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            <resTitle>LCG Alignment Centerline Compiled 20200618</resTitle>
            			
            <resAltTitle>Compiled LCG Highway Alternative Centerlines</resAltTitle>
            			
            <collTitle>Compiled LCG Alignment Alternatives</collTitle>
            			
            <date>
                				
                <createDate>2020-06-18T13:30:02.679-07:00</createDate>
                				
                <pubDate>2020-06-18T13:30:03.945-07:00</pubDate>
                				
                <reviseDate>2020-06-18T13:30:05.956-07:00</reviseDate>
                			
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                <rpIndName>Elliott Wong</rpIndName>
                				
                <rpOrgName>HNTB Corp</rpOrgName>
                				
                <rpPosName>Transportation Planner / GIS Lead</rpPosName>
                				
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        <idAbs>&lt;ul&gt;&lt;li&gt;Converted and compiled from the Engineering Design CAD .dgn files for the individual alignment alternatives available on 6/18/2020. &lt;/li&gt;&lt;li&gt;These will updated with Cut &amp;amp; Fill areas during the week 6/22 - 6/26. &lt;/li&gt;&lt;li&gt;These will be the basis for delineation of the needed ESL - Environmental Study Limits area. &lt;/li&gt;&lt;/ul&gt;</idAbs>
        		
        <idPurp>Compiled centerline feature class layer for Last Chance Grade Highway Design alignment alternatives.</idPurp>
        		
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        <keyword>Highway alternative centerline</keyword><keyword>Converted from DGN CAD</keyword><keyword>Engineering Layer</keyword><keyword>do_not_remove_this_tag_a1592510149831</keyword><keyword>do_not_remove_this_tag_1712394021486</keyword></searchKeys>
        		
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</Data>
 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