<?xml version="1.0" encoding="UTF-8" standalone="no"?><metadata xml:lang="en">
    <Esri>
        <ArcGISFormat>1.0</ArcGISFormat>
        <ArcGISProfile>DCPLUS</ArcGISProfile>
        <CreaDate>20260422</CreaDate>
        <CreaTime>14143000</CreaTime>
        <ModDate>20260422</ModDate>
        <ModTime>14143000</ModTime>
        <DataProperties>
            <itemProps>
                <portalDetails>
                    <itemDetailsURL>https://www.arcgis.com/home/item.html?id=f63313d318b24ccda4529d9f32df71b6</itemDetailsURL>
                    <itemIdentifier>f63313d318b24ccda4529d9f32df71b6</itemIdentifier>
                    <itemType>Feature Service</itemType>
                    <resourceURL>https://services6.arcgis.com/cuKwt0IKP5B84jop/arcgis/rest/services/PostParcels_view/FeatureServer</resourceURL>
                <thumbnailURL>https://www.arcgis.com/sharing/rest/content/items/f63313d318b24ccda4529d9f32df71b6/info/thumbnail/ago_downloaded.png</thumbnailURL></portalDetails>
            </itemProps>
        </DataProperties>
    </Esri>
    <dataIdInfo>
        <idCitation>
            <resTitle>PostParcels view</resTitle>
        </idCitation>
        <searchKeys>
            <keyword>Post</keyword>
            <keyword>DWSRF</keyword>
            <keyword>Water</keyword>
            <keyword>Response</keyword>
            <keyword>Consent</keyword>
            <keyword>Form</keyword>
        </searchKeys>
        <idPurp>This feature class defines the extent of each tax parcel as it appears on the current assessment roll.  The Assessor's Office assigns each unique parcel identification number, as it appears on the current assessment roll, to a single polygon within the feature class.

***Parcel sthat should be inside the city boundary.
These parcels are part of a 425 agreement with Pennfield Township and this agreement runs for 50 years.

4330-00-212-0 - 700 NORTH AVE

4330-00-211-0 - 706 NORTH AVE

4330-00-209-0 – 0 NORTH AVE

4330-00-208-1 – 0 NORTH AVE </idPurp>
        <dataExt>
            <geoEle>
                <GeoBndBox>
                    <westBL Sync="FALSE">-85.1728803065421</westBL>
                    <eastBL Sync="FALSE">-85.15821168943299</eastBL>
                    <northBL Sync="FALSE">42.309515260073184</northBL>
                    <southBL Sync="FALSE">42.30460851341483</southBL>
                    <exTypeCode Sync="TRUE">1</exTypeCode>
                </GeoBndBox>
            </geoEle>
        </dataExt>
    </dataIdInfo>
    <mdFileID>f63313d318b24ccda4529d9f32df71b6</mdFileID>
    <distInfo>
        <distTranOps>
            <onLineSrc>
                <linkage>https://services6.arcgis.com/cuKwt0IKP5B84jop/arcgis/rest/services/PostParcels_view/FeatureServer</linkage>
            </onLineSrc>
        </distTranOps>
        <distFormat>
            <formatName>Feature Service</formatName>
        </distFormat>
    </distInfo>
    <refSysInfo>
        <RefSystem>
            <refSysID>
                <identCode code="102100"/>
                <idCodeSpace>EPSG</idCodeSpace>
            </refSysID>
        </RefSystem>
    </refSysInfo>
<Binary><Thumbnail><Data EsriPropertyType="PictureX">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</Data></Thumbnail></Binary></metadata>