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    <Esri>
        <CreaDate>20250304</CreaDate>
        <CreaTime>10251100</CreaTime>
        <ArcGISFormat>1.0</ArcGISFormat>
        <SyncOnce>TRUE</SyncOnce>
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    <dataIdInfo>
        <idCitation>
            <resTitle>Map</resTitle>
        </idCitation>
        <idAbs>&lt;div&gt;A
 Municipal Address Number (Civic Number) is a number used for the 
purpose of identifying a building or property on a particular street. 
The objective of municipal addressing is to maintain a consistent system
 for the addressing of buildings to assist emergency services. Modern 
day emergency dispatch systems rely on accurate civic addressing to 
support emergency response personnel. &lt;br /&gt;&lt;/div&gt;</idAbs>
        <searchKeys>
            <keyword>Peterborough Open Data</keyword>
            <keyword>Addresses</keyword>
            <keyword>Address</keyword>
            <keyword>Base Data</keyword>
        </searchKeys>
        <idPurp>Municipal Address Point File. A Municipal Address Number (or Civic Number) is a number used for the purpose of identifying a building or property on a particular street.</idPurp>
        <idCredit/>
        <resConst>
            <Consts>
                <useLimit>&lt;div&gt;&lt;div style='box-sizing:border-box; font-family:&amp;quot;Segoe UI&amp;quot;, system-ui, &amp;quot;Apple Color Emoji&amp;quot;, &amp;quot;Segoe UI Emoji&amp;quot;, sans-serif; font-size:14px; font-style:normal; font-variant-ligatures:normal; font-variant-caps:normal; font-weight:400; letter-spacing:normal; text-align:start; text-indent:0px; text-transform:none; word-spacing:0px;'&gt;&lt;font size='3'&gt;Before using this data you must read and understand the City of Peterborough's &lt;a href='https://data-ptbo.opendata.arcgis.com/pages/terms-of-use' target='_blank' rel='nofollow ugc noopener noreferrer'&gt;Open Data Terms of Use&lt;/a&gt;.&lt;/font&gt;&lt;/div&gt;&lt;/div&gt;</useLimit>
            </Consts>
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