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            <resTitle>Crown Grants - 50k</resTitle>
            			
            <resAltTitle>CSW_MINING.CROWN_GRANT_POLY_50K</resAltTitle>
            			
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                <pubDate>2019-11-22T00:00:00</pubDate>
                			
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        <idAbs>&lt;div style='text-align:Left;'&gt;&lt;p style='margin:7 0 0 0;'&gt;In and around the early 1900s, the Government of Canada used Crown grants to issue interests in land.&lt;br /&gt;&lt;/p&gt;&lt;p style='margin:7 0 0 0;'&gt;&lt;span&gt;&lt;span&gt;If a Crown grant includes rights to mines and minerals, including quartz, in the location of the grant, quartz claims cannot be staked over the location of that Crown grant. If the Crown grant included both placer and quartz rights then neither type of claim can be staked over the Crown grant.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style='margin:7 0 0 0;'&gt;&lt;span&gt;This data represents the location of crown grants in the Yukon.&lt;/span&gt;&lt;/p&gt;&lt;p style='margin:7 0 0 0;'&gt;&lt;span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style='margin:0 0 0 0;'&gt;&lt;span&gt;&lt;span&gt;Distributed from &lt;/span&gt;&lt;/span&gt;&lt;a href='https://yukon.ca/geoyukon' rel='nofollow ugc' style='text-decoration:underline;'&gt;&lt;span&gt;&lt;span&gt;GeoYukon&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;span&gt;&lt;span&gt; by the &lt;/span&gt;&lt;/span&gt;&lt;a href='https://yukon.ca/maps' rel='nofollow ugc' style='text-decoration:underline;'&gt;&lt;span&gt;&lt;span&gt;Government of Yukon&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;span&gt;&lt;span&gt;. Discover more digital map data and interactive maps from Yukon's digital map data collection.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style='margin:0 0 0 0;'&gt;&lt;span&gt;&lt;span&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style='margin:0 0 0 0;'&gt;&lt;span&gt;&lt;span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style='margin:0 0 0 0;'&gt;&lt;span&gt;&lt;span&gt;For more information: &lt;/span&gt;&lt;/span&gt;&lt;a href='mailto:geomatics.help@gov.yk.ca' rel='nofollow ugc' style='text-decoration:underline;'&gt;&lt;span&gt;&lt;span&gt;geomatics.help@gov.yk.ca&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;&lt;/div&gt;</idAbs>
        		
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           		
        </Thumbnail>
        	
    </Binary>
    	
    <spdoinfo>
        		
        <ptvctinf>
            			
            <esriterm Name="CROWN_GRANT_POLY_50K">
                				
                <efeatyp>Simple</efeatyp>
                				
                <efeageom code="4"/>
                				
                <esritopo>FALSE</esritopo>
                				
                <efeacnt>97</efeacnt>
                				
                <spindex>TRUE</spindex>
                				
                <linrefer>FALSE</linrefer>
                			
            </esriterm>
            		
        </ptvctinf>
        	
    </spdoinfo>
    
</metadata>