<?xml version="1.0" encoding="UTF-8"?><metadata xml:lang="en">
<Esri>
<CreaDate>20200304</CreaDate>
<CreaTime>10382700</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<ArcGISstyle>Item Description</ArcGISstyle>
<SyncOnce>FALSE</SyncOnce>
<DataProperties>
<itemProps>
<itemName Sync="FALSE">PLC_LULC_2007</itemName>
<nativeExtBox>
<westBL Sync="TRUE">-8437102.706316</westBL>
<eastBL Sync="TRUE">-8353157.170419</eastBL>
<southBL Sync="TRUE">4643279.854732</southBL>
<northBL Sync="TRUE">4842978.052153</northBL>
<exTypeCode Sync="TRUE">1</exTypeCode>
</nativeExtBox>
<imsContentType Sync="TRUE">002</imsContentType>
</itemProps>
<coordRef>
<type Sync="TRUE">Projected</type>
<geogcsn Sync="TRUE">GCS_WGS_1984</geogcsn>
<csUnits Sync="TRUE">Linear Unit: Meter (1.000000)</csUnits>
<projcsn Sync="TRUE">WGS_1984_Web_Mercator_Auxiliary_Sphere</projcsn>
<peXml Sync="TRUE">&lt;ProjectedCoordinateSystem xsi:type='typens:ProjectedCoordinateSystem' xmlns:xsi='http://www.w3.org/2001/XMLSchema-instance' xmlns:xs='http://www.w3.org/2001/XMLSchema' xmlns:typens='http://www.esri.com/schemas/ArcGIS/3.1.0'&gt;&lt;WKT&gt;PROJCS[&amp;quot;WGS_1984_Web_Mercator_Auxiliary_Sphere&amp;quot;,GEOGCS[&amp;quot;GCS_WGS_1984&amp;quot;,DATUM[&amp;quot;D_WGS_1984&amp;quot;,SPHEROID[&amp;quot;WGS_1984&amp;quot;,6378137.0,298.257223563]],PRIMEM[&amp;quot;Greenwich&amp;quot;,0.0],UNIT[&amp;quot;Degree&amp;quot;,0.0174532925199433]],PROJECTION[&amp;quot;Mercator_Auxiliary_Sphere&amp;quot;],PARAMETER[&amp;quot;False_Easting&amp;quot;,0.0],PARAMETER[&amp;quot;False_Northing&amp;quot;,0.0],PARAMETER[&amp;quot;Central_Meridian&amp;quot;,0.0],PARAMETER[&amp;quot;Standard_Parallel_1&amp;quot;,0.0],PARAMETER[&amp;quot;Auxiliary_Sphere_Type&amp;quot;,0.0],UNIT[&amp;quot;Meter&amp;quot;,1.0],AUTHORITY[&amp;quot;EPSG&amp;quot;,3857]]&lt;/WKT&gt;&lt;XOrigin&gt;-20037700&lt;/XOrigin&gt;&lt;YOrigin&gt;-30241100&lt;/YOrigin&gt;&lt;XYScale&gt;9999.9357920270395&lt;/XYScale&gt;&lt;ZOrigin&gt;0&lt;/ZOrigin&gt;&lt;ZScale&gt;1&lt;/ZScale&gt;&lt;MOrigin&gt;0&lt;/MOrigin&gt;&lt;MScale&gt;1&lt;/MScale&gt;&lt;XYTolerance&gt;0.0010000001639127701&lt;/XYTolerance&gt;&lt;ZTolerance&gt;0.001&lt;/ZTolerance&gt;&lt;MTolerance&gt;0.001&lt;/MTolerance&gt;&lt;HighPrecision&gt;true&lt;/HighPrecision&gt;&lt;WKID&gt;102100&lt;/WKID&gt;&lt;LatestWKID&gt;3857&lt;/LatestWKID&gt;&lt;/ProjectedCoordinateSystem&gt;</peXml>
</coordRef>
</DataProperties>
<SyncDate>20240716</SyncDate>
<SyncTime>16483200</SyncTime>
<ModDate>20240716</ModDate>
<ModTime>16483200</ModTime>
<scaleRange>
<minScale>150000000</minScale>
<maxScale>5000</maxScale>
</scaleRange>
</Esri>
<mdLang>
<languageCode value="eng"/>
<countryCode Sync="TRUE" value="USA"/>
</mdLang>
<mdChar>
<CharSetCd value="004"/>
</mdChar>
<mdHrLv>
<ScopeCd value="005"/>
</mdHrLv>
<mdHrLvName Sync="TRUE">dataset</mdHrLvName>
<mdDateSt Sync="TRUE">20240716</mdDateSt>
<mdStanName>ArcGIS Metadata</mdStanName>
<mdStanVer>1.0</mdStanVer>
<distInfo>
<distFormat>
<formatName Sync="TRUE">Enterprise Geodatabase Feature Class</formatName>
</distFormat>
</distInfo>
<dataIdInfo>
<envirDesc Sync="FALSE">Esri ArcGIS 13.1.3.41833</envirDesc>
<dataLang>
<languageCode Sync="TRUE" value="eng"/>
<countryCode Sync="TRUE" value="USA"/>
</dataLang>
<idCitation>
<resTitle Sync="FALSE">2007 Land Use Land Cover</resTitle>
<presForm>
<PresFormCd Sync="TRUE" value="005"/>
</presForm>
</idCitation>
<spatRpType>
<SpatRepTypCd Sync="TRUE" value="001"/>
</spatRpType>
<dataExt>
<geoEle>
<GeoBndBox esriExtentType="search">
<exTypeCode Sync="TRUE">1</exTypeCode>
<westBL Sync="TRUE">-75.791783</westBL>
<eastBL Sync="TRUE">-75.037688</eastBL>
<northBL Sync="TRUE">39.841789</northBL>
<southBL Sync="TRUE">38.450617</southBL>
</GeoBndBox>
</geoEle>
</dataExt>
<idPurp>This land-use land-cover was produced for the State of Delaware for the purpose of statewide base mapping.</idPurp>
<idAbs>&lt;DIV STYLE="text-align:Left;"&gt;&lt;DIV&gt;&lt;DIV&gt;&lt;P&gt;&lt;SPAN&gt;This metadata record describes the creation of a 2007 update of the 2002 Land Use and Land Cover data set for the State of Delaware. The land use update was based on aerial imagery collected in the summer of 2007. The imagery was collected with 4 bands: B, G, R, and NIR. The update was performed using statistical differencing techniques to identify changed areas. Areas of change were photointerpreted by an analyst. The work was performed by the Sanborn Map Company, Inc. in Ann Arbor, Michigan.&lt;/SPAN&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN&gt;The 2002 land use data were based on the 1997 land-use data of the State and 2002 false color infrared digital orthophotography at a scale of 1:2400.&lt;/SPAN&gt;&lt;/P&gt;&lt;/DIV&gt;&lt;/DIV&gt;&lt;/DIV&gt;</idAbs>
<idCredit>Delaware Spatial Data Implementation Team (I-Team) and the Office of State Planning Coordination.</idCredit>
<searchKeys>
<keyword>Remote Sensing</keyword>
<keyword>Aerial Photography</keyword>
<keyword>Digital Orthophotography</keyword>
<keyword>False Color Infrared (FCIR)</keyword>
<keyword>Leaf-Off Photography</keyword>
<keyword>Land-Use Land-Cover</keyword>
<keyword>imagery</keyword>
<keyword>BaseMaps</keyword>
<keyword>EarthCover</keyword>
</searchKeys>
<resConst>
<Consts>
<useLimit>&lt;DIV STYLE="text-align:Left;"&gt;&lt;DIV&gt;&lt;DIV&gt;&lt;P&gt;&lt;SPAN&gt;None&lt;/SPAN&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN&gt;The State of Delaware makes no warranty or representation, expressed or implied, with respect to the quality, content, accuracy, completeness, currency, or non-infringement of proprietary rights, of any of the GIS or other data or information, or any other materials and items, that are displayed or made available for download from this site. All such data, information, items and materials (collectively, the “FirstMap Data”) are provided "as is" and users are fully and solely responsible for any consequences of use. FirstMap Data may have been created from a variety of sources, including sources beyond the control of the State of Delaware, and are subject to change without notice. To the extent you use, apply, add to, modify or implement this information in your own information system or other setting, or otherwise for your own purposes, you do so at your own risk. In no event shall the State of Delaware or its agencies, officers, employees, agents, or representatives be liable for any damages of any kind or nature whatsoever including, but not limited to, direct, indirect, special, punitive, incidental, exemplary or consequential damages arising from your downloading, modifying, sharing, distributing, or using of FirstMap Data even if notified of the possibility of such damages. Further, the State of Delaware does not accept liability for any damages or misrepresentation caused by inaccuracies in the FirstMap Data or as a result of changes to the FirstMap Data, nor is there responsibility assumed to maintain the FirstMap Data in any manner or form.&lt;/SPAN&gt;&lt;/P&gt;&lt;/DIV&gt;&lt;/DIV&gt;&lt;/DIV&gt;</useLimit>
</Consts>
</resConst>
</dataIdInfo>
<spatRepInfo>
<VectSpatRep>
<geometObjs Name="PLC_LULC_2007">
<geoObjTyp>
<GeoObjTypCd Sync="TRUE" value="002"/>
</geoObjTyp>
<geoObjCnt Sync="TRUE">50873</geoObjCnt>
</geometObjs>
<topLvl>
<TopoLevCd Sync="TRUE" value="001"/>
</topLvl>
</VectSpatRep>
</spatRepInfo>
<refSysInfo>
<RefSystem>
<refSysID>
<identCode Sync="TRUE" code="3857"/>
<idCodeSpace Sync="TRUE">EPSG</idCodeSpace>
<idVersion Sync="TRUE">6.18.3(9.3.1.2)</idVersion>
</refSysID>
</RefSystem>
</refSysInfo>
<eainfo>
<detailed Name="PLC_LULC_2007">
<enttyp>
<enttypl Sync="FALSE">PLC_LULC_2007</enttypl>
<enttypt Sync="TRUE">Feature Class</enttypt>
<enttypc Sync="TRUE">50873</enttypc>
</enttyp>
<attr>
<attrlabl Sync="TRUE">OBJECTID</attrlabl>
<attalias Sync="TRUE">OBJECTID</attalias>
<attrtype Sync="TRUE">OID</attrtype>
<attwidth Sync="TRUE">4</attwidth>
<atprecis Sync="TRUE">10</atprecis>
<attscale Sync="TRUE">0</attscale>
<attrdef Sync="TRUE">Internal feature number.</attrdef>
<attrdefs Sync="TRUE">Esri</attrdefs>
<attrdomv>
<udom Sync="TRUE">Sequential unique whole numbers that are automatically generated.</udom>
</attrdomv>
</attr>
<attr>
<attrlabl Sync="TRUE">SHAPE</attrlabl>
<attalias Sync="TRUE">SHAPE</attalias>
<attrtype Sync="TRUE">Geometry</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
<attrdef Sync="TRUE">Feature geometry.</attrdef>
<attrdefs Sync="TRUE">Esri</attrdefs>
<attrdomv>
<udom Sync="TRUE">Coordinates defining the features.</udom>
</attrdomv>
</attr>
<attr>
<attrlabl Sync="TRUE">LULC_Code2007</attrlabl>
<attalias Sync="TRUE">LULC_Code2007</attalias>
<attrtype Sync="TRUE">SmallInteger</attrtype>
<attwidth Sync="TRUE">2</attwidth>
<atprecis Sync="TRUE">5</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">LULC_Category2007</attrlabl>
<attalias Sync="TRUE">LULC_Category2007</attalias>
<attrtype Sync="TRUE">String</attrtype>
<attwidth Sync="TRUE">75</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">SHAPE.AREA</attrlabl>
<attalias Sync="TRUE">SHAPE.AREA</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">0</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">SHAPE.LEN</attrlabl>
<attalias Sync="TRUE">SHAPE.LEN</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">0</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
</detailed>
</eainfo>
<spdoinfo>
<ptvctinf>
<esriterm Name="PLC_LULC_2007">
<efeatyp Sync="TRUE">Simple</efeatyp>
<efeageom Sync="TRUE" code="4"/>
<esritopo Sync="TRUE">FALSE</esritopo>
<efeacnt Sync="TRUE">50873</efeacnt>
<spindex Sync="TRUE">TRUE</spindex>
<linrefer Sync="TRUE">FALSE</linrefer>
</esriterm>
</ptvctinf>
</spdoinfo>
<Binary>
<Thumbnail>
<Data EsriPropertyType="PictureX">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</Data>
</Thumbnail>
</Binary>
</metadata>
