<?xml version="1.0" encoding="UTF-8" standalone="no"?><metadata xml:lang="en">
    	
    <dataIdInfo>
        		
        <idCitation>
            			
            <resTitle>Percentage of 3rd Grade Students Passing MSA Math</resTitle>
            		
        </idCitation>
        		
        <idAbs>&lt;div&gt;&lt;span style='font-style: italic;'&gt;The percentage of students passing M.S.A. exams in reading and mathematics in 3rd, 5th, and 8th grades. Maryland School Assessment (MSA) scores measure the number of students scoring in one of three classifications out of all students enrolled in that grade. Students can either be rated as advanced, proficient, or having basic knowledge of a subject. This indicator includes only those students who have tested as advanced or proficient. &lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;span style='font-weight: bold;'&gt;Source:&lt;/span&gt; Baltimore City Public Schools &lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;span style='font-weight: bold;'&gt;Years Available:&lt;/span&gt; 2009-2010, 2010-2011, 2011-2012, 2012-2013, 2013-2014&lt;/div&gt;</idAbs>
        		
        <idPurp>The percentage of students passing M.S.A. exams in reading and mathematics in 3rd, 5th, and 8th grades. Maryland School Assessment (MSA) scores measure the number of students scoring in one of three classifications out of all students enrolled.</idPurp>
        		
        <idCredit>Baltimore Neighborhood Indicators Alliance - Jacob France Institute (bniajfi.org)</idCredit>
        		
        <dataChar>
            			
            <CharSetCd value="004"/>
            		
        </dataChar>
        		
        <searchKeys>
            			
            
            			
            
            			
            
            			
            
            			
            
            		
        <keyword>education</keyword></searchKeys>
        	
    </dataIdInfo>
    	
    <Esri>
        		
        <ArcGISstyle>ISO 19139 Metadata Implementation Specification GML3.2</ArcGISstyle>
        		
        <CreaDate>2020-02-26</CreaDate>
        		
        <CreaTime>11232300</CreaTime>
        		
        <ModDate>2021-01-04</ModDate>
        		
        <ModTime>10:23:13.93</ModTime>
        		
        <SyncOnce>TRUE</SyncOnce>
        		
        <ArcGISFormat>1.0</ArcGISFormat>
        		
        <ArcGISProfile>ISO19139</ArcGISProfile>
        		
        <PublishStatus>editor:esri.dijit.metadata.editor</PublishStatus>
        	
    </Esri>
    	
    <mdDateSt>2021-01-04</mdDateSt>
    	
    <mdFileID>1609773714737r33648968003546764</mdFileID>
    	
    <mdChar>
        		
        <CharSetCd value="004"/>
        	
    </mdChar>
    	
    <mdContact>
        		
        <role>
            			
            <RoleCd value="007"/>
            		
        </role>
        	
    </mdContact>
    	
    <Binary>
        		
        <Thumbnail>
            			
            <Data EsriPropertyType="PictureX">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</Data>
            		
        </Thumbnail>
        	
    </Binary>
    
</metadata>