<?xml version="1.0" encoding="UTF-8" standalone="no"?><metadata xml:lang="zh">
    <Esri>
        <CreaDate>20240223</CreaDate>
        <CreaTime>18051900</CreaTime>
        <ArcGISFormat>1.0</ArcGISFormat>
        <SyncOnce>FALSE</SyncOnce>
        <DataProperties>
            <itemProps>
                <itemName Sync="TRUE">BFSqftEstimated_NEW</itemName>
                <imsContentType Sync="TRUE">002</imsContentType>
                <nativeExtBox>
                    <westBL Sync="TRUE">6053482.515179</westBL>
                    <eastBL Sync="TRUE">6359533.567118</eastBL>
                    <southBL Sync="TRUE">1767497.211058</southBL>
                    <northBL Sync="TRUE">2017501.529946</northBL>
                    <exTypeCode Sync="TRUE">1</exTypeCode>
                </nativeExtBox>
                <itemSize Sync="TRUE">0.000</itemSize>
            </itemProps>
            <coordRef>
                <type Sync="TRUE">Projected</type>
                <geogcsn Sync="TRUE">GCS_NAD_1983_2011</geogcsn>
                <csUnits Sync="TRUE">Linear Unit: Foot_US (0.304801)</csUnits>
                <projcsn Sync="TRUE">NAD_1983_2011_StatePlane_California_III_FIPS_0403_Ft_US</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/3.3.0'&gt;&lt;WKT&gt;PROJCS[&amp;quot;NAD_1983_2011_StatePlane_California_III_FIPS_0403_Ft_US&amp;quot;,GEOGCS[&amp;quot;GCS_NAD_1983_2011&amp;quot;,DATUM[&amp;quot;D_NAD_1983_2011&amp;quot;,SPHEROID[&amp;quot;GRS_1980&amp;quot;,6378137.0,298.257222101]],PRIMEM[&amp;quot;Greenwich&amp;quot;,0.0],UNIT[&amp;quot;Degree&amp;quot;,0.0174532925199433]],PROJECTION[&amp;quot;Lambert_Conformal_Conic&amp;quot;],PARAMETER[&amp;quot;False_Easting&amp;quot;,6561666.666666666],PARAMETER[&amp;quot;False_Northing&amp;quot;,1640416.666666667],PARAMETER[&amp;quot;Central_Meridian&amp;quot;,-120.5],PARAMETER[&amp;quot;Standard_Parallel_1&amp;quot;,37.06666666666667],PARAMETER[&amp;quot;Standard_Parallel_2&amp;quot;,38.43333333333333],PARAMETER[&amp;quot;Latitude_Of_Origin&amp;quot;,36.5],UNIT[&amp;quot;Foot_US&amp;quot;,0.3048006096012192],AUTHORITY[&amp;quot;EPSG&amp;quot;,6420]]&lt;/WKT&gt;&lt;XOrigin&gt;-115860600&lt;/XOrigin&gt;&lt;YOrigin&gt;-93269500&lt;/YOrigin&gt;&lt;XYScale&gt;36787427.345686711&lt;/XYScale&gt;&lt;ZOrigin&gt;-100000&lt;/ZOrigin&gt;&lt;ZScale&gt;10000&lt;/ZScale&gt;&lt;MOrigin&gt;-100000&lt;/MOrigin&gt;&lt;MScale&gt;10000&lt;/MScale&gt;&lt;XYTolerance&gt;0.0032808333333333331&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;103005&lt;/WKID&gt;&lt;LatestWKID&gt;6420&lt;/LatestWKID&gt;&lt;/ProjectedCoordinateSystem&gt;</peXml>
            </coordRef>
        </DataProperties>
        <SyncDate>20240725</SyncDate>
        <SyncTime>15151100</SyncTime>
        <ModDate>20240725</ModDate>
        <ModTime>15151100</ModTime>
    </Esri>
    <dataIdInfo>
        <envirDesc Sync="FALSE">Esri ArcGIS 13.3.0.52636</envirDesc>
        <dataLang>
            <languageCode Sync="TRUE" value="eng"/>
            <countryCode Sync="TRUE" value="USA"/>
        </dataLang>
        <idCitation>
            <resTitle Sync="TRUE">BFSqftEstimated_NEW</resTitle>
            <presForm>
                <PresFormCd Sync="TRUE" value="005"/>
            </presForm>
        </idCitation>
        <spatRpType>
            <SpatRepTypCd Sync="TRUE" value="001"/>
        </spatRpType>
        <dataExt>
            <vertEle>
                <vertMinVal Sync="TRUE">-999.000000</vertMinVal>
                <vertMaxVal Sync="TRUE">4383.057000</vertMaxVal>
            </vertEle>
            <geoEle/>
        </dataExt>
        <dataExt>
            <geoEle>
                <GeoBndBox esriExtentType="search">
                    <exTypeCode Sync="TRUE">1</exTypeCode>
                    <westBL Sync="TRUE">-122.252440</westBL>
                    <eastBL Sync="TRUE">-121.190748</eastBL>
                    <northBL Sync="TRUE">37.533570</northBL>
                    <southBL Sync="TRUE">36.836061</southBL>
                </GeoBndBox>
            </geoEle>
        </dataExt>
    <idPurp>Building footprints in Cupertino with estimates for sqft.</idPurp><idAbs>This layer uses building footprints created from lidar data from Santa Clara County. Square footage was estimated using the building shape area multiplied by the estimated number of floors. Number of floors was calculated using building height from Lidar and adjusted based on the zoning code of the property</idAbs></dataIdInfo>
    <mdLang>
        <languageCode Sync="TRUE" value="eng"/>
        <countryCode Sync="TRUE" value="USA"/>
    </mdLang>
    <distInfo>
        <distFormat>
            <formatName Sync="TRUE">Shapefile</formatName>
        </distFormat>
        <distTranOps>
            <transSize Sync="TRUE">0.000</transSize>
        </distTranOps>
    </distInfo>
    <mdHrLv>
        <ScopeCd Sync="TRUE" value="005"/>
    </mdHrLv>
    <mdHrLvName Sync="TRUE">dataset</mdHrLvName>
    <refSysInfo>
        <RefSystem>
            <refSysID>
                <identCode Sync="TRUE" code="6420"/>
                <idCodeSpace Sync="TRUE">EPSG</idCodeSpace>
                <idVersion Sync="TRUE">8.2.10(10.3.1)</idVersion>
            </refSysID>
        </RefSystem>
    </refSysInfo>
    <spatRepInfo>
        <VectSpatRep>
            <geometObjs Name="BFSqftEstimated_NEW">
                <geoObjTyp>
                    <GeoObjTypCd Sync="TRUE" value="002"/>
                </geoObjTyp>
                <geoObjCnt Sync="TRUE">0</geoObjCnt>
            </geometObjs>
            <topLvl>
                <TopoLevCd Sync="TRUE" value="001"/>
            </topLvl>
        </VectSpatRep>
    </spatRepInfo>
    <spdoinfo>
        <ptvctinf>
            <esriterm Name="BFSqftEstimated_NEW">
                <efeatyp Sync="TRUE">Simple</efeatyp>
                <efeageom Sync="TRUE" code="4"/>
                <esritopo Sync="TRUE">FALSE</esritopo>
                <efeacnt Sync="TRUE">0</efeacnt>
                <spindex Sync="TRUE">FALSE</spindex>
                <linrefer Sync="TRUE">TRUE</linrefer>
            </esriterm>
        </ptvctinf>
    </spdoinfo>
    <eainfo>
        <detailed Name="BFSqftEstimated_NEW">
            <enttyp>
                <enttypl Sync="TRUE">BFSqftEstimated_NEW</enttypl>
                <enttypt Sync="TRUE">Feature Class</enttypt>
                <enttypc Sync="TRUE">0</enttypc>
            </enttyp>
            <attr>
                <attrlabl Sync="TRUE">FID</attrlabl>
                <attalias Sync="TRUE">FID</attalias>
                <attrtype Sync="TRUE">OID</attrtype>
                <attwidth Sync="TRUE">4</attwidth>
                <atprecis Sync="TRUE">0</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">0</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">Height</attrlabl>
                <attalias Sync="TRUE">Height</attalias>
                <attrtype Sync="TRUE">Double</attrtype>
                <attwidth Sync="TRUE">19</attwidth>
                <atprecis Sync="TRUE">0</atprecis>
                <attscale Sync="TRUE">0</attscale>
            </attr>
            <attr>
                <attrlabl Sync="TRUE">Zoning</attrlabl>
                <attalias Sync="TRUE">Zoning</attalias>
                <attrtype Sync="TRUE">String</attrtype>
                <attwidth Sync="TRUE">254</attwidth>
                <atprecis Sync="TRUE">0</atprecis>
                <attscale Sync="TRUE">0</attscale>
            </attr>
            <attr>
                <attrlabl Sync="TRUE">Owner</attrlabl>
                <attalias Sync="TRUE">Owner</attalias>
                <attrtype Sync="TRUE">String</attrtype>
                <attwidth Sync="TRUE">43</attwidth>
                <atprecis Sync="TRUE">0</atprecis>
                <attscale Sync="TRUE">0</attscale>
            </attr>
            <attr>
                <attrlabl Sync="TRUE">Floor_Zone</attrlabl>
                <attalias Sync="TRUE">Floor_Zone</attalias>
                <attrtype Sync="TRUE">Integer</attrtype>
                <attwidth Sync="TRUE">5</attwidth>
                <atprecis Sync="TRUE">5</atprecis>
                <attscale Sync="TRUE">0</attscale>
            </attr>
            <attr>
                <attrlabl Sync="TRUE">SquareFeet</attrlabl>
                <attalias Sync="TRUE">SquareFeet</attalias>
                <attrtype Sync="TRUE">Double</attrtype>
                <attwidth Sync="TRUE">19</attwidth>
                <atprecis Sync="TRUE">0</atprecis>
                <attscale Sync="TRUE">0</attscale>
            </attr>
            <attr>
                <attrlabl Sync="TRUE">APN</attrlabl>
                <attalias Sync="TRUE">APN</attalias>
                <attrtype Sync="TRUE">String</attrtype>
                <attwidth Sync="TRUE">254</attwidth>
                <atprecis Sync="TRUE">0</atprecis>
                <attscale Sync="TRUE">0</attscale>
            </attr>
            <attr>
                <attrlabl Sync="TRUE">GPLU</attrlabl>
                <attalias Sync="TRUE">GPLU</attalias>
                <attrtype Sync="TRUE">String</attrtype>
                <attwidth Sync="TRUE">80</attwidth>
                <atprecis Sync="TRUE">0</atprecis>
                <attscale Sync="TRUE">0</attscale>
            </attr>
            <attr>
                <attrlabl Sync="TRUE">YEAR_BUILT</attrlabl>
                <attalias Sync="TRUE">YEAR_BUILT</attalias>
                <attrtype Sync="TRUE">Integer</attrtype>
                <attwidth Sync="TRUE">10</attwidth>
                <atprecis Sync="TRUE">10</atprecis>
                <attscale Sync="TRUE">0</attscale>
            </attr>
            <attr>
                <attrlabl Sync="TRUE">address1</attrlabl>
                <attalias Sync="TRUE">address1</attalias>
                <attrtype Sync="TRUE">String</attrtype>
                <attwidth Sync="TRUE">254</attwidth>
                <atprecis Sync="TRUE">0</atprecis>
                <attscale Sync="TRUE">0</attscale>
            </attr>
        </detailed>
    </eainfo>
    <mdDateSt Sync="TRUE">20240725</mdDateSt>
<Binary><Thumbnail><Data EsriPropertyType="PictureX">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</Data></Thumbnail></Binary></metadata>