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        <CreaDate>20231211</CreaDate>
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    <dataIdInfo>
        <idCitation>
            <resTitle>Street Classification</resTitle>
        </idCitation>
        <idAbs>Master Plan Streets and Highways contains street alignments approved by City Council.</idAbs>
        <idCredit>City of Las Vegas Public Works
702-229-6276</idCredit>
        <idPurp>Master Plan Street and Highway Classifications.</idPurp>
        <resConst>
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                <useLimit>&lt;div&gt;The City of Las Vegas makes no warranty, representation or guarantee of any kind regarding either any maps or other information provided herein or the other sources of such maps or other information. Although best efforts were made to ensure the accuracy of the data provided regardless of the cause of such or for any decision made, action taken, or action not taken by the user in reliance upon any maps or information provided herein.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;</useLimit>
            </Consts>
        </resConst>
    <searchKeys><keyword>PLANNING</keyword><keyword>TRANSPORTATION</keyword></searchKeys></dataIdInfo>
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</Data>
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