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            <resTitle>Surficial Geology Polygon</resTitle>
            			
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        <idAbs>&lt;div style='text-align:Left;'&gt;&lt;div&gt;&lt;div&gt;&lt;p style='margin:0 0 11 0;'&gt;&lt;span&gt;&lt;span&gt;The Yukon Geological Survey (YGS) has compiled over 195 surficial geology maps into a standardized GIS format, providing approximately 80% coverage of the territory. The maps range in scales from 1:250,000 to 1:10,000 with spatial overlap between scales. The original maps were produced by various agencies, including the Geological Survey of Canada, YGS, Yukon Government, universities, and the City of Whitehorse.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style='margin:0 0 11 0;'&gt;&lt;span&gt;&lt;span&gt;All original feature descriptions have been preserved and also converted to standardized values using the Yukon terrain classification system. The compilation includes 4 GIS datasets and supporting documents available for download via &lt;/span&gt;&lt;/span&gt;&lt;a href='https://data.geology.gov.yk.ca/Compilation/33' style='text-decoration:underline;' rel='nofollow ugc'&gt;&lt;span style='text-decoration:underline;'&gt;&lt;span&gt;YGS integrated data system&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;span&gt;&lt;span&gt; (YGSIDS) or GeoYukon. A .lyr file is &lt;/span&gt;&lt;/span&gt;&lt;a href='https://data.geology.gov.yk.ca/Compilation/33' style='text-decoration:underline;' rel='nofollow ugc'&gt;&lt;span style='text-decoration:underline;'&gt;&lt;span&gt;provided&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;span&gt;&lt;span&gt; to symbolize feature classes and differentiate overlapping maps at different scales. Additionally, there is a surficial geology map index.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style='margin:0 0 11 0;'&gt;&lt;span&gt;&lt;span&gt;The polygon attributes captured include surficial material, texture, age, surface expression, and geomorphological processes. &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style='margin:0 0 11 0;'&gt;&lt;span&gt;&lt;span&gt;Line features include geological contacts, glacial limits, glacial landforms (cirques, arêtes, eskers, meltwater channels, moraines), and non-glacial landforms (faults, lineaments, landslides, escarpments).&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style='margin:0 0 11 0;'&gt;&lt;span&gt;&lt;span&gt;Point features include field station, fossil and sample locations, glacial landforms (erratics, kames, kettles, drumlins, flutings), permafrost features (pingos, palsas, patterned ground, thermokarst depressions), and other non-glacial landforms (landslides, tors).&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style='margin:0 0 11 0;'&gt;&lt;span&gt;&lt;span&gt;The map index provides information on each map publication such as author, map title, map scale, publisher. &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style='margin:0 0 11 0;'&gt;&lt;span&gt;&lt;span&gt;These data are valuable for land-use applications in the territory, including: mineral and placer exploration, geotechnical engineering, infrastructure planning, granular resource assessments, permafrost modeling, agricultural assessments, forest management, and biophysical or ecological land classification.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style='margin:0 0 11 0;'&gt;&lt;span /&gt;&lt;span /&gt;&lt;/p&gt;&lt;p style='margin:0 0 11 0;'&gt;&lt;span&gt;&lt;span&gt;Distributed from &lt;/span&gt;&lt;/span&gt;&lt;a href='https://yukon.ca/geoyukon' style='text-decoration:underline;' rel='nofollow ugc'&gt;&lt;span style='text-decoration:underline;'&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' style='text-decoration:underline;' rel='nofollow ugc'&gt;&lt;span style='text-decoration:underline;'&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 11 0;'&gt;&lt;span /&gt;&lt;span /&gt;&lt;/p&gt;&lt;p style='margin:0 0 11 0;'&gt;&lt;span&gt;&lt;span&gt;For more information:&lt;/span&gt;&lt;/span&gt;&lt;a href='mailto:geomatics.help@yukon.ca' style='text-decoration:underline;' rel='nofollow ugc'&gt;&lt;span style='text-decoration:underline;'&gt;&lt;span&gt;geomatics.help@yukon.ca&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;&lt;p style='margin:0 0 11 0;'&gt;&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;</idAbs>
        		
        <idPurp>A Yukon-wide compilation of spatial data derived from over 195 surficial geology maps originally published at scales ranging from 1:10,000 to 1:250,000. Polygon features describe surficial material, texture, age, surface expression and geomorphological processes. Line features include surficial geological contacts, glacial limits and linear landforms. Point features include field stations and small site specific landforms.</idPurp>
        		
        <idCredit>Government of Yukon</idCredit>
        		
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            </LegConsts>
            		
        </resConst>
        		
        <resConst>
            			
            <LegConsts>
                				
                <useConsts>
                    					
                    <RestrictCd value="008"/>
                    				
                </useConsts>
                				
                <othConsts>Other Constraints</othConsts>
                			
            </LegConsts>
            		
        </resConst>
        	
    </dataIdInfo>
    	
    <distInfo>
        		
        <distTranOps>
            			
            <onLineSrc>
                				
                <linkage>https://map-data.service.yukon.ca/GeoYukon/Geological/Surficial_Geology_Polygon/</linkage>
                			
            </onLineSrc>
            		
        </distTranOps>
        		
        <distTranOps>
            			
            <onLineSrc>
                				
                <linkage>https://yukon.maps.arcgis.com/home/item.html?id=5c63650e5c224590b0d59f6e1afc3553</linkage>
                			
            </onLineSrc>
            		
        </distTranOps>
        		
        <distFormat>
            			
            <formatName>Enterprise Geodatabase Feature Class</formatName>
            		
        </distFormat>
        	
    </distInfo>
    	
    <spatRepInfo>
        		
        <VectSpatRep>
            			
            <topLvl>
                				
                <TopoLevCd value="001"/>
                			
            </topLvl>
            			
            <geometObjs Name="SURFICIAL_GEOLOGY_POLY">
                				
                <geoObjTyp>
                    					
                    <GeoObjTypCd value="002"/>
                    				
                </geoObjTyp>
                				
                <geoObjCnt>107159</geoObjCnt>
                			
            </geometObjs>
            		
        </VectSpatRep>
        	
    </spatRepInfo>
    	
    <eainfo>
        		
        <detailed Name="SURFICIAL_GEOLOGY_POLY">
            			
            <enttyp>
                				
                <enttypl>CSW_GEOLOGY.SURFICIAL_GEOLOGY_POLY</enttypl>
                				
                <enttypt>Feature Class</enttypt>
                				
                <enttypc>107159</enttypc>
                			
            </enttyp>
            			
            <attr>
                				
                <attrlabl>OBJECTID</attrlabl>
                				
                <attalias>OBJECTID</attalias>
                				
                <attrdef>Internal feature number.</attrdef>
                				
                <attrdefs>Esri</attrdefs>
                				
                <attrtype>OID</attrtype>
                				
                <attwidth>4</attwidth>
                				
                <atprecis>10</atprecis>
                				
                <attscale>0</attscale>
                				
                <attrdomv>
                    					
                    <udom>Sequential unique whole numbers that are automatically generated.</udom>
                    				
                </attrdomv>
                			
            </attr>
            			
            <attr>
                				
                <attrlabl>SHAPE</attrlabl>
                				
                <attalias>SHAPE</attalias>
                				
                <attrdef>Feature geometry.</attrdef>
                				
                <attrdefs>Esri</attrdefs>
                				
                <attrtype>Geometry</attrtype>
                				
                <attwidth>8</attwidth>
                				
                <atprecis>0</atprecis>
                				
                <attscale>0</attscale>
                				
                <attrdomv>
                    					
                    <udom>Coordinates defining the features.</udom>
                    				
                </attrdomv>
                			
            </attr>
            			
            <attr>
                				
                <attrlabl>LABEL_ORIG</attrlabl>
                				
                <attalias>Label Original</attalias>
                				
                <attrtype>String</attrtype>
                				
                <attwidth>255</attwidth>
                				
                <atprecis>0</atprecis>
                				
                <attscale>0</attscale>
                			
            </attr>
            			
            <attr>
                				
                <attrlabl>LABEL_NEW</attrlabl>
                				
                <attalias>Label New</attalias>
                				
                <attrtype>String</attrtype>
                				
                <attwidth>255</attwidth>
                				
                <atprecis>0</atprecis>
                				
                <attscale>0</attscale>
                			
            </attr>
            			
            <attr>
                				
                <attrlabl>LABEL_FNL</attrlabl>
                				
                <attalias>Label Final</attalias>
                				
                <attrtype>String</attrtype>
                				
                <attwidth>50</attwidth>
                				
                <atprecis>0</atprecis>
                				
                <attscale>0</attscale>
                			
            </attr>
            			
            <attr>
                				
                <attrlabl>LABEL_SIMP</attrlabl>
                				
                <attalias>Label Simple</attalias>
                				
                <attrtype>String</attrtype>
                				
                <attwidth>50</attwidth>
                				
                <atprecis>0</atprecis>
                				
                <attscale>0</attscale>
                			
            </attr>
            			
            <attr>
                				
                <attrlabl>COMP_A</attrlabl>
                				
                <attalias>Component A</attalias>
                				
                <attrtype>String</attrtype>
                				
                <attwidth>50</attwidth>
                				
                <atprecis>0</atprecis>
                				
                <attscale>0</attscale>
                			
            </attr>
            			
            <attr>
                				
                <attrlabl>DELIMTR_AB</attrlabl>
                				
                <attalias>Delimiter AB</attalias>
                				
                <attrtype>String</attrtype>
                				
                <attwidth>4</attwidth>
                				
                <atprecis>0</atprecis>
                				
                <attscale>0</attscale>
                			
            </attr>
            			
            <attr>
                				
                <attrlabl>COMP_B</attrlabl>
                				
                <attalias>Component B</attalias>
                				
                <attrtype>String</attrtype>
                				
                <attwidth>50</attwidth>
                				
                <atprecis>0</atprecis>
                				
                <attscale>0</attscale>
                			
            </attr>
            			
            <attr>
                				
                <attrlabl>DELIMTR_BC</attrlabl>
                				
                <attalias>Delimiter BC</attalias>
                				
                <attrtype>String</attrtype>
                				
                <attwidth>4</attwidth>
                				
                <atprecis>0</atprecis>
                				
                <attscale>0</attscale>
                			
            </attr>
            			
            <attr>
                				
                <attrlabl>COMP_C</attrlabl>
                				
                <attalias>Component C</attalias>
                				
                <attrtype>String</attrtype>
                				
                <attwidth>50</attwidth>
                				
                <atprecis>0</atprecis>
                				
                <attscale>0</attscale>
                			
            </attr>
            			
            <attr>
                				
                <attrlabl>DELIMTR_CD</attrlabl>
                				
                <attalias>Delimiter CD</attalias>
                				
                <attrtype>String</attrtype>
                				
                <attwidth>4</attwidth>
                				
                <atprecis>0</atprecis>
                				
                <attscale>0</attscale>
                			
            </attr>
            			
            <attr>
                				
                <attrlabl>COMP_D</attrlabl>
                				
                <attalias>Component D</attalias>
                				
                <attrtype>String</attrtype>
                				
                <attwidth>50</attwidth>
                				
                <atprecis>0</atprecis>
                				
                <attscale>0</attscale>
                			
            </attr>
            			
            <attr>
                				
                <attrlabl>PROCESS</attrlabl>
                				
                <attalias>Process</attalias>
                				
                <attrtype>String</attrtype>
                				
                <attwidth>50</attwidth>
                				
                <atprecis>0</atprecis>
                				
                <attscale>0</attscale>
                			
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            <attr>
                				
                <attrlabl>COMMENTS</attrlabl>
                				
                <attalias>Comments</attalias>
                				
                <attrtype>String</attrtype>
                				
                <attwidth>255</attwidth>
                				
                <atprecis>0</atprecis>
                				
                <attscale>0</attscale>
                			
            </attr>
            			
            <attr>
                				
                <attrlabl>PARTCOV_A</attrlabl>
                				
                <attalias>Partial Cover A</attalias>
                				
                <attrtype>String</attrtype>
                				
                <attwidth>1</attwidth>
                				
                <atprecis>0</atprecis>
                				
                <attscale>0</attscale>
                			
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            <attr>
                				
                <attrlabl>BEDROCK_A</attrlabl>
                				
                <attalias>Bedrock A</attalias>
                				
                <attrtype>String</attrtype>
                				
                <attwidth>2</attwidth>
                				
                <atprecis>0</atprecis>
                				
                <attscale>0</attscale>
                			
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                <attrlabl>TEXTURE_1A</attrlabl>
                				
                <attalias>Texture 1 A</attalias>
                				
                <attrtype>String</attrtype>
                				
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                <attrlabl>TEXTURE_2A</attrlabl>
                				
                <attalias>Texture 2 A</attalias>
                				
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                <attrlabl>TEXTURE_3A</attrlabl>
                				
                <attalias>Texture 3 A</attalias>
                				
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                <attrlabl>MATERIAL_A</attrlabl>
                				
                <attalias>Surficial Material A</attalias>
                				
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                <attrlabl>QUALFIER_A</attrlabl>
                				
                <attalias>Qualifier A</attalias>
                				
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                <attalias>SubType A</attalias>
                				
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                <attalias>Age A</attalias>
                				
                <attrtype>String</attrtype>
                				
                <attwidth>2</attwidth>
                				
                <atprecis>0</atprecis>
                				
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            <attr>
                				
                <attrlabl>EXPRSSN_1A</attrlabl>
                				
                <attalias>Expression 1 A</attalias>
                				
                <attrtype>String</attrtype>
                				
                <attwidth>1</attwidth>
                				
                <atprecis>0</atprecis>
                				
                <attscale>0</attscale>
                			
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            <attr>
                				
                <attrlabl>EXPRSSN_2A</attrlabl>
                				
                <attalias>Expression 2 A</attalias>
                				
                <attrtype>String</attrtype>
                				
                <attwidth>1</attwidth>
                				
                <atprecis>0</atprecis>
                				
                <attscale>0</attscale>
                			
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            <attr>
                				
                <attrlabl>EXPRSSN_3A</attrlabl>
                				
                <attalias>Expression 3 A</attalias>
                				
                <attrtype>String</attrtype>
                				
                <attwidth>1</attwidth>
                				
                <atprecis>0</atprecis>
                				
                <attscale>0</attscale>
                			
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            <attr>
                				
                <attrlabl>PARTCOV_B</attrlabl>
                				
                <attalias>Partial Cover B</attalias>
                				
                <attrtype>String</attrtype>
                				
                <attwidth>1</attwidth>
                				
                <atprecis>0</atprecis>
                				
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                <attrlabl>BEDROCK_B</attrlabl>
                				
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                <attrtype>String</attrtype>
                				
                <attwidth>2</attwidth>
                				
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                <attalias>Texture 1 B</attalias>
                				
                <attrtype>String</attrtype>
                				
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                <attalias>Texture 2 B</attalias>
                				
                <attrtype>String</attrtype>
                				
                <attwidth>1</attwidth>
                				
                <atprecis>0</atprecis>
                				
                <attscale>0</attscale>
                			
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                <attalias>Texture 3 B</attalias>
                				
                <attrtype>String</attrtype>
                				
                <attwidth>1</attwidth>
                				
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                <attscale>0</attscale>
                			
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            <attr>
                				
                <attrlabl>MATERIAL_B</attrlabl>
                				
                <attalias>Surficial Material B</attalias>
                				
                <attrtype>String</attrtype>
                				
                <attwidth>2</attwidth>
                				
                <atprecis>0</atprecis>
                				
                <attscale>0</attscale>
                			
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            <attr>
                				
                <attrlabl>QUALFIER_B</attrlabl>
                				
                <attalias>Qualifier B</attalias>
                				
                <attrtype>String</attrtype>
                				
                <attwidth>1</attwidth>
                				
                <atprecis>0</atprecis>
                				
                <attscale>0</attscale>
                			
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            <attr>
                				
                <attrlabl>SUBTYPE_B</attrlabl>
                				
                <attalias>SubType B</attalias>
                				
                <attrtype>String</attrtype>
                				
                <attwidth>1</attwidth>
                				
                <atprecis>0</atprecis>
                				
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                <attalias>Age B</attalias>
                				
                <attrtype>String</attrtype>
                				
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                <atprecis>0</atprecis>
                				
                <attscale>0</attscale>
                			
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            <attr>
                				
                <attrlabl>EXPRSSN_1B</attrlabl>
                				
                <attalias>Expression 1 B</attalias>
                				
                <attrtype>String</attrtype>
                				
                <attwidth>1</attwidth>
                				
                <atprecis>0</atprecis>
                				
                <attscale>0</attscale>
                			
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            <attr>
                				
                <attrlabl>EXPRSSN_2B</attrlabl>
                				
                <attalias>Expression 2 B</attalias>
                				
                <attrtype>String</attrtype>
                				
                <attwidth>1</attwidth>
                				
                <atprecis>0</atprecis>
                				
                <attscale>0</attscale>
                			
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            <attr>
                				
                <attrlabl>EXPRSSN_3B</attrlabl>
                				
                <attalias>Expression 3 B</attalias>
                				
                <attrtype>String</attrtype>
                				
                <attwidth>1</attwidth>
                				
                <atprecis>0</atprecis>
                				
                <attscale>0</attscale>
                			
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            <attr>
                				
                <attrlabl>PARTCOV_C</attrlabl>
                				
                <attalias>Partial Cover C</attalias>
                				
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                <attscale>0</attscale>
                			
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            <attr>
                				
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                <attalias>Bedrock C</attalias>
                				
                <attrtype>String</attrtype>
                				
                <attwidth>2</attwidth>
                				
                <atprecis>0</atprecis>
                				
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                <attalias>Texture 1 C</attalias>
                				
                <attrtype>String</attrtype>
                				
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                <attalias>Surficial Material C</attalias>
                				
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                <attrlabl>QUALFIER_C</attrlabl>
                				
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                <attalias>Age C</attalias>
                				
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            <attr>
                				
                <attrlabl>EXPRSSN_1C</attrlabl>
                				
                <attalias>Expression 1 C</attalias>
                				
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                <attalias>Expression 3 C</attalias>
                				
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                <attrlabl>EXPRSN3_D</attrlabl>
                				
                <attalias>Expression 3 D</attalias>
                				
                <attrtype>String</attrtype>
                				
                <attwidth>1</attwidth>
                				
                <atprecis>0</atprecis>
                				
                <attscale>0</attscale>
                			
            </attr>
            			
            <attr>
                				
                <attrlabl>PROCESS_A</attrlabl>
                				
                <attalias>Process A</attalias>
                				
                <attrtype>String</attrtype>
                				
                <attwidth>1</attwidth>
                				
                <atprecis>0</atprecis>
                				
                <attscale>0</attscale>
                			
            </attr>
            			
            <attr>
                				
                <attrlabl>PRO_QUAL_A</attrlabl>
                				
                <attalias>Process A Activity Qualifier</attalias>
                				
                <attrtype>String</attrtype>
                				
                <attwidth>20</attwidth>
                				
                <atprecis>0</atprecis>
                				
                <attscale>0</attscale>
                			
            </attr>
            			
            <attr>
                				
                <attrlabl>PROCLASS1A</attrlabl>
                				
                <attalias>Process A Subclass 1</attalias>
                				
                <attrtype>String</attrtype>
                				
                <attwidth>1</attwidth>
                				
                <atprecis>0</atprecis>
                				
                <attscale>0</attscale>
                			
            </attr>
            			
            <attr>
                				
                <attrlabl>PROCLASS2A</attrlabl>
                				
                <attalias>Process A Subclass 2</attalias>
                				
                <attrtype>String</attrtype>
                				
                <attwidth>1</attwidth>
                				
                <atprecis>0</atprecis>
                				
                <attscale>0</attscale>
                			
            </attr>
            			
            <attr>
                				
                <attrlabl>PROCESS_B</attrlabl>
                				
                <attalias>Process B</attalias>
                				
                <attrtype>String</attrtype>
                				
                <attwidth>1</attwidth>
                				
                <atprecis>0</atprecis>
                				
                <attscale>0</attscale>
                			
            </attr>
            			
            <attr>
                				
                <attrlabl>PRO_QUAL_B</attrlabl>
                				
                <attalias>Process B Activity Qualifier</attalias>
                				
                <attrtype>String</attrtype>
                				
                <attwidth>20</attwidth>
                				
                <atprecis>0</atprecis>
                				
                <attscale>0</attscale>
                			
            </attr>
            			
            <attr>
                				
                <attrlabl>PROCLASS1B</attrlabl>
                				
                <attalias>Process B Subclass 1</attalias>
                				
                <attrtype>String</attrtype>
                				
                <attwidth>1</attwidth>
                				
                <atprecis>0</atprecis>
                				
                <attscale>0</attscale>
                			
            </attr>
            			
            <attr>
                				
                <attrlabl>PROCLASS2B</attrlabl>
                				
                <attalias>Process B Subclass 2</attalias>
                				
                <attrtype>String</attrtype>
                				
                <attwidth>1</attwidth>
                				
                <atprecis>0</atprecis>
                				
                <attscale>0</attscale>
                			
            </attr>
            			
            <attr>
                				
                <attrlabl>PROCESS_C</attrlabl>
                				
                <attalias>Process C</attalias>
                				
                <attrtype>String</attrtype>
                				
                <attwidth>1</attwidth>
                				
                <atprecis>0</atprecis>
                				
                <attscale>0</attscale>
                			
            </attr>
            			
            <attr>
                				
                <attrlabl>PRO_QUAL_C</attrlabl>
                				
                <attalias>Process C Activity Qualifier</attalias>
                				
                <attrtype>String</attrtype>
                				
                <attwidth>20</attwidth>
                				
                <atprecis>0</atprecis>
                				
                <attscale>0</attscale>
                			
            </attr>
            			
            <attr>
                				
                <attrlabl>PROCLASS1C</attrlabl>
                				
                <attalias>Process C Subclass 1</attalias>
                				
                <attrtype>String</attrtype>
                				
                <attwidth>1</attwidth>
                				
                <atprecis>0</atprecis>
                				
                <attscale>0</attscale>
                			
            </attr>
            			
            <attr>
                				
                <attrlabl>PROCLASS2C</attrlabl>
                				
                <attalias>Process C Subclass 2</attalias>
                				
                <attrtype>String</attrtype>
                				
                <attwidth>1</attwidth>
                				
                <atprecis>0</atprecis>
                				
                <attscale>0</attscale>
                			
            </attr>
            			
            <attr>
                				
                <attrlabl>DOM_MATERL</attrlabl>
                				
                <attalias>Dominant Material</attalias>
                				
                <attrtype>String</attrtype>
                				
                <attwidth>2</attwidth>
                				
                <atprecis>0</atprecis>
                				
                <attscale>0</attscale>
                			
            </attr>
            			
            <attr>
                				
                <attrlabl>DOM_QUALFR</attrlabl>
                				
                <attalias>Dominant Qualifier</attalias>
                				
                <attrtype>String</attrtype>
                				
                <attwidth>1</attwidth>
                				
                <atprecis>0</atprecis>
                				
                <attscale>0</attscale>
                			
            </attr>
            			
            <attr>
                				
                <attrlabl>DOM_AGE</attrlabl>
                				
                <attalias>Dominant Age</attalias>
                				
                <attrtype>String</attrtype>
                				
                <attwidth>2</attwidth>
                				
                <atprecis>0</atprecis>
                				
                <attscale>0</attscale>
                			
            </attr>
            			
            <attr>
                				
                <attrlabl>MAP_ORIG</attrlabl>
                				
                <attalias>Original Map</attalias>
                				
                <attrtype>String</attrtype>
                				
                <attwidth>255</attwidth>
                				
                <atprecis>0</atprecis>
                				
                <attscale>0</attscale>
                			
            </attr>
            			
            <attr>
                				
                <attrlabl>MAP_SCALE</attrlabl>
                				
                <attalias>Map Scale</attalias>
                				
                <attrtype>String</attrtype>
                				
                <attwidth>12</attwidth>
                				
                <atprecis>0</atprecis>
                				
                <attscale>0</attscale>
                			
            </attr>
            			
            <attr>
                				
                <attrlabl>SHAPE.AREA</attrlabl>
                				
                <attalias>SHAPE.AREA</attalias>
                				
                <attrtype>Double</attrtype>
                				
                <attwidth>0</attwidth>
                				
                <atprecis>0</atprecis>
                				
                <attscale>0</attscale>
                			
            </attr>
            			
            <attr>
                				
                <attrlabl>SHAPE.LEN</attrlabl>
                				
                <attalias>SHAPE.LEN</attalias>
                				
                <attrtype>Double</attrtype>
                				
                <attwidth>0</attwidth>
                				
                <atprecis>0</atprecis>
                				
                <attscale>0</attscale>
                			
            </attr>
            		
        </detailed>
        	
    </eainfo>
    	
    <refSysInfo>
        		
        <RefSystem>
            			
            <refSysID>
                				
                <identCode code="3578"/>
                				
                <idCodeSpace>EPSG</idCodeSpace>
                				
                <idVersion>6.13(9.3.0.0)</idVersion>
                			
            </refSysID>
            		
        </RefSystem>
        	
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