<?xml version="1.0" encoding="UTF-8" standalone="no"?><metadata xml:lang="en">
    <Esri>
        <CreaDate>20240111</CreaDate>
        <CreaTime>11555500</CreaTime>
        <ArcGISFormat>1.0</ArcGISFormat>
        <SyncOnce>FALSE</SyncOnce>
        <DataProperties>
            <itemProps>
                <itemName Sync="FALSE">FM_CodeDistricts</itemName>
                <nativeExtBox>
                    <westBL Sync="TRUE">2029918.760885</westBL>
                    <eastBL Sync="TRUE">2249593.758214</eastBL>
                    <southBL Sync="TRUE">13589626.382598</southBL>
                    <northBL Sync="TRUE">13824383.340576</northBL>
                    <exTypeCode Sync="TRUE">1</exTypeCode>
                </nativeExtBox>
                <itemSize Sync="TRUE">1.131</itemSize>
                <imsContentType Sync="TRUE">002</imsContentType>
            </itemProps>
            <coordRef>
                <type Sync="TRUE">Projected</type>
                <geogcsn Sync="TRUE">GCS_North_American_1983</geogcsn>
                <csUnits Sync="TRUE">Linear Unit: Foot_US (0.304801)</csUnits>
                <projcsn Sync="TRUE">NAD_1983_StatePlane_Texas_South_Central_FIPS_4204_Feet</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_StatePlane_Texas_South_Central_FIPS_4204_Feet&amp;quot;,GEOGCS[&amp;quot;GCS_North_American_1983&amp;quot;,DATUM[&amp;quot;D_North_American_1983&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;,1968500.0],PARAMETER[&amp;quot;False_Northing&amp;quot;,13123333.33333333],PARAMETER[&amp;quot;Central_Meridian&amp;quot;,-99.0],PARAMETER[&amp;quot;Standard_Parallel_1&amp;quot;,28.38333333333333],PARAMETER[&amp;quot;Standard_Parallel_2&amp;quot;,30.28333333333333],PARAMETER[&amp;quot;Latitude_Of_Origin&amp;quot;,27.83333333333333],UNIT[&amp;quot;Foot_US&amp;quot;,0.3048006096012192],AUTHORITY[&amp;quot;EPSG&amp;quot;,2278]]&lt;/WKT&gt;&lt;XOrigin&gt;-126725700&lt;/XOrigin&gt;&lt;YOrigin&gt;-77828800&lt;/YOrigin&gt;&lt;XYScale&gt;34994581.165044695&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;0.0032808333333333331&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;102740&lt;/WKID&gt;&lt;LatestWKID&gt;2278&lt;/LatestWKID&gt;&lt;/ProjectedCoordinateSystem&gt;</peXml>
            </coordRef>
        </DataProperties>
        <SyncDate>20250108</SyncDate>
        <SyncTime>15042800</SyncTime>
        <ModDate>20250108</ModDate>
        <ModTime>15042800</ModTime>
        <ArcGISProfile>ItemDescription</ArcGISProfile>
        <scaleRange>
            <minScale>150000000</minScale>
            <maxScale>5000</maxScale>
        </scaleRange>
    </Esri>
    <Binary>
        <Thumbnail>
            <Data EsriPropertyType="PictureX">iVBORw0KGgoAAAANSUhEUgAAAMgAAACFCAYAAAAenrcsAAAAAXNSR0IB2cksfwAAAAlwSFlzAAAA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=</Data>
        </Thumbnail>
    </Binary>
    <dataIdInfo>
        <idCitation>
            <resTitle Sync="FALSE">Local Jurisdictions</resTitle>
            <presForm>
                <PresFormCd Sync="TRUE" value="005"/>
            </presForm>
        </idCitation>
        <idPurp>Fire Marshal Code Districts</idPurp>
        <idAbs>&lt;DIV STYLE="text-align:Left;"&gt;&lt;DIV&gt;&lt;DIV&gt;&lt;P&gt;&lt;SPAN&gt;Incorporated City and Unincorporated Area Boundaries.&lt;/SPAN&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN&gt;**Please note that Fort Sam Houston is within the city limits of San Antonio, but is shown here as a distinct entity for cartegraphic and reference purposes.&lt;/SPAN&gt;&lt;/P&gt;&lt;/DIV&gt;&lt;/DIV&gt;&lt;/DIV&gt;</idAbs>
        <idCredit>Bexar County GIS Group (gis@bexar.org), based on data from the City of San Antonio and Bexar County Public Works
Last update: October 2024 (Somerset and Schertz updates (24-S-24) and Helotes (24-10) via Juan Ochoa of Public Works).  CoSA Southside annexation from 1/19/24 verified by PW and added 10/7/2024.
Next update check: November 2024
(updates quarterly for boundaries; updates as needed otherwise)</idCredit>
        <searchKeys>
            <keyword>Cities</keyword>
            <keyword>City</keyword>
            <keyword>County</keyword>
            <keyword>Jurisdiction</keyword>
            <keyword>Unincorporated</keyword>
            <keyword>Incorporated</keyword>
            <keyword>Places</keyword>
        </searchKeys>
        <resConst>
            <Consts>
                <useLimit>&lt;DIV STYLE="text-align:Left;"&gt;&lt;DIV&gt;&lt;DIV&gt;&lt;P&gt;&lt;SPAN&gt;City of San Antonio Disclaimer – The City of San Antonio (COSA) does not guarantee the accuracy, adequacy, completeness, or usefulness of any information. COSA does not warrant the completeness, timeliness, or positional, thematic, and attribute accuracy of the GIS Data. The GIS data, cartographic products, and associated applications are not legal representations of the depicted data. GIS data is derived from public records that are constantly undergoing revision. Under no circumstances should GIS products be used for final design purposes. COSA provides this information on an “as is” basis without warranty of any kind, express or implied, including but not limited to warranties of merchantability or fitness for a particular purpose, and assumes no responsibility for anyone’s use of the information. The appropriate City department should always be contacted for official and current information.&lt;/SPAN&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN&gt;Bexar County Disclaimer - &lt;/SPAN&gt;&lt;SPAN&gt;&lt;SPAN&gt;This Geographic Information Solution (GIS) product received from Bexar County is provided "as is" without warranty of any kind. Bexar County expressly disclaims all express and implied warranties, including but not limited to, the implied warranties of merchantability and fitness for a particular purpose. Bexar County does not warrant, guarantee, or make any representations regarding the use, or the results of use, of the information provided to you by Bexar County in terms of correctness, accuracy, reliability, timeliness, or otherwise. The entire risk as to the results and performance of any information obtained from Bexar County is entirely assumed by the recipient.&lt;/SPAN&gt;&lt;/SPAN&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN /&gt;&lt;/P&gt;&lt;/DIV&gt;&lt;/DIV&gt;&lt;/DIV&gt;</useLimit>
            </Consts>
        </resConst>
        <envirDesc Sync="FALSE">Esri ArcGIS 13.3.0.52636</envirDesc>
        <dataLang>
            <languageCode Sync="TRUE" value="eng"/>
            <countryCode Sync="TRUE" value="USA"/>
        </dataLang>
        <spatRpType>
            <SpatRepTypCd Sync="TRUE" value="001"/>
        </spatRpType>
        <dataExt>
            <geoEle>
                <GeoBndBox esriExtentType="search">
                    <exTypeCode Sync="TRUE">1</exTypeCode>
                    <westBL Sync="TRUE">-98.807635</westBL>
                    <eastBL Sync="TRUE">-98.114055</eastBL>
                    <northBL Sync="TRUE">29.761242</northBL>
                    <southBL Sync="TRUE">29.112844</southBL>
                </GeoBndBox>
            </geoEle>
        </dataExt>
    </dataIdInfo>
    <eainfo>
        <detailed Name="FM_CodeDistricts">
            <enttyp>
                <enttypl Sync="FALSE">FM_CodeDistricts</enttypl>
                <enttypt Sync="TRUE">Feature Class</enttypt>
                <enttypc Sync="TRUE">0</enttypc>
            </enttyp>
            <attr>
                <attrlabl Sync="TRUE">OBJECTID</attrlabl>
                <attalias Sync="TRUE">OBJECTID_1</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">JURIS</attrlabl>
                <attalias Sync="TRUE">JURIS</attalias>
                <attrtype Sync="TRUE">String</attrtype>
                <attwidth Sync="TRUE">35</attwidth>
                <atprecis Sync="TRUE">0</atprecis>
                <attscale Sync="TRUE">0</attscale>
            </attr>
            <attr>
                <attrlabl Sync="TRUE">District</attrlabl>
                <attalias Sync="TRUE">District</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">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">Shape.STArea()</attrlabl>
                <attalias Sync="TRUE">Shape.STArea()</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.STLength()</attrlabl>
                <attalias Sync="TRUE">Shape.STLength()</attalias>
                <attrtype Sync="TRUE">Double</attrtype>
                <attwidth Sync="TRUE">0</attwidth>
                <atprecis Sync="TRUE">0</atprecis>
                <attscale Sync="TRUE">0</attscale>
            </attr>
        </detailed>
    </eainfo>
    <mdLang>
        <languageCode Sync="TRUE" value="eng"/>
        <countryCode Sync="TRUE" value="USA"/>
    </mdLang>
    <distInfo>
        <distFormat>
            <formatName Sync="TRUE">Enterprise Geodatabase Feature Class</formatName>
        </distFormat>
    </distInfo>
    <mdHrLv>
        <ScopeCd Sync="TRUE" value="005"/>
    </mdHrLv>
    <mdHrLvName Sync="TRUE">dataset</mdHrLvName>
    <refSysInfo>
        <RefSystem>
            <refSysID>
                <identCode Sync="TRUE" code="2278"/>
                <idCodeSpace Sync="TRUE">EPSG</idCodeSpace>
                <idVersion Sync="TRUE">6.11(9.0.0)</idVersion>
            </refSysID>
        </RefSystem>
    </refSysInfo>
    <spatRepInfo>
        <VectSpatRep>
            <geometObjs Name="FM_CodeDistricts">
                <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="FM_CodeDistricts">
                <efeatyp Sync="TRUE">Simple</efeatyp>
                <efeageom Sync="TRUE" code="4"/>
                <esritopo Sync="TRUE">FALSE</esritopo>
                <efeacnt Sync="TRUE">0</efeacnt>
                <spindex Sync="TRUE">TRUE</spindex>
                <linrefer Sync="TRUE">FALSE</linrefer>
            </esriterm>
        </ptvctinf>
    </spdoinfo>
    <mdDateSt Sync="TRUE">20250108</mdDateSt>
</metadata>