<?xml version="1.0" encoding="UTF-8" standalone="no"?><metadata xml:lang="en">
    <Esri>
        <ArcGISFormat>1.0</ArcGISFormat>
        <ArcGISProfile>DCPLUS</ArcGISProfile>
        <CreaDate>20250613</CreaDate>
        <CreaTime>14164900</CreaTime>
        <ModDate>20250613</ModDate>
        <ModTime>14164900</ModTime>
        <DataProperties>
            <itemProps>
                <portalDetails>
                    <thumbnailURL>https://www.arcgis.com/sharing/rest/content/items/9826db759dfe48c387c2ef0aa91d32d0/info/thumbnail/ago_downloaded.png</thumbnailURL>
                    <itemDetailsURL>https://www.arcgis.com/home/item.html?id=9826db759dfe48c387c2ef0aa91d32d0</itemDetailsURL>
                    <itemIdentifier>9826db759dfe48c387c2ef0aa91d32d0</itemIdentifier>
                    <itemType>Feature Service</itemType>
                    <resourceURL>https://services2.arcgis.com/rwnOSbfKSwyTBcwN/arcgis/rest/services/Speed_Limit_Signs_View/FeatureServer</resourceURL>
                </portalDetails>
            </itemProps>
        </DataProperties>
    </Esri>
    <dataIdInfo>
        <idCitation>
            <resTitle>Speed Limit Signs View</resTitle>
            <date>
                <createDate>2025-06-13T14:16:49</createDate>
                <reviseDate>2025-06-13T14:57:14</reviseDate>
            </date>
        </idCitation>
        <searchKeys>
            
            
            
            
            
        <keyword>Dallas</keyword><keyword>traffic</keyword><keyword>traffic signs</keyword><keyword>speed limit</keyword><keyword>traffic control</keyword><keyword>Data Governed</keyword><keyword>Grade A</keyword></searchKeys>
        <idPurp>The purpose of this dataset is to provide geographic location of the traffic signs and attribute information to the staff responsible for the maintenance and installation.</idPurp>
        <idAbs>Read-only view of the Speed Limit Signs hosted feature layer.&lt;div&gt;&lt;br /&gt;&lt;/div&gt;</idAbs>
        <idCredit>City of Dallas, Department of Transportation and Public Works</idCredit>
        <resConst>
            <Consts>
                <useLimit>Disclaimer&lt;div&gt;&lt;span style='font-family:Arial, sans-serif;'&gt;The accuracy is not to be taken / used as data produced by a Registered Professional Land Surveyor for the State of Texas. For this level of detail, supervision, and certification of the produced data by a Registered Land Surveyor for the State of Texas would be required. &amp;quot;This product is for informational purposes and may not have been prepared for or be suitable for legal, engineering, or surveying purposes. It does not represent an on-the-ground survey and represents only the approximate relative location of property boundaries. (&lt;/span&gt;&lt;a href='https://dallasgis.maps.arcgis.com/home/item.html?id=115c0fe8ed4b4a12a669f5e48dc56d52' style='font-family:Arial, sans-serif;' rel='nofollow ugc'&gt;Texas Government Code § 2051.10&lt;/a&gt;&lt;span style='font-family:Arial, sans-serif;'&gt;).&lt;/span&gt;&lt;/div&gt;</useLimit>
            </Consts>
        </resConst>
        <dataExt>
            <geoEle>
                <GeoBndBox>
                    <westBL Sync="FALSE">-96.99175225822415</westBL>
                    <eastBL Sync="FALSE">-96.51920269232362</eastBL>
                    <northBL Sync="FALSE">33.01665253484311</northBL>
                    <southBL Sync="FALSE">32.62022824170388</southBL>
                    <exTypeCode Sync="TRUE">1</exTypeCode>
                </GeoBndBox>
            </geoEle>
        </dataExt>
    </dataIdInfo>
    <Binary>
        <Thumbnail>
            <Data EsriPropertyType="PictureX">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</Data>
        </Thumbnail>
    </Binary>
    <mdFileID>9826db759dfe48c387c2ef0aa91d32d0</mdFileID>
    <distInfo>
        <distTranOps>
            <onLineSrc>
                <linkage>https://services2.arcgis.com/rwnOSbfKSwyTBcwN/arcgis/rest/services/Speed_Limit_Signs_View/FeatureServer</linkage>
            </onLineSrc>
        </distTranOps>
        <distFormat>
            <formatName>Feature Service</formatName>
        </distFormat>
    </distInfo>
    <refSysInfo>
        <RefSystem>
            <refSysID>
                <identCode code="102738"/>
                <idCodeSpace>EPSG</idCodeSpace>
            </refSysID>
        </RefSystem>
    </refSysInfo>
</metadata>