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    <Esri>
        <ArcGISFormat>1.0</ArcGISFormat>
        <ArcGISProfile>DCPLUS</ArcGISProfile>
        <CreaDate>20250204</CreaDate>
        <CreaTime>18491100</CreaTime>
        <ModDate>20250604</ModDate>
        <ModTime>18491100</ModTime>
        <DataProperties>
            <itemProps>
                <portalDetails>
                    <thumbnailURL>https://www.arcgis.com/sharing/rest/content/items/d2bc8de72b18495a8762873ef67b0af1/info/thumbnail/thumbnail1738695137973.png</thumbnailURL>
                    <itemDetailsURL>https://www.arcgis.com/home/item.html?id=d2bc8de72b18495a8762873ef67b0af1</itemDetailsURL>
                    <itemIdentifier>d2bc8de72b18495a8762873ef67b0af1</itemIdentifier>
                    <itemType>Feature Service</itemType>
                    <resourceURL>https://services9.arcgis.com/wMoJraMZWuVPEmGK/arcgis/rest/services/Parcels_View/FeatureServer</resourceURL>
                </portalDetails>
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        </DataProperties>
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    <dataIdInfo>
        <idCitation>
            <resTitle>Parcels View</resTitle>
            <date>
                <createDate>2025-02-04T18:49:11</createDate>
                <reviseDate>2025-06-04T18:33:49</reviseDate>
            </date>
        </idCitation>
        <searchKeys>
            <keyword>Right Of Way</keyword>
            <keyword>ROW</keyword>
            <keyword>Level 3</keyword>
            <keyword>Property</keyword>
            <keyword>Water</keyword>
            <keyword>Massachusetts</keyword>
            <keyword>Tax</keyword>
            <keyword>Parcels</keyword>
            <keyword>MassGIS</keyword>
            <keyword>BRAINTREE</keyword>
        </searchKeys>
        <idPurp>Tax parcel data for the town of Braintree, MA.</idPurp>
        <idCredit>Town of Braintree Engineering Department</idCredit>
        <dataExt>
            <geoEle>
                <GeoBndBox>
                    <westBL Sync="FALSE">-71.04998837578208</westBL>
                    <eastBL Sync="FALSE">-70.95879006989911</eastBL>
                    <northBL Sync="FALSE">42.2387578961393</northBL>
                    <southBL Sync="FALSE">42.16792191117657</southBL>
                    <exTypeCode Sync="TRUE">1</exTypeCode>
                </GeoBndBox>
            </geoEle>
        </dataExt>
    <idAbs>&lt;p&gt;&lt;span style='font-size:14px;'&gt;&lt;u&gt;Purpose&lt;/u&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style='font-size:14px;'&gt;The purpose of this layer is to show property boundaries in Braintree (tax parcels) roughly.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style='font-size:14px;'&gt;&lt;u&gt;Description&lt;/u&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style='font-size:14px;'&gt;This layer shows the approximate locations of property boundaries in Braintree. Each parcel contains information from the &lt;/span&gt;&lt;a target='_blank' href='https://braintree.patriotproperties.com/default.asp' rel='nofollow ugc noopener noreferrer'&gt;&lt;span style='font-size:14px;'&gt;Town of Braintree Assessor Database&lt;/span&gt;&lt;/a&gt;&lt;span style='font-size:14px;'&gt;, derived from the included ‘Assess_Table’. This dataset is routinely updated to reflect current information.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;span style='font-size:14px;'&gt;&lt;i&gt;&lt;strong&gt;GIS Tax Parcels are not survey-grade and are for planning purposes only. They are in no way a substitute for the work of licensed professionals such as land surveyors, lawyers, registrars, or assessors.&lt;/strong&gt;&lt;/i&gt;&lt;/span&gt;&lt;/p&gt;</idAbs></dataIdInfo>
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