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<idAbs>This feature service represents the percentage of voter turnout by precinct for the General Election 2012 in King County, Washington. &lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;The data for this feature service was compiled from the &lt;a href='http://www.kingcounty.gov/depts/elections/elections/past-elections.aspx' target='_blank'&gt;King County Elections Canvass results&lt;/a&gt; and the historical precinct boundaries for the corresponding year. The data is grouped into six percentage ranges: 0-30%, 31-40%, 41-50%, 51-60%, 61-70%, and 71%-100%. The lighter colors represent lower turnout and the darker colors represent higher turnout. The percent turnout equals number of ballots counted divided by the number of registered voters multiplied by 100. &lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;This feature service was published by King County Elections.&lt;/div&gt;</idAbs>
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<keyword>King County</keyword><keyword>King County Elections</keyword><keyword>KCE</keyword><keyword>Elections GIS</keyword><keyword>general election turnout</keyword><keyword>general election</keyword><keyword>precinct</keyword><keyword>voter education</keyword><keyword>voter outreach</keyword><keyword>voter education and outreach</keyword><keyword>voter</keyword><keyword>voter turnout</keyword><keyword>election turnout</keyword><keyword>KatrinaS</keyword></searchKeys>
<idPurp>2012 General election voter turnout by precinct in King County, Washington.</idPurp>
<idCredit>King County Elections</idCredit>
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<useLimit>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.</useLimit>
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</Data>
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