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        <ArcGISFormat>1.0</ArcGISFormat>
        <ArcGISProfile>DCPLUS</ArcGISProfile>
        <CreaDate>20230306</CreaDate>
        <CreaTime>20122200</CreaTime>
        <ModDate>20230817</ModDate>
        <ModTime>20122200</ModTime>
        <DataProperties>
            <itemProps>
                <portalDetails>
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                    <itemDetailsURL>https://www.arcgis.com/home/item.html?id=fb477b81987143408c421385f80db659</itemDetailsURL>
                    <itemIdentifier>fb477b81987143408c421385f80db659</itemIdentifier>
                    <itemType>Feature Service</itemType>
                    <resourceURL>https://services.arcgis.com/wmZOI9vyUBq1zTZx/arcgis/rest/services/Protected_Streets_Block_View/FeatureServer</resourceURL>
                </portalDetails>
            </itemProps>
        </DataProperties>
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    <dataIdInfo>
        <idCitation>
            <resTitle>Protected_Streets_Block_View</resTitle>
            <date>
                <createDate>2023-03-06T20:12:22</createDate>
                <reviseDate>2023-08-17T19:51:25</reviseDate>
            </date>
        </idCitation>
        <searchKeys>
            <keyword>Permit</keyword>
        </searchKeys>
        <idPurp>
This dataset lists all current protected streets block throughout the five boroughs.</idPurp>
        <idAbs>Current list of Protected Streets for segments.</idAbs>
        <dataExt>
            <geoEle>
                <GeoBndBox>
                    <westBL Sync="FALSE">-74.25650640653605</westBL>
                    <eastBL Sync="FALSE">-73.6995196699179</eastBL>
                    <northBL Sync="FALSE">40.913008426678445</northBL>
                    <southBL Sync="FALSE">40.49818801170438</southBL>
                    <exTypeCode Sync="TRUE">1</exTypeCode>
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