<?xml version="1.0" encoding="UTF-8"?><metadata xml:lang="en">
<Esri>
<CreaDate>20260407</CreaDate>
<CreaTime>18394600</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
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<idCitation>
<resTitle>Off Street Parking Contexts for MU-5, 6, 8, &amp; 11</resTitle>
</idCitation>
<searchKeys>
<keyword>Parking Context</keyword>
<keyword>Mixed Use</keyword>
</searchKeys>
<idPurp>Off Street Parking Contexts for MU-5, 6, 8, &amp; 11</idPurp>
<idAbs>&lt;DIV STYLE="text-align:Left;font-size:12pt"&gt;&lt;DIV&gt;&lt;DIV&gt;&lt;P&gt;&lt;SPAN&gt;This layer displays the approximate boundaries of the "off street parking contexts" for the MU-5, 6, 8, &amp;amp; 11 zones. These are approximate boundaries showing the areas within certain distances from fixed-rail transit platforms. These distances are 0 to 1/4 mile (Transit Context), 1/4 to 1/2 mile (Urban Center Context), 1/2 mile to 3/4 mile (Neighborhood Center Context), and more than 3/4 mile (General Context). The required off-street parking varies based on this distance. See 21A.44.040-A for the specific parking requirement for each context area. &lt;/SPAN&gt;&lt;/P&gt;&lt;/DIV&gt;&lt;/DIV&gt;&lt;/DIV&gt;</idAbs>
<idCredit>Salt Lake City Planning Division</idCredit>
<resConst>
<Consts>
<useLimit>&lt;DIV STYLE="text-align:Left;font-size:12pt"&gt;&lt;P&gt;&lt;SPAN&gt;None&lt;/SPAN&gt;&lt;/P&gt;&lt;/DIV&gt;</useLimit>
</Consts>
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