<?xml version="1.0" encoding="UTF-8"?><metadata xml:lang="en">
<Esri>
<CreaDate>20250715</CreaDate>
<CreaTime>09551700</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<ArcGISstyle>FGDC CSDGM Metadata</ArcGISstyle>
<SyncOnce>FALSE</SyncOnce>
<DataProperties>
<itemProps>
<itemName Sync="TRUE">California_Public_Schools_2324</itemName>
<nativeExtBox>
<westBL Sync="TRUE">-1194379.238119</westBL>
<eastBL Sync="TRUE">1696196.424616</eastBL>
<southBL Sync="TRUE">7145870.936285</southBL>
<northBL Sync="TRUE">10573205.058966</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/3.4.0'&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;10000&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;0.001&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>20250519</SyncDate>
<SyncTime>08434500</SyncTime>
<ModDate>20250519</ModDate>
<ModTime>08434500</ModTime>
<ArcGISProfile>FGDC</ArcGISProfile>
<scaleRange>
<minScale>20000000</minScale>
<maxScale>5000</maxScale>
</scaleRange>
</Esri>
<Binary>
<Thumbnail>
<Data EsriPropertyType="PictureX">/9j/4AAQSkZJRgABAQEAlgCWAAD/4gxYSUNDX1BST0ZJTEUAAQEAAAxITGlubwIQAABtbnRyUkdC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</Data>
</Thumbnail>
</Binary>
<mdLang>
<languageCode value="eng"/>
<countryCode Sync="TRUE" value="USA"/>
</mdLang>
<mdChar>
<CharSetCd value="004"/>
</mdChar>
<mdHrLv>
<ScopeCd value="005"/>
</mdHrLv>
<mdContact>
<rpIndName>CDE GIS</rpIndName>
<rpOrgName>California Department of Education</rpOrgName>
<rpPosName>GIS Specialist</rpPosName>
<role>
<RoleCd value="011"/>
</role>
</mdContact>
<dataIdInfo>
<idCitation>
<resTitle Sync="FALSE">California Public Schools 2023-24</resTitle>
<presForm>
<PresFormCd Sync="TRUE" value="005"/>
</presForm>
</idCitation>
<idPurp>California K-12 public school locations with school-level demographics for the 2023-24 academic year</idPurp>
<idAbs>&lt;DIV STYLE="text-align:Left;"&gt;&lt;DIV&gt;&lt;DIV&gt;&lt;P STYLE="margin:0 0 8 4;"&gt;&lt;SPAN&gt;This layer serves as the authoritative geographic data source for California's K-12 public school locations during the 2023-24 academic year. Schools are mapped as point locations and assigned coordinates based on the physical address of the school facility. The school records are enriched with additional demographic and performance variables from the California Department of Education's data collections. These data elements can be visualized and examined geographically to uncover patterns, solve problems and inform education policy decisions.&lt;/SPAN&gt;&lt;/P&gt;&lt;P STYLE="margin:0 0 8 4;"&gt;&lt;SPAN&gt;The schools in this file represent a subset of all records contained in the CDE's public school directory database. This subset is restricted to K-12 public schools that were open in October 2023 to coincide with the official 2023-24 student enrollment counts collected on Fall Census Day in 2023 (first Wednesday in October). This layer also excludes nonpublic nonsectarian schools and district office schools.&lt;/SPAN&gt;&lt;/P&gt;&lt;P STYLE="margin:0 0 8 4;"&gt;&lt;SPAN&gt;&lt;SPAN&gt;The CDE's &lt;/SPAN&gt;&lt;/SPAN&gt;&lt;SPAN /&gt;&lt;A href="https://www.cde.ca.gov/ds/dd/"&gt;&lt;SPAN&gt;&lt;SPAN&gt;California School Directory&lt;/SPAN&gt;&lt;/SPAN&gt;&lt;/A&gt;&lt;SPAN&gt;provides school location other basic school characteristics found in the layer's attribute table. The school enrollment, demographic and program data are collected by the CDE through the California Longitudinal Achievement System (CALPADS) and can be accessed as publicly downloadable files from the &lt;/SPAN&gt;&lt;A href="https://www.cde.ca.gov/ds/"&gt;&lt;SPAN&gt;&lt;SPAN&gt;Data &amp;amp; Statistics&lt;/SPAN&gt;&lt;/SPAN&gt;&lt;/A&gt;&lt;SPAN /&gt;&lt;SPAN&gt;web page on the CDE website. &lt;/SPAN&gt;&lt;/P&gt;&lt;P STYLE="margin:0 0 8 4;"&gt;&lt;SPAN&gt;Schools are assigned X, Y coordinates using a quality controlled geocoding and validation process to optimize positional accuracy. Most schools are mapped to the school structure or centroid of the school property parcel and are individually verified using aerial imagery or assessor's parcels databases. Schools are assigned various geographic area values based on their mapped locations including state and federal legislative district identifiers and National Center for Education Statistics (NCES) locale codes.&lt;/SPAN&gt;&lt;/P&gt;&lt;/DIV&gt;&lt;/DIV&gt;&lt;/DIV&gt;</idAbs>
<idCredit>California Department of Education (CDE), United States Census Bureau</idCredit>
<searchKeys>
<keyword>school</keyword>
<keyword>open data</keyword>
<keyword>master</keyword>
</searchKeys>
<dataChar>
<CharSetCd value="004"/>
</dataChar>
<idPoC>
<rpIndName>CDE GIS</rpIndName>
<rpOrgName>California Department of Education</rpOrgName>
<rpPosName>GIS Specialist</rpPosName>
<role>
<RoleCd value="011"/>
</role>
</idPoC>
<resMaint>
<maintFreq>
<MaintFreqCd value="008"/>
</maintFreq>
</resMaint>
<dataExt>
<geoEle>
<GeoBndBox esriExtentType="search">
<westBL Sync="FALSE">-125</westBL>
<eastBL Sync="FALSE">-114</eastBL>
<northBL Sync="FALSE">42</northBL>
<southBL Sync="FALSE">32</southBL>
<exTypeCode>0</exTypeCode>
</GeoBndBox>
</geoEle>
</dataExt>
<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>
<tpCat>
<TopicCatCd value="013"/>
</tpCat>
<tpCat>
<TopicCatCd value="016"/>
</tpCat>
</dataIdInfo>
<eainfo>
<detailed Name="California_Public_Schools_2324">
<enttyp>
<enttypl Sync="FALSE">California Public Schools</enttypl>
<enttypt Sync="TRUE">Feature Class</enttypt>
<enttypc Sync="TRUE">0</enttypc>
<enttypds>California Department of Education</enttypds>
<enttypd>California public school locations for the 2022-23 academic year supplemented with school-level demographics from the California Department of Education's (CDE) data collections.</enttypd>
</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">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="FALSE">Year</attrlabl>
<attalias Sync="TRUE">Year</attalias>
<attrtype Sync="TRUE">String</attrtype>
<attwidth Sync="TRUE">7</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
<attrdef>The academic year when data elements contained in this file are effective.</attrdef>
<attrdefs>California Department of Education</attrdefs>
</attr>
<attr>
<attrlabl Sync="FALSE">FedID</attrlabl>
<attalias Sync="TRUE">FedID</attalias>
<attrtype Sync="TRUE">String</attrtype>
<attwidth Sync="TRUE">12</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
<attrdef>The 12 digit code derived from the US Department of Education's Common Core of Data (CCD) and used by federal agencies to uniquely identify all public schools nationwide. The first 2 digits identify the state, the next 5 digits identify the school district and the final 5 digits identify the school.</attrdef>
<attrdefs>California Department of Education, National Center for Education Statistics</attrdefs>
</attr>
<attr>
<attrlabl Sync="FALSE">CDSCode</attrlabl>
<attalias Sync="TRUE">CDSCode</attalias>
<attrtype Sync="TRUE">String</attrtype>
<attwidth Sync="TRUE">14</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
<attrdef>The 14 digit code developed and maintained by the California Department of Education that serves to uniquely identify each school and district in the state. The first two digits identify the county, the next five digits identify the school district and the last seven digits identify the school. School districts will have a CDS code ending in '0000000', indicating the feature is a district and not a school.</attrdef>
<attrdefs>California Department of Education</attrdefs>
</attr>
<attr>
<attrlabl Sync="FALSE">CDCode</attrlabl>
<attalias Sync="TRUE">CDCode</attalias>
<attrtype Sync="TRUE">String</attrtype>
<attwidth Sync="TRUE">7</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
<attrdef>The 7 digit code developed and maintained by the California Department of Education that serves to uniquely identify each school district in the state. The first two digits identify the county and the next five digits identify the school district.</attrdef>
<attrdefs>California Department of Education</attrdefs>
</attr>
<attr>
<attrlabl Sync="TRUE">SCode</attrlabl>
<attalias Sync="TRUE">SCode</attalias>
<attrtype Sync="TRUE">String</attrtype>
<attwidth Sync="TRUE">7</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
<attrdef>The 7 digit code developed and maintained by the California Department of Education that serves to uniquely identify each school in the state. </attrdef>
<attrdefs>California Department of Education</attrdefs>
</attr>
<attr>
<attrlabl Sync="FALSE">CountyName</attrlabl>
<attalias Sync="TRUE">CountyName</attalias>
<attrtype Sync="TRUE">String</attrtype>
<attwidth Sync="TRUE">15</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
<attrdef>The name of the county associated with the public school district that operates the school. This is usually, but not always, the same as the county where the school is physically located.</attrdef>
<attrdefs>California Department of Education</attrdefs>
</attr>
<attr>
<attrlabl Sync="FALSE">SchoolName</attrlabl>
<attalias Sync="TRUE">SchoolName</attalias>
<attrtype Sync="TRUE">String</attrtype>
<attwidth Sync="TRUE">90</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
<attrdef>The name of the school.</attrdef>
<attrdefs>California Department of Education</attrdefs>
</attr>
<attr>
<attrlabl Sync="TRUE">DistrictNa</attrlabl>
<attalias Sync="TRUE">DistrictNa</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="FALSE">SchoolType</attrlabl>
<attalias Sync="TRUE">SchoolType</attalias>
<attrtype Sync="TRUE">String</attrtype>
<attwidth Sync="TRUE">35</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
<attrdef>A description of the school type assigned to each school that distinguishes schools based on the populations they serve. The field values are derived from the "SchoolType" field in the California Department of Education (CDE) school directory. </attrdef>
<attrdefs>California Department of Education</attrdefs>
</attr>
<attr>
<attrlabl Sync="TRUE">Status</attrlabl>
<attalias Sync="TRUE">Status</attalias>
<attrtype Sync="TRUE">String</attrtype>
<attwidth Sync="TRUE">7</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
<attrdef>The operational status of the school that identifies whether the school is active, closed or pending. </attrdef>
</attr>
<attr>
<attrlabl Sync="FALSE">OpenDate</attrlabl>
<attalias Sync="TRUE">OpenDate</attalias>
<attrtype Sync="TRUE">Date</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
<attrdef> The date the school opened.</attrdef>
</attr>
<attr>
<attrlabl Sync="FALSE">ClosedDate</attrlabl>
<attalias Sync="TRUE">ClosedDate</attalias>
<attrtype Sync="TRUE">Date</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
<attrdef>The date the school closed</attrdef>
</attr>
<attr>
<attrlabl Sync="FALSE">GradeLow</attrlabl>
<attalias Sync="TRUE">GradeLow</attalias>
<attrtype Sync="TRUE">String</attrtype>
<attwidth Sync="TRUE">2</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
<attrdef>The lowest grade offered or supported by the school</attrdef>
</attr>
<attr>
<attrlabl Sync="TRUE">SchoolLeve</attrlabl>
<attalias Sync="TRUE">SchoolLeve</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="FALSE">GradeHigh</attrlabl>
<attalias Sync="TRUE">GradeHigh</attalias>
<attrtype Sync="TRUE">String</attrtype>
<attwidth Sync="TRUE">2</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
<attrdef>The highest grade offered or supported by the school</attrdef>
</attr>
<attr>
<attrlabl Sync="TRUE">Charter</attrlabl>
<attalias Sync="TRUE">Charter</attalias>
<attrtype Sync="TRUE">String</attrtype>
<attwidth Sync="TRUE">1</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
<attrdef>A flag that identifies whether a school is a charter school. Y = The school is a charter N = The school is not a charter
</attrdef>
</attr>
<attr>
<attrlabl Sync="FALSE">CharterNum</attrlabl>
<attalias Sync="TRUE">CharterNum</attalias>
<attrtype Sync="TRUE">String</attrtype>
<attwidth Sync="TRUE">4</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
<attrdef>The 4 digit number assigned to a charter school. A blank value indicates the school is not a charter school.</attrdef>
</attr>
<attr>
<attrlabl Sync="TRUE">Virtual</attrlabl>
<attalias Sync="TRUE">Virtual</attalias>
<attrtype Sync="TRUE">String</attrtype>
<attwidth Sync="TRUE">1</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
<attrdef>The type of virtual instruction offered by the school. Virtual instruction is instruction in which students and teachers are separated by time and/or location, and interaction occurs via computers and/or telecommunications technologies. F = Exclusively Virtual: The school has no physical building where students meet with each other or with teachers, all instruction is virtual. V = Primarily Virtual: The school focuses on a systematic program of virtual instruction but includes some physical meetings among students or with teachers. C = Primarily Classroom: The school offers virtual courses but virtual instruction is not the primary means of instruction. N = Not Virtual: The school does not offer any virtual instruction. Blank = The type of virtual instruction offered by the school is not known, or the record is for a district or county office. Data are only available at the school level, however not all schools in this file are required to provide this information.
</attrdef>
</attr>
<attr>
<attrlabl Sync="TRUE">FundingTyp</attrlabl>
<attalias Sync="TRUE">FundingTyp</attalias>
<attrtype Sync="TRUE">String</attrtype>
<attwidth Sync="TRUE">25</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">Magnet</attrlabl>
<attalias Sync="TRUE">Magnet</attalias>
<attrtype Sync="TRUE">String</attrtype>
<attwidth Sync="TRUE">1</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
<attrdef>A flag that identifies whether a school is a magnet school and/or provides a magnet program. Y = The school is a magnet school and/or offers a magnet program. N = The school is not a magnet school and/or does not offer a magnet program.
</attrdef>
</attr>
<attr>
<attrlabl Sync="TRUE">DASS</attrlabl>
<attalias Sync="TRUE">DASS</attalias>
<attrtype Sync="TRUE">String</attrtype>
<attwidth Sync="TRUE">1</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
<attrdef>A flag that identifies whether a school participates in the Dashboard Alternative School Status (DASS) program.
Y = School participates in the DASS program
N = School does not participate in the DASS program
</attrdef>
</attr>
<attr>
<attrlabl Sync="TRUE">TitleIStat</attrlabl>
<attalias Sync="TRUE">TitleIStat</attalias>
<attrtype Sync="TRUE">String</attrtype>
<attwidth Sync="TRUE">30</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">Street</attrlabl>
<attalias Sync="TRUE">Street</attalias>
<attrtype Sync="TRUE">String</attrtype>
<attwidth Sync="TRUE">70</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
<attrdef>The physical address of the school. This address is used as the address input field for geocoding the school record and assigning X,Y coordinates</attrdef>
</attr>
<attr>
<attrlabl Sync="TRUE">AssistStat</attrlabl>
<attalias Sync="TRUE">AssistStat</attalias>
<attrtype Sync="TRUE">String</attrtype>
<attwidth Sync="TRUE">30</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">City</attrlabl>
<attalias Sync="TRUE">City</attalias>
<attrtype Sync="TRUE">String</attrtype>
<attwidth Sync="TRUE">30</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
<attrdef>The city in which the school is physically located.</attrdef>
</attr>
<attr>
<attrlabl Sync="TRUE">Zip</attrlabl>
<attalias Sync="TRUE">Zip</attalias>
<attrtype Sync="TRUE">String</attrtype>
<attwidth Sync="TRUE">10</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
<attrdef>The zip code in which the school is physically located.</attrdef>
</attr>
<attr>
<attrlabl Sync="TRUE">State</attrlabl>
<attalias Sync="TRUE">State</attalias>
<attrtype Sync="TRUE">String</attrtype>
<attwidth Sync="TRUE">2</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
<attrdef>The state in which the school is physically located.</attrdef>
</attr>
<attr>
<attrlabl Sync="FALSE">CongUS</attrlabl>
<attalias Sync="TRUE">CongUS</attalias>
<attrtype Sync="TRUE">String</attrtype>
<attwidth Sync="TRUE">2</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
<attrdef>The US congressional district assigned to the school based on the location of the school site and the intersecting legislative district territory. The 52 congressional districts within the State of California represent the geographically defined territories used for electing members to the U.S. House of Representatives. The current U.S. Congressional boundaries in California were approved by the California Citizens Redistricting Commission following the completion of the 2020 United States Census and will remain valid until 2030.</attrdef>
</attr>
<attr>
<attrlabl Sync="FALSE">SenateCA</attrlabl>
<attalias Sync="TRUE">SenateCA</attalias>
<attrtype Sync="TRUE">String</attrtype>
<attwidth Sync="TRUE">2</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
<attrdef>The California senate district assigned to the school based on the location of the school site and the intersecting legislative district territory. The 40 state senate districts are the geographically defined territories used for electing members to the upper chamber of the California State Legislature. The current state senate boundaries were approved by the California Citizens Redistricting Commission following the completion of the 2020 United States Census and will remain valid until 2030.</attrdef>
</attr>
<attr>
<attrlabl Sync="FALSE">AssemblyCA</attrlabl>
<attalias Sync="TRUE">AssemblyCA</attalias>
<attrtype Sync="TRUE">String</attrtype>
<attwidth Sync="TRUE">2</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
<attrdef>The California state assembly district assigned to the school based on the location of the school site and the intersecting legislative district territory. The 80 California state assembly districts represent the geographically defined territories used for electing members to the lower chamber of the California State Legislature. The current state assembly boundaries were approved by the California Citizens Redistricting Commission following the completion of the 2020 United States Census and will remain valid until 2030.</attrdef>
</attr>
<attr>
<attrlabl Sync="TRUE">Locale</attrlabl>
<attalias Sync="TRUE">Locale</attalias>
<attrtype Sync="TRUE">String</attrtype>
<attwidth Sync="TRUE">25</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
<attrdef>A general geographic indicator developed by the National Center for Education Statistics (NCES) to classify the type of area where a school is located. Locale codes are based on a twelve-category framework that includes four primary classifications (city, suburban, town, and rural) that each have three sub-types. </attrdef>
</attr>
<attr>
<attrlabl Sync="TRUE">Latitude</attrlabl>
<attalias Sync="TRUE">Latitude</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
<attrdef>The angular distance (expressed in degrees) between the location of the school and the equator measured north to south.</attrdef>
</attr>
<attr>
<attrlabl Sync="TRUE">Longitude</attrlabl>
<attalias Sync="TRUE">Longitude</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
<attrdef>The angular distance (expressed in degrees) between the location of the school and the prime meridian measured from west to east.</attrdef>
</attr>
<attr>
<attrlabl Sync="FALSE">AAcount </attrlabl>
<attalias Sync="TRUE">AAcount</attalias>
<attrtype Sync="TRUE">Integer</attrtype>
<attwidth Sync="TRUE">4</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
<attrdef>The enrollment count of African American students on Fall Census Day (first Wednesday in October) in the academic year found in the 'Year' field.</attrdef>
</attr>
<attr>
<attrlabl Sync="TRUE">EnrollTota</attrlabl>
<attalias Sync="TRUE">EnrollTota</attalias>
<attrtype Sync="TRUE">Integer</attrtype>
<attwidth Sync="TRUE">4</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="FALSE">AApct </attrlabl>
<attalias Sync="TRUE">AApct</attalias>
<attrtype Sync="TRUE">Single</attrtype>
<attwidth Sync="TRUE">4</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
<attrdef>The enrollment rate of African American students on Fall Census Day (first Wednesday in October) in the academic year found in the 'Year' field.</attrdef>
</attr>
<attr>
<attrlabl Sync="FALSE">AIcount</attrlabl>
<attalias Sync="TRUE">AIcount</attalias>
<attrtype Sync="TRUE">Integer</attrtype>
<attwidth Sync="TRUE">4</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
<attrdef>The enrollment count of American Indian students on Fall Census Day (first Wednesday in October) in the academic year found in the 'Year' field.</attrdef>
</attr>
<attr>
<attrlabl Sync="TRUE">AIpct</attrlabl>
<attalias Sync="TRUE">AIpct</attalias>
<attrtype Sync="TRUE">Single</attrtype>
<attwidth Sync="TRUE">4</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
<attrdef>The enrollment rate of American Indian students on Fall Census Day (first Wednesday in October) in the academic year found in the 'Year' field.</attrdef>
</attr>
<attr>
<attrlabl Sync="FALSE">AScount </attrlabl>
<attalias Sync="TRUE">AScount</attalias>
<attrtype Sync="TRUE">Integer</attrtype>
<attwidth Sync="TRUE">4</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
<attrdef>The enrollment count of Asian students on Fall Census Day (first Wednesday in October) in the academic year found in the 'Year' field.</attrdef>
</attr>
<attr>
<attrlabl Sync="FALSE">ASpct </attrlabl>
<attalias Sync="TRUE">ASpct</attalias>
<attrtype Sync="TRUE">Single</attrtype>
<attwidth Sync="TRUE">4</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
<attrdef>The enrollment rate of Asian students on Fall Census Day (first Wednesday in October) in the academic year found in the 'Year' field.</attrdef>
</attr>
<attr>
<attrlabl Sync="FALSE">FIcount </attrlabl>
<attalias Sync="TRUE">FIcount</attalias>
<attrtype Sync="TRUE">Integer</attrtype>
<attwidth Sync="TRUE">4</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
<attrdef>The enrollment count of Filipino students on Fall Census Day (first Wednesday in October) in the academic year found in the 'Year' field.</attrdef>
</attr>
<attr>
<attrlabl Sync="FALSE">FIpct</attrlabl>
<attalias Sync="TRUE">FIpct</attalias>
<attrtype Sync="TRUE">Single</attrtype>
<attwidth Sync="TRUE">4</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
<attrdef>The enrollment rate of Filipino students on Fall Census Day (first Wednesday in October) in the academic year found in the 'Year' field.</attrdef>
</attr>
<attr>
<attrlabl Sync="FALSE">HIcount</attrlabl>
<attalias Sync="TRUE">HIcount</attalias>
<attrtype Sync="TRUE">Integer</attrtype>
<attwidth Sync="TRUE">4</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
<attrdef>The enrollment rate of Hispanic students on Fall Census Day (first Wednesday in October) in the academic year found in the 'Year' field.</attrdef>
</attr>
<attr>
<attrlabl Sync="FALSE">HIpct</attrlabl>
<attalias Sync="TRUE">HIpct</attalias>
<attrtype Sync="TRUE">Single</attrtype>
<attwidth Sync="TRUE">4</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
<attrdef>The enrollment rate of Hispanic students on Fall Census Day (first Wednesday in October) in the academic year found in the 'Year' field.</attrdef>
</attr>
<attr>
<attrlabl Sync="FALSE">PIcount</attrlabl>
<attalias Sync="TRUE">PIcount</attalias>
<attrtype Sync="TRUE">Integer</attrtype>
<attwidth Sync="TRUE">4</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
<attrdef>The enrollment count of Pacific Islander students on Fall Census Day (first Wednesday in October) in the academic year found in the 'Year' field.</attrdef>
</attr>
<attr>
<attrlabl Sync="FALSE">PIpct</attrlabl>
<attalias Sync="TRUE">PIpct</attalias>
<attrtype Sync="TRUE">Single</attrtype>
<attwidth Sync="TRUE">4</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
<attrdef>The enrollment rate of Pacific Islander students on Fall Census Day (first Wednesday in October) in the academic year found in the 'Year' field.</attrdef>
</attr>
<attr>
<attrlabl Sync="FALSE">WHcount</attrlabl>
<attalias Sync="TRUE">WHcount</attalias>
<attrtype Sync="TRUE">Integer</attrtype>
<attwidth Sync="TRUE">4</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
<attrdef>The enrollment count of white students on Fall Census Day (first Wednesday in October) in the academic year found in the 'Year' field.</attrdef>
</attr>
<attr>
<attrlabl Sync="FALSE">WHpct</attrlabl>
<attalias Sync="TRUE">WHpct</attalias>
<attrtype Sync="TRUE">Single</attrtype>
<attwidth Sync="TRUE">4</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
<attrdef>The enrollment rate of white students on Fall Census Day (first Wednesday in October) in the academic year found in the 'Year' field.</attrdef>
</attr>
<attr>
<attrlabl Sync="FALSE">MRcount</attrlabl>
<attalias Sync="TRUE">MRcount</attalias>
<attrtype Sync="TRUE">Integer</attrtype>
<attwidth Sync="TRUE">4</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
<attrdef>The enrollment count of students reporting two or more races on Fall Census Day (first Wednesday in October) in the academic year found in the 'Year' field.</attrdef>
</attr>
<attr>
<attrlabl Sync="FALSE">MRpct</attrlabl>
<attalias Sync="TRUE">MRpct</attalias>
<attrtype Sync="TRUE">Single</attrtype>
<attwidth Sync="TRUE">4</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
<attrdef>The enrollment rate of students reporting two or more races on Fall Census Day (first Wednesday in October) in the academic year found in the 'Year' field.</attrdef>
</attr>
<attr>
<attrlabl Sync="FALSE">NRcount</attrlabl>
<attalias Sync="TRUE">NRcount</attalias>
<attrtype Sync="TRUE">Integer</attrtype>
<attwidth Sync="TRUE">4</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
<attrmfrq>005</attrmfrq>
<attrdef>The enrollment count of students not reporting a race on Fall Census Day (first Wednesday in October) in the academic year found in the 'Year' field.</attrdef>
</attr>
<attr>
<attrlabl Sync="FALSE">NRpct</attrlabl>
<attalias Sync="TRUE">NRpct</attalias>
<attrtype Sync="TRUE">Single</attrtype>
<attwidth Sync="TRUE">4</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
<attrdef>The enrollment rate of students not reporting a race on Fall Census Day (first Wednesday in October) in the academic year found in the 'Year' field.</attrdef>
</attr>
<attr>
<attrlabl Sync="FALSE">ELcount</attrlabl>
<attalias Sync="TRUE">ELcount</attalias>
<attrtype Sync="TRUE">Integer</attrtype>
<attwidth Sync="TRUE">4</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
<attrdef>The enrollment count of English Learner students on Fall Census Day (first Wednesday in October) in the academic year found in the 'Year' field.</attrdef>
</attr>
<attr>
<attrlabl Sync="TRUE">ELpct</attrlabl>
<attalias Sync="TRUE">ELpct</attalias>
<attrtype Sync="TRUE">Single</attrtype>
<attwidth Sync="TRUE">4</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
<attrdef>The enrollment rate of English Learner students on Fall Census Day (first Wednesday in October) in the academic year found in the 'Year' field.</attrdef>
</attr>
<attr>
<attrlabl Sync="FALSE">FOScount</attrlabl>
<attalias Sync="TRUE">FOScount</attalias>
<attrtype Sync="TRUE">Integer</attrtype>
<attwidth Sync="TRUE">4</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
<attrdef>The enrollment count of foster students on Fall Census Day (first Wednesday in October) in the academic year found in the 'Year' field.</attrdef>
</attr>
<attr>
<attrlabl Sync="FALSE">FOSpct</attrlabl>
<attalias Sync="TRUE">FOSpct</attalias>
<attrtype Sync="TRUE">Single</attrtype>
<attwidth Sync="TRUE">4</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
<attrdef>The enrollment rate of foster students on Fall Census Day (first Wednesday in October) in the academic year found in the 'Year' field.</attrdef>
</attr>
<attr>
<attrlabl Sync="FALSE">HOMcount</attrlabl>
<attalias Sync="TRUE">HOMcount</attalias>
<attrtype Sync="TRUE">Integer</attrtype>
<attwidth Sync="TRUE">4</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
<attrdef>The enrollment count of homeless students on Fall Census Day (first Wednesday in October) in the academic year found in the 'Year' field.</attrdef>
</attr>
<attr>
<attrlabl Sync="FALSE">HOMpct</attrlabl>
<attalias Sync="TRUE">HOMpct</attalias>
<attrtype Sync="TRUE">Single</attrtype>
<attwidth Sync="TRUE">4</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
<attrdef>The enrollment rate of homeless students on Fall Census Day (first Wednesday in October) in the academic year found in the 'Year' field.</attrdef>
</attr>
<attr>
<attrlabl Sync="FALSE">MIGcount</attrlabl>
<attalias Sync="TRUE">MIGcount</attalias>
<attrtype Sync="TRUE">Integer</attrtype>
<attwidth Sync="TRUE">4</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
<attrdef>The enrollment count of migrant students on Fall Census Day (first Wednesday in October) in the academic year found in the 'Year' field.</attrdef>
</attr>
<attr>
<attrlabl Sync="FALSE">MIGpct</attrlabl>
<attalias Sync="TRUE">MIGpct</attalias>
<attrtype Sync="TRUE">Single</attrtype>
<attwidth Sync="TRUE">4</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
<attrdef>The enrollment rate of migrant students on Fall Census Day (first Wednesday in October) in the academic year found in the 'Year' field.</attrdef>
</attr>
<attr>
<attrlabl Sync="TRUE">SEDcount</attrlabl>
<attalias Sync="TRUE">SEDCount</attalias>
<attrtype Sync="TRUE">Integer</attrtype>
<attwidth Sync="TRUE">4</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
<attrdef>The enrollment count of students who were considered socioeconomically disadvantaged on Fall Census Day (first Wednesday in October) in the academic year found in the 'Year' field.</attrdef>
</attr>
<attr>
<attrlabl Sync="FALSE">SEDpct</attrlabl>
<attalias Sync="TRUE">SEDpct</attalias>
<attrtype Sync="TRUE">Single</attrtype>
<attwidth Sync="TRUE">4</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
<attrdef>The enrollment rate of students who were considered socioeconomically disadvantaged on Fall Census Day (first Wednesday in October) in the academic year found in the 'Year' field.</attrdef>
</attr>
<attr>
<attrlabl Sync="FALSE">SWDcount</attrlabl>
<attalias Sync="TRUE">SWDcount</attalias>
<attrtype Sync="TRUE">Integer</attrtype>
<attwidth Sync="TRUE">4</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
<attrdef>The enrollment count of students with disabilities on Fall Census Day (first Wednesday in October) in the academic year found in the 'Year' field.</attrdef>
</attr>
<attr>
<attrlabl Sync="FALSE">SWDpct</attrlabl>
<attalias Sync="TRUE">SWDpct</attalias>
<attrtype Sync="TRUE">Single</attrtype>
<attwidth Sync="TRUE">4</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
<attrdef>The enrollment rate of students with disabilities on Fall Census Day (first Wednesday in October) in the academic year found in the 'Year' field.</attrdef>
</attr>
<attr>
<attrlabl Sync="TRUE">FRPMcount</attrlabl>
<attalias Sync="FALSE">Free/Reduced Meal Eligible</attalias>
<attrtype Sync="TRUE">Integer</attrtype>
<attwidth Sync="TRUE">4</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
<attrdef>The enrollment count of students who were eligible for free/reduced price meals on Fall Census Day (first Wednesday in October) in the academic year found in the 'Year' field.
</attrdef>
</attr>
<attr>
<attrlabl Sync="TRUE">FRPMpct</attrlabl>
<attalias Sync="FALSE">Free/Reduced Meal Eligible (%)</attalias>
<attrtype Sync="TRUE">Single</attrtype>
<attwidth Sync="TRUE">4</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
<attrdef>The enrollment rate of students who were eligible for free/reduced price meals on Fall Census Day (first Wednesday in October) in the academic year found in the 'Year' field.
</attrdef>
</attr>
<attr>
<attrlabl Sync="TRUE">Region</attrlabl>
<attalias Sync="TRUE">Region</attalias>
<attrtype Sync="TRUE">String</attrtype>
<attwidth Sync="TRUE">2</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
<attrdef>Through a system of 11 service regions, the California County Superintendents provides the organizational mechanism for the 58 County Superintendents of Schools to design and implement statewide programs to identify and promote quality cost-effective educational practices and services, and provide support to school districts.</attrdef>
</attr>
<attr>
<attrlabl Sync="TRUE">CountyCode</attrlabl>
<attalias Sync="TRUE">CountyCode</attalias>
<attrtype Sync="TRUE">String</attrtype>
<attwidth Sync="TRUE">2</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">CountyNa_1</attrlabl>
<attalias Sync="TRUE">CountyNa_1</attalias>
<attrtype Sync="TRUE">String</attrtype>
<attwidth Sync="TRUE">15</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">DistrictEl</attrlabl>
<attalias Sync="TRUE">DistrictEl</attalias>
<attrtype Sync="TRUE">String</attrtype>
<attwidth Sync="TRUE">7</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">District_1</attrlabl>
<attalias Sync="TRUE">District_1</attalias>
<attrtype Sync="TRUE">String</attrtype>
<attwidth Sync="TRUE">50</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">DistrictHi</attrlabl>
<attalias Sync="TRUE">DistrictHi</attalias>
<attrtype Sync="TRUE">String</attrtype>
<attwidth Sync="TRUE">7</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">District_2</attrlabl>
<attalias Sync="TRUE">District_2</attalias>
<attrtype Sync="TRUE">String</attrtype>
<attwidth Sync="TRUE">50</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">DistrictUn</attrlabl>
<attalias Sync="TRUE">DistrictUn</attalias>
<attrtype Sync="TRUE">String</attrtype>
<attwidth Sync="TRUE">7</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">District_3</attrlabl>
<attalias Sync="TRUE">District_3</attalias>
<attrtype Sync="TRUE">String</attrtype>
<attwidth Sync="TRUE">50</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">ORIG_FID</attrlabl>
<attalias Sync="TRUE">ORIG_FID</attalias>
<attrtype Sync="TRUE">Integer</attrtype>
<attwidth Sync="TRUE">4</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
</detailed>
</eainfo>
<distInfo>
<distFormat>
<formatName Sync="TRUE">File Geodatabase Feature Class</formatName>
</distFormat>
</distInfo>
<mdHrLvName Sync="TRUE">dataset</mdHrLvName>
<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>
<spatRepInfo>
<VectSpatRep>
<geometObjs Name="California_Public_Schools_2324">
<geoObjTyp>
<GeoObjTypCd Sync="TRUE" value="004"/>
</geoObjTyp>
<geoObjCnt Sync="TRUE">0</geoObjCnt>
</geometObjs>
<topLvl>
<TopoLevCd Sync="TRUE" value="001"/>
</topLvl>
</VectSpatRep>
</spatRepInfo>
<spdoinfo>
<ptvctinf>
<esriterm Name="California_Public_Schools_2324">
<efeatyp Sync="TRUE">Simple</efeatyp>
<efeageom Sync="TRUE" code="1"/>
<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">20250519</mdDateSt>
</metadata>
