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        <ArcGISFormat>1.0</ArcGISFormat>
        <ArcGISProfile>DCPLUS</ArcGISProfile>
        <CreaDate>20231220</CreaDate>
        <CreaTime>19231100</CreaTime>
        <ModDate>20241112</ModDate>
        <ModTime>19231100</ModTime>
        <DataProperties>
            <itemProps>
                <portalDetails>
                    <thumbnailURL>https://www.arcgis.com/sharing/rest/content/items/51c1cdf792fa40b58e7126a93929ddc4/info/thumbnail/thumbnail1709510880016.png</thumbnailURL>
                    <itemDetailsURL>https://www.arcgis.com/home/item.html?id=51c1cdf792fa40b58e7126a93929ddc4</itemDetailsURL>
                    <itemIdentifier>51c1cdf792fa40b58e7126a93929ddc4</itemIdentifier>
                    <itemType>Feature Service</itemType>
                    <resourceURL>https://services-ap1.arcgis.com/ry1jWJjaLhqVCFK6/arcgis/rest/services/Land_Parcel_Line_Segments/FeatureServer</resourceURL>
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    <dataIdInfo>
        <idCitation>
            <resTitle>Land Parcel Line Segments</resTitle>
            <date>
                <createDate>2023-12-20T19:23:11</createDate>
                <reviseDate>2024-11-12T04:35:18</reviseDate>
            </date>
        </idCitation>
        <searchKeys>
            <keyword>LINZ</keyword>
            <keyword>Land</keyword>
            <keyword>Parcels</keyword>
            <keyword>Line</keyword>
            <keyword>Length</keyword>
            <keyword>Segment</keyword>
            <keyword>Measurement</keyword>
        </searchKeys>
        <idPurp>Layer showing with the line lengths for each segment of the Land Parcels layer.</idPurp>
        <idAbs>Layer showing the line lengths for each segment of the Land Parcel layer.&lt;br /&gt;&lt;br /&gt;Used to show boundary lengths.&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Length is calculated using software and added to the table.&lt;/div&gt;</idAbs>
        <idCredit>LINZ, Tararua District Council</idCredit>
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        </resConst>
        <dataExt>
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                    <eastBL Sync="FALSE">176.65029979308034</eastBL>
                    <northBL Sync="FALSE">-39.97972814002771</northBL>
                    <southBL Sync="FALSE">-40.80304400975965</southBL>
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