen>
<browsed>A section on Portland with address points in blue, and building footprints and streets for orientation.</browsed>
<browset>PNG</browset>
</browse>
</idinfo>
<dataqual>
<logic/>
<complete/>
<posacc>
<horizpa>
<horizpar>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.</horizpar>
</horizpa>
</posacc>
<lineage>
<procstep>
<procdesc>Projection information (.prj file), compatible with ArcGIS 8.1, was added to the layer.</procdesc>
<procdate>20010715</procdate>
</procstep>
<procstep>
<procdesc>Major overhaul of the MAF occurred; address data sourcing, processing and data structure. Further improvements and process changes expected throughout 2009. See Zac Christensen for details</procdesc>
<procdate>20090204</procdate>
</procstep>
<procstep>
<procdesc>May 2009 edition of the MAF includes local data collected from Clackamas County, Gresham, Hillsboro, Portland, Tigard, Sherwood, Multnomah County and Washington County. Records reflect the most current data available to Metro. Zipcode and zip +4 values were normalized using StreetWise software. Every attempt was also made to eliminate duplicate address records. Taxlot IDs were derived from the May 2009, RLIS-Lite taxlot file.</procdesc>
<procdate>20090505</procdate>
</procstep>
<procstep>
<procdesc>August 2009 edition of the MAF includes local data collected from Clackamas County, Gresham, Hillsboro, Portland, Tigard, Multnomah County and Washington County. Records reflect the most current data available to Metro. Zipcode and zip +4 values were normalized using StreetRight software. Every attempt was also made to eliminate duplicate address records. Taxlot IDs were derived from the August 2009, RLIS-Lite taxlot file.</procdesc>
<procdate>20090806</procdate>
</procstep>
<procstep>
<procdesc>November 2009 edition of the MAF includes local data collected from Clackamas County, Gresham, Hillsboro, Portland, Tigard, Sherwood, Multnomah County and Washington County. Records reflect the most current data available to Metro. Zipcode information was derived from the RLIS maintained zipcode file. ZIP4 records were added using AccuMail software. Every attempt was also made to eliminate duplicate address records. Taxlot IDs were derived from the November 2009, RLIS-Lite taxlot file.</procdesc>
<procdate>20091113</procdate>
</procstep>
<procstep>
<procdesc>January 2010 edition of the MAF includes local data collected from Clackamas County, Gresham, Hillsboro, Portland, Tigard, Tualatin Sherwood, Multnomah County and Washington County. Records reflect the most current data available to Metro. Zipcode information was derived from the RLIS maintained zipcode file and AccuMail software. Every attempt was also made to eliminate duplicate address records. Taxlot IDs were derived from the January 2010, RLIS-Lite taxlot file.</procdesc>
<procdate>20100128</procdate>
</procstep>
<procstep>
<procdesc>August 2010 edition of the MAF includes local data collected from Clackamas County, Gresham, Hillsboro, Portland, Tigard, Tualatin, Sherwood, Multnomah County and Washington County. Records reflect the most current data available to Metro. Zipcode information was derived from the RLIS maintained zipcode file and AccuMail software. Every attempt was also made to eliminate duplicate address records. Taxlot IDs were derived from the August 2010, RLIS-Lite taxlot file.</procdesc>
<procdate>20100804</procdate>
</procstep>
<procstep>
<procdesc>November 2010 edition of the MAF includes local data collected from Clackamas County, Gresham, Hillsboro, Portland, Tigard, Tualatin, Sherwood, Multnomah County and Washington County. Records reflect the most current data available to Metro. Zipcode information was using AccuMail software. Every attempt was also made to eliminate duplicate address records. Taxlot IDs were derived from the November 2010, RLIS-Lite taxlot file.</procdesc>
<procdate>20101101</procdate>
</procstep>
<procstep>
<procdesc>August 2011 edition of the MAF includes local data collected from Clackamas County, Gresham, Hillsboro, Portland, Tigard, Tualatin, Sherwood, Multnomah County and Washington County. Records reflect the most current data available to Metro. Every attempt was also made to eliminate duplicate address records. Taxlot IDs were derived from the August 2011, RLIS-Lite taxlot file</procdesc>
<procdate>20110701</procdate>
</procstep>
<procstep>
<procdesc>November 2011 edition of the MAF includes local data collected from Clackamas County, Gresham, Hillsboro, Portland, Tigard, Tualatin, Sherwood, and Washington County. Records reflect the most current data available to Metro. Every attempt was also made to eliminate duplicate address records. Taxlot IDs were derived from the November 2011, RLIS-Lite taxlot file</procdesc>
<procdate>20111031</procdate>
</procstep>
<procstep>
<procdesc>February 2012 edition of the MAF includes local data collected from Clackamas County, Gresham, Hillsboro, Portland, Tigard, Tualatin, Sherwood, Beaverton, and Washington County. Records reflect the most current data available to Metro. Every attempt was also made to eliminate duplicate address records. Taxlot IDs were derived from the February 2012, RLIS-Lite taxlot file</procdesc>
<procdate>20120130</procdate>
</procstep>
<procstep>
<procdesc>The May 2012 edition of the MAF includes local data collected from Clackamas County, Gresham, Hillsboro, Portland, Tigard, Tualatin, Sherwood, Beaverton, and Washington County. Records reflect the most current data available to Metro at time of publication. Every attempt was also made to eliminate duplicate address records. Taxlot IDs were derived from the May 2012, RLIS-Lite taxlot file.</procdesc>
<procdate>20120429</procdate>
</procstep>
<procstep>
<procdesc>The October 2012 edition of the MAF includes local data collected from Clackamas County, Gresham, Hillsboro, Portland, Tigard, Tualatin, Sherwood, Beaverton, Troutdale, and Washington County. Records reflect the most current data available to Metro at time of publication. Every attempt was also made to eliminate duplicate address records. Taxlot IDs were derived from the October 2012, RLIS-Lite taxlot file.</procdesc>
<procdate>20121015</procdate>
</procstep>
<procstep>
<procdesc>City of Portlands Master Address Repository (MARs) has been incorporated into the MAF.</procdesc>
<procdate>20150331</procdate>
</procstep>
<procstep>
<procdesc>The August 2017 edition of the MAF includes the old address points from City of Hillsboro. Records reflect the most current data available to Metro at time of publication.</procdesc>
<procdate>20170727</procdate>
</procstep>
<procstep>
<procdesc>As part of the City of Portlands South Portland Addressing Project, old SW address points with leading zeroes in the new South sextant were removed, and new points with the S addresses were added in their place.</procdesc>
<procdate>20200427</procdate>
</procstep>
<procstep>
<procdesc>Implemented address changes associated with the renaming of streets in North and Northeast Portland as a part of the Columbia-Lombard Wayfinding Project.</procdesc>
<procdate>20220429</procdate>
</procstep>
<procstep>
<procdesc>Switched source for Fairview address points from City of Portland (pulled from the county assessor data), to the City of Fairview itself</procdesc>
<procdate>20221026</procdate>
</procstep>
<procstep>
<procdesc>The TLID field was reformatted for all Gresham address points to match other Multnomah County TLIDs and allow for proper joining to the RLIS Taxlots. Previously they were of the format of 1S3E08BA 1100 (missing the dash and leading zeros in the lot number). They are now all in the format of: 1S3E08BA  -01100.</procdesc>
<procdate>20230519</procdate>
</procstep>
<procstep>
<procdesc>The LEADZERO field has been dropped. The field was maintained for addresses in South Portland prior to the readdressing project in 2020 and was no longer necessary.</procdesc>
<procdate>20231031</procdate>
</procstep>
<procstep>
<procdesc>A permanent numerical unique ID field (METRO_ID, long integer) has been added.</procdesc>
<procdate>20241028</procdate>
</procstep>
</lineage>
</dataqual>
<spdoinfo>
<direct>Vector</direct>
<ptvctinf>
<esriterm Name="master_address">
<efeatyp Sync="TRUE">Simple</efeatyp>
<efeageom Sync="TRUE" code="1"/>
<esritopo Sync="TRUE">FALSE</esritopo>
<efeacnt Sync="TRUE">0</efeacnt>
<spindex Sync="TRUE">TRUE</spindex>
<linrefer Sync="TRUE">FALSE</linrefer>
</esriterm>
</ptvctinf>
</spdoinfo>
<spref>
<horizsys>
<planar>
<planci>
<plance/>
<plandu>International foot</plandu>
</planci>
</planar>
<geodetic>
<horizdn>D_North_American_1983_HARN</horizdn>
<ellips/>
<semiaxis/>
<denflat/>
</geodetic>
</horizsys>
</spref>
<eainfo>
<detailed Name="master_address">
<enttyp>
<enttypl>Master_address.dbf</enttypl>
<enttypd>Master Address File containing records for Washington, Multnomah and Clackamas counties</enttypd>
<enttypds/>
<enttypt Sync="TRUE">Feature Class</enttypt>
<enttypc Sync="TRUE">0</enttypc>
</enttyp>
<attr>
<attrlabl Sync="TRUE">OBJECTID</attrlabl>
<attalias Sync="TRUE">OBJECTID</attalias>
<attrtype Sync="TRUE">OID</attrtype>
<attwidth Sync="TRUE">4</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
<attrdef Sync="TRUE">Internal feature number.</attrdef>
<attrdefs Sync="TRUE">Esri</attrdefs>
<attrdomv>
<udom Sync="TRUE">Sequential unique whole numbers that are automatically generated.</udom>
</attrdomv>
</attr>
<attr>
<attrlabl Sync="TRUE">Shape</attrlabl>
<attalias Sync="TRUE">Shape</attalias>
<attrtype Sync="TRUE">Geometry</attrtype>
<attwidth Sync="TRUE">0</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
<attrdef Sync="TRUE">Feature geometry.</attrdef>
<attrdefs Sync="TRUE">Esri</attrdefs>
<attrdomv>
<udom Sync="TRUE">Coordinates defining the features.</udom>
</attrdomv>
</attr>
<attr>
<attrlabl>HOUSE_NO</attrlabl>
<attrdef>House number (numeric field)</attrdef>
<attrdefs/>
<attrdomv>
<udom>NA</udom>
</attrdomv>
<attalias Sync="TRUE">HOUSE_NO</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl>HOUSE</attrlabl>
<attrdef>House number (string field)</attrdef>
<attrdefs/>
<attrdomv>
<udom>NA</udom>
</attrdomv>
<attalias Sync="TRUE">HOUSE</attalias>
<attrtype Sync="TRUE">String</attrtype>
<attwidth Sync="TRUE">10</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl>UNIT_TYPE</attrlabl>
<attrdef>Type of unit, e.g. STE, APT. Default value of UNIT used if specific unit type not available.</attrdef>
<attrdefs/>
<attrdomv>
<udom>NA</udom>
</attrdomv>
<attalias Sync="TRUE">UNIT_TYPE</attalias>
<attrtype Sync="TRUE">String</attrtype>
<attwidth Sync="TRUE">10</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl>UNIT_NO</attrlabl>
<attrdef>Unit number</attrdef>
<attrdefs/>
<attrdomv>
<udom>NA</udom>
</attrdomv>
<attalias Sync="TRUE">UNIT_NO</attalias>
<attrtype Sync="TRUE">String</attrtype>
<attwidth Sync="TRUE">10</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl>FDPRE</attrlabl>
<attrdef>The prefix direction portion of the address.</attrdef>
<attrdefs/>
<attrdomv>
<edom>
<edomv>E</edomv>
<edomvd>East</edomvd>
<edomvds/>
</edom>
<edom>
<edomv>N</edomv>
<edomvd>North</edomvd>
<edomvds/>
</edom>
<edom>
<edomv>NE</edomv>
<edomvd>Northeast</edomvd>
<edomvds/>
</edom>
<edom>
<edomv>NW</edomv>
<edomvd>Northwest</edomvd>
<edomvds/>
</edom>
<edom>
<edomv>S</edomv>
<edomvd>South</edomvd>
<edomvds/>
</edom>
<edom>
<edomv>SE</edomv>
<edomvd>Southeast</edomvd>
<edomvds/>
</edom>
<edom>
<edomv>SW</edomv>
<edomvd>Southwest</edomvd>
<edomvds/>
</edom>
<edom>
<edomv>W</edomv>
<edomvd>West</edomvd>
<edomvds/>
</edom>
<udom>NA</udom>
</attrdomv>
<attalias Sync="TRUE">FDPRE</attalias>
<attrtype Sync="TRUE">String</attrtype>
<attwidth Sync="TRUE">2</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl>FNAME</attrlabl>
<attrdef>The street name portion of the address.</attrdef>
<attrdefs/>
<attrdomv>
<udom>NA</udom>
</attrdomv>
<attalias Sync="TRUE">FNAME</attalias>
<attrtype Sync="TRUE">String</attrtype>
<attwidth Sync="TRUE">50</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl>FTYPE</attrlabl>
<attrdef>The street type portion of the address.</attrdef>
<attrdefs/>
<attrdomv>
<edom>
<edomv>ALY</edomv>
<edomvd>Alley</edomvd>
<edomvds/>
</edom>
<edom>
<edomv>AVE</edomv>
<edomvd>Avenue</edomvd>
<edomvds/>
</edom>
<edom>
<edomv>BLVD</edomv>
<edomvd>Boulevard</edomvd>
<edomvds/>
</edom>
<edom>
<edomv>BRG</edomv>
<edomvd>Bridge</edomvd>
<edomvds/>
</edom>
<edom>
<edomv>CIR</edomv>
<edomvd>Circle</edomvd>
<edomvds/>
</edom>
<edom>
<edomv>CR</edomv>
<edomvd>Creek</edomvd>
<edomvds/>
</edom>
<edom>
<edomv>CRES</edomv>
<edomvd>Crest</edomvd>
<edomvds/>
</edom>
<edom>
<edomv>CRST</edomv>
<edomvd>Crescent</edomvd>
<edomvds/>
</edom>
<edom>
<edomv>CT</edomv>
<edomvd>Court</edomvd>
<edomvds/>
</edom>
<edom>
<edomv>DR</edomv>
<edomvd>Drive</edomvd>
<edomvds/>
</edom>
<edom>
<edomv>FWY</edomv>
<edomvd>Freeway</edomvd>
<edomvds/>
</edom>
<edom>
<edomv>HTS</edomv>
<edomvd>Heights</edomvd>
<edomvds/>
</edom>
<edom>
<edomv>HWY</edomv>
<edomvd>Highway</edomvd>
<edomvds/>
</edom>
<edom>
<edomv>LN</edomv>
<edomvd>Lane</edomvd>
<edomvds/>
</edom>
<edom>
<edomv>LNDG</edomv>
<edomvd>Landing</edomvd>
<edomvds/>
</edom>
<edom>
<edomv>LOOP</edomv>
<edomvd>Loop</edomvd>
<edomvds/>
</edom>
<edom>
<edomv>PARK</edomv>
<edomvd>Park</edomvd>
<edomvds/>
</edom>
<edom>
<edomv>PASS</edomv>
<edomvd>Pass</edomvd>
<edomvds/>
</edom>
<edom>
<edomv>PATH</edomv>
<edomvd>Path</edomvd>
<edomvds/>
</edom>
<edom>
<edomv>PKWY</edomv>
<edomvd>Parkway</edomvd>
<edomvds/>
</edom>
<edom>
<edomv>PL</edomv>
<edomvd>Place</edomvd>
<edomvds/>
</edom>
<edom>
<edomv>PT</edomv>
<edomvd>Point</edomvd>
<edomvds/>
</edom>
<edom>
<edomv>RD</edomv>
<edomvd>Road</edomvd>
<edomvds/>
</edom>
<edom>
<edomv>RDG</edomv>
<edomvd>Ridge</edomvd>
<edomvds/>
</edom>
<edom>
<edomv>RUN</edomv>
<edomvd>Run</edomvd>
<edomvds/>
</edom>
<edom>
<edomv>SPUR</edomv>
<edomvd>Spur</edomvd>
<edomvds/>
</edom>
<edom>
<edomv>SQ</edomv>
<edomvd>Square</edomvd>
<edomvds/>
</edom>
<edom>
<edomv>ST</edomv>
<edomvd>Street</edomvd>
<edomvds/>
</edom>
<edom>
<edomv>TER</edomv>
<edomvd>Terrace</edomvd>
<edomvds/>
</edom>
<edom>
<edomv>TRL</edomv>
<edomvd>Trail</edomvd>
<edomvds/>
</edom>
<edom>
<edomv>VW</edomv>
<edomvd>View</edomvd>
<edomvds/>
</edom>
<edom>
<edomv>WALK</edomv>
<edomvd>Walk</edomvd>
<edomvds/>
</edom>
<edom>
<edomv>WAY</edomv>
<edomvd>Way</edomvd>
<edomvds/>
</edom>
<udom>NA</udom>
</attrdomv>
<attalias Sync="TRUE">FTYPE</attalias>
<attrtype Sync="TRUE">String</attrtype>
<attwidth Sync="TRUE">4</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl>FDSUF</attrlabl>
<attrdef>Street suffix (e.g. N, S, E, W)</attrdef>
<attrdefs/>
<attrdomv>
<udom>NA</udom>
</attrdomv>
<attalias Sync="TRUE">FDSUF</attalias>
<attrtype Sync="TRUE">String</attrtype>
<attwidth Sync="TRUE">2</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl>FULLADD</attrlabl>
<attrdef>Full address string with unit details included (House + Fdpre + Fname + Ftype + Fdsuf + Unit_type + Unit_no)</attrdef>
<attrdefs/>
<attrdomv>
<udom>NA</udom>
</attrdomv>
<attalias Sync="TRUE">FULLADD</attalias>
<attrtype Sync="TRUE">String</attrtype>
<attwidth Sync="TRUE">80</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl>STATE</attrlabl>
<attrdef>Two letter US state abbreviation</attrdef>
<attrdefs/>
<attrdomv>
<edom>
<edomv>OR</edomv>
<edomvd>Oregon</edomvd>
<edomvds/>
</edom>
<udom>NA</udom>
</attrdomv>
<attalias Sync="TRUE">STATE</attalias>
<attrtype Sync="TRUE">String</attrtype>
<attwidth Sync="TRUE">2</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl>ZIP</attrlabl>
<attrdef>US Postal Service five digit zip code</attrdef>
<attrdefs/>
<attrdomv>
<udom>NA</udom>
</attrdomv>
<attalias Sync="TRUE">ZIP</attalias>
<attrtype Sync="TRUE">String</attrtype>
<attwidth Sync="TRUE">5</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl>ZIP4</attrlabl>
<attrdef>US Postal Service four digit zip code extension</attrdef>
<attrdefs/>
<attrdomv>
<udom>NA</udom>
</attrdomv>
<attalias Sync="TRUE">ZIP4</attalias>
<attrtype Sync="TRUE">String</attrtype>
<attwidth Sync="TRUE">4</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl>TLID</attrlabl>
<attrdef>Tax lot account number, also known as state_id or map tax lot number.</attrdef>
<attrdefs/>
<attrdomv>
<udom>NA</udom>
</attrdomv>
<attalias Sync="TRUE">TLID</attalias>
<attrtype Sync="TRUE">String</attrtype>
<attwidth Sync="TRUE">16</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl>SOURCE</attrlabl>
<attrdef>Source of address data</attrdef>
<attrdefs/>
<attrdomv>
<edom>
<edomv>BEAV</edomv>
<edomvd>Beaverton</edomvd>
<edomvds/>
</edom>
<edom>
<edomv>CLAC</edomv>
<edomvd>Clackamas County</edomvd>
<edomvds/>
</edom>
<edom>
<edomv>FRVW</edomv>
<edomvd>Fairview</edomvd>
<edomvds/>
</edom>
<edom>
<edomv>GRSH</edomv>
<edomvd>Gresham</edomvd>
<edomvds/>
</edom>
<edom>
<edomv>HILL</edomv>
<edomvd>Hillsboro</edomvd>
<edomvds/>
</edom>
<edom>
<edomv>PORT</edomv>
<edomvd>Portland</edomvd>
<edomvds/>
</edom>
<edom>
<edomv>SHER</edomv>
<edomvd>Sherwood</edomvd>
<edomvds/>
</edom>
<edom>
<edomv>TIG</edomv>
<edomvd>Tigard</edomvd>
<edomvds/>
</edom>
<edom>
<edomv>TRO</edomv>
<edomvd>Troutdale</edomvd>
<edomvds/>
</edom>
<edom>
<edomv>TUAL</edomv>
<edomvd>Tualatin</edomvd>
<edomvds/>
</edom>
<edom>
<edomv>WASH</edomv>
<edomvd>Washington County</edomvd>
<edomvds/>
</edom>
<udom>NA</udom>
</attrdomv>
<attalias Sync="TRUE">SOURCE</attalias>
<attrtype Sync="TRUE">String</attrtype>
<attwidth Sync="TRUE">4</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl>X_COORD</attrlabl>
<attrdef>The x_coordinate for the point in Oregon State Plane North.</attrdef>
<attrdefs/>
<attrdomv>
<udom>NA</udom>
</attrdomv>
<attalias Sync="TRUE">X_COORD</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl>Y_COORD</attrlabl>
<attrdef>The y_coordinate for the point in Oregon State Plane North.</attrdef>
<attrdefs/>
<attrdomv>
<udom>NA</udom>
</attrdomv>
<attalias Sync="TRUE">Y_COORD</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl>ADDRESS</attrlabl>
<attrdef>Address string (House + Fdpre + Fname + Ftype + Fdsuf). Note that UNIT and UNIT_TYPE information is excluded.</attrdef>
<attrdefs/>
<attrdomv>
<udom>NA</udom>
</attrdomv>
<attalias Sync="TRUE">ADDRESS</attalias>
<attrtype Sync="TRUE">String</attrtype>
<attwidth Sync="TRUE">61</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl>JURIS_CITY</attrlabl>
<attrdef>Jurisdiction corresponding to city boundaries. Doesn't reflect postal or mailing city. Addresses not within a city jurisdiction are given UNINCORPORATED value.</attrdef>
<attrdefs/>
<attrdomv>
<udom>NA</udom>
</attrdomv>
<attalias Sync="TRUE">JURIS_CITY</attalias>
<attrtype Sync="TRUE">String</attrtype>
<attwidth Sync="TRUE">50</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl>MAIL_CITY</attrlabl>
<attrdef>The city as defined by the U.S. Postal Service for this address. This does not reflect jurisdiction or city boundary city.</attrdef>
<attrdefs/>
<attrdomv>
<udom>NA</udom>
</attrdomv>
<attalias Sync="TRUE">MAIL_CITY</attalias>
<attrtype Sync="TRUE">String</attrtype>
<attwidth Sync="TRUE">50</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl>METRO_ID</attrlabl>
<attrdef>Unique ID for each address point (numeric)</attrdef>
<attrdefs/>
<attrdomv>
<udom>NA</udom>
</attrdomv>
<attalias Sync="TRUE">METRO_ID</attalias>
<attrtype Sync="TRUE">Integer</attrtype>
<attwidth Sync="TRUE">4</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
</detailed>
</eainfo>
<distinfo>
<distrib>
<cntinfo>
<cntorgp>
<cntorg>Metro Data Resource Center</cntorg>
</cntorgp>
<cntaddr>
<addrtype/>
<address>600 NE Grand Ave.</address>
<city>Portland</city>
<state>OR</state>
<postal>97232</postal>
</cntaddr>
<cntvoice>503 797-1742</cntvoice>
<cntfax>503 797-1909</cntfax>
<cntemail>drc@oregonmetro.gov</cntemail>
</cntinfo>
</distrib>
<distliab>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.</distliab>
<stdorder>
<digform>
<digtinfo>
<formname>Shapefile</formname>
<transize>63</transize>
</digtinfo>
<digtopt>
<offoptn>
<offmedia>DVD or CD-ROM</offmedia>
<recfmt>ISO9660</recfmt>
</offoptn>
<onlinopt>
<computer>
<networka>
<networkr>http://www.oregonmetro.gov/rlisdiscovery</networkr>
</networka>
</computer>
<accinstr>Email drc@oregonmetro.gov or call 503-797-1742 for further instructions.</accinstr>
</onlinopt>
</digtopt>
</digform>
<fees>No cost</fees>
</stdorder>
</distinfo>
<metainfo>
<metd>20250728</metd>
<metc>
<cntinfo>
<cntorgp>
<cntorg>Metro Data Resource Center</cntorg>
<cntper>Alicia Wood</cntper>
</cntorgp>
<cntaddr>
<addrtype>mailing and physical address</addrtype>
<address>600 NE Grand Ave.</address>
<city>Portland</city>
<state>OR</state>
<postal>97232</postal>
</cntaddr>
<cntvoice>503-813-7561</cntvoice>
<cntfax>503-797-1909</cntfax>
<cntemail>alicia.wood@oregonmetro.gov</cntemail>
</cntinfo>
</metc>
<metstdn>FGDC Content Standards for Digital Geospatial Metadata</metstdn>
<metstdv>FGDC-STD-001-1998</metstdv>
</metainfo>
<Binary>
<Thumbnail>
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