<?xml version="1.0" encoding="UTF-8" standalone="no"?><metadata xml:lang="en">
<Esri>
<CreaDate>20170420</CreaDate>
<CreaTime>09461400</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<ArcGISstyle>FGDC CSDGM Metadata</ArcGISstyle>
<SyncOnce>TRUE</SyncOnce>
</Esri>
<dataIdInfo>
<idAbs>&lt;p style='margin-top:12.0pt; margin-right:0in; margin-bottom:12.0pt; margin-left:0in;'&gt;&lt;span style='font-size:10pt; font-family:Calibri, sans-serif;'&gt;This feature layer
displays data from the voter registration database as the percent of registered
voters by census geography using the census tracts for 2010 in King County, Washington.&lt;/span&gt;&lt;/p&gt;

&lt;p style='margin:12pt 0in;'&gt;&lt;span style='font-size:10.0pt; font-family:&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; color:#4D4D4D;'&gt;The data for this feature layer is compiled from
King County Elections voter registration data for the years 2013-2019. The
total number of registered voters is based on the geo-location of the voter's
registered address at the time of the general election for each year.
The eligible voting population, age 18 and over, is based on the estimated
population increase from the US Census Bureau and the Washington Office of
Financial Management and was calculated as a projected 6 percent population
increase for the years 2010-2013, 7 percent population increase for the years
2010-2014, 9 percent population increase for the years 2010-2015, 11 percent
population increase for the years 2010-2016 &amp;amp; 2017, 14 percent population increase for the years 2010-2018 and 17 percent population increase for the years 2010-2019. The total population 18 and over
in 2010 was 1,517,747 in King County Washington. The percentage of
registered voters represents the number of people who are registered to vote as
compared to the eligible voting population, age 18 and over. &lt;/span&gt;&lt;span style='font-size:10pt; font-family:Calibri, sans-serif;'&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style='margin:12pt 0in;'&gt;&lt;span style='font-size:10.0pt; font-family:&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; color:#4D4D4D;'&gt;The data was grouped into six percentage range
estimates: 50% or below, 51-60%, 61-70%, 71-80%, 81-90% and 91% or above with
an overall 84 percent registration rate. The lighter colors represent a
relatively low percentage range of voter registration and the darker
colors represent a relatively high percentage range of voter registration. PDF
maps of these data can be viewed at King County Elections &lt;/span&gt;&lt;font size='2'&gt;&lt;a href='https://www.kingcounty.gov/depts/elections/elections/maps/voter-turnout.aspx' rel='nofollow ugc' target='_blank'&gt;downloadable voter registration maps&lt;/a&gt;&lt;span style='font-family:Calibri, sans-serif;'&gt;&lt;font color='#000000'&gt;.&lt;span style='background-color:rgb(255, 255, 255);'&gt; &lt;/span&gt;&lt;/font&gt;&lt;/span&gt;&lt;/font&gt;&lt;span style='font-size:10pt; font-family:Calibri, sans-serif;'&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style='margin:12pt 0in;'&gt;&lt;span style='font-size:10.0pt; font-family:&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; color:#4D4D4D;'&gt;King County has about 1.3 million registered voters
and is one of the largest jurisdictions in the United States to conduct all
elections by mail.&lt;/span&gt;&lt;span style='font-size:10pt; font-family:Calibri, sans-serif;'&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style='margin:12pt 0in;'&gt;&lt;span style='font-size:10.0pt; font-family:&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; color:#4D4D4D;'&gt;This feature layer was created by Katrina Sroufe,
King County Election GIS.&lt;/span&gt;&lt;span style='font-size:10pt; font-family:Calibri, sans-serif;'&gt;&lt;/span&gt;&lt;/p&gt;</idAbs>
<searchKeys>
<keyword>King County</keyword>
<keyword>King County Elections</keyword>
<keyword>KCE</keyword>
<keyword>Elections GIS</keyword>
<keyword>KatrinaS</keyword>
<keyword>voter registration</keyword>
<keyword>voter registration map</keyword>
<keyword>registration map</keyword>
<keyword>voter education</keyword>
<keyword>voter outreach</keyword>
<keyword>voter education and outreach</keyword>
<keyword>voter</keyword>
<keyword>registered voters</keyword>
</searchKeys>
<idPurp>Percent of registered voters by census tracts 2010 in King County, Washington. 2013-2019</idPurp>
<idCredit>King County Elections</idCredit>
<resConst>
<Consts>
<useLimit>&lt;p&gt;&lt;span style='background: white;'&gt;&lt;font size='2'&gt;The
information included on this map has been compiled by King County staff from a
variety of sources and is subject to change without notice. King County makes
no representations or warranties, express or implied, as to accuracy,
completeness, timeliness, or rights to the use of such information. This
document is not intended for use as a survey product. King County shall not be
liable for any general, special, indirect, incidental, or consequential damages
including, but not limited to, lost revenues or lost profits resulting from the
use or misuse of the information contained on this map. Any sale of this map or
information on this map is prohibited except by written permission of King
County.&lt;/font&gt;&lt;/span&gt;&lt;span style='font-size:10.0pt;mso-bidi-font-family:Calibri;
mso-bidi-theme-font:minor-latin'&gt;&lt;/span&gt;&lt;/p&gt;</useLimit>
</Consts>
</resConst>
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</Data>
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