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    <spdoinfo>
        		
        <ptvctinf>
            			
            <esriterm Name="RAB_Exp">
                				
                <efeatyp>Simple</efeatyp>
                				
                <efeageom code="1"/>
                				
                <esritopo>FALSE</esritopo>
                				
                <efeacnt>548</efeacnt>
                				
                <spindex>TRUE</spindex>
                				
                <linrefer>FALSE</linrefer>
                			
            </esriterm>
            		
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    <dataIdInfo>
        		
        <idCitation>
            			
            <resTitle>Roundabouts</resTitle>
            			
            <date>
                				
                <createDate>2022-08-26T00:00:00</createDate>
                				
                <pubDate>2022-08-26T00:00:00</pubDate>
                			
            </date>
            			
            <presForm>
                				
                <PresFormCd value="005"/>
                			
            </presForm>
            			
            <presForm>
                				
                <fgdcGeoform>vector digital data</fgdcGeoform>
                			
            </presForm>
            			
            <citRespParty>
                				
                <rpIndName>Dan Brugman</rpIndName>
                				
                <rpOrgName>WisDOT, DTSD</rpOrgName>
                				
                <rpPosName>State Traffic Safety Engineer</rpPosName>
                				
                <role>
                    					
                    <RoleCd value="006"/>
                    				
                </role>
                				
                <rpCntInfo>
                    					
                    <cntAddress addressType="physical">
                        						
                        <eMailAdd>daniel.brugman@dot.wi.gov</eMailAdd>
                        						
                        <delPoint>1681 Second Ave South</delPoint>
                        						
                        <city>Wisconsin Rapids</city>
                        						
                        <adminArea>WI</adminArea>
                        						
                        <postCode>54495</postCode>
                        						
                        <country>US</country>
                        					
                    </cntAddress>
                    					
                    <cntPhone>
                        						
                        <voiceNum>715-421-8337</voiceNum>
                        					
                    </cntPhone>
                    				
                </rpCntInfo>
                			
            </citRespParty>
            		
        </idCitation>
        		
        <idAbs>&lt;div style='text-align:Left;'&gt;&lt;p&gt;&lt;span style='font-family:&amp;quot;Avenir Next W01&amp;quot;, &amp;quot;Avenir Next W00&amp;quot;, &amp;quot;Avenir Next&amp;quot;, Avenir, &amp;quot;Helvetica Neue&amp;quot;, sans-serif; font-size:16px;'&gt;This application was created in 2021 to provide location information of Wisconsin's existing and proposed roundabouts on both the state highway and local systems. Roundabout inventory information was provided and maintained by Division of Transportation System Development (DTSD) Regional and Bureau staff. This information is updated on an annual basis.&lt;/span&gt;&lt;br /&gt;&lt;/p&gt;&lt;/div&gt;</idAbs>
        		
        <idPurp>This map consists of existing and proposed roundabout intersections located within the State of Wisconsin.</idPurp>
        		
        <idCredit>Wisconsin Department of Transportation (WisDOT), Division of Transportation System Development (DTSD), Bureau of Traffic Operations section (BTO), Bureau of Project Development (BPD)</idCredit>
        		
        <envirDesc>Esri ArcGIS 12.9.0.32739</envirDesc>
        		
        <dataLang>
            			
            <languageCode value="eng"/>
            			
            <countryCode value="USA"/>
            		
        </dataLang>
        		
        <dataChar>
            			
            <CharSetCd value="004"/>
            		
        </dataChar>
        		
        <spatRpType>
            			
            <SpatRepTypCd value="001"/>
            		
        </spatRpType>
        		
        <searchKeys>
            			
            
            			
            
            			
            
            			
            
            			
            
            			
            
            			
            
            			
            
            			
            
            			
            
            			
            
            			
            
            		
        <keyword>Roundabouts</keyword><keyword>Roundabout</keyword><keyword>RAB</keyword><keyword>WisDOT</keyword><keyword>Wisconsin Department of Transportation</keyword><keyword>DTSD</keyword><keyword>BTO</keyword><keyword>BPD</keyword><keyword>Division of Transportation System Development</keyword><keyword>Wisconsin</keyword><keyword>Bureau of Traffic Operations</keyword><keyword>Bureau of Project Development</keyword></searchKeys>
        		
        <themeKeys>
            			
            <keyword>SDR</keyword>
            			
            <keyword>Spatial Data Repository</keyword>
            			
            <keyword>WisDOT</keyword>
            			
            <keyword>Wisconsin Department of Transportation</keyword>
            			
            <keyword>Wisconsin</keyword>
            			
            <keyword>Roundabouts</keyword>
            			
            <keyword>Roundabout</keyword>
            			
            <keyword>RAB</keyword>
            		
        </themeKeys>
        		
        <dataExt>
            			
            <geoEle>
                				
                <GeoBndBox>
                    					
                    <exTypeCode>1</exTypeCode>
                    					
                    <westBL>-92.436255</westBL>
                    					
                    <eastBL>-88.205086</eastBL>
                    					
                    <southBL>42.576101</southBL>
                    					
                    <northBL>45.393672</northBL>
                    				
                </GeoBndBox>
                			
            </geoEle>
            		
        </dataExt>
        		
        <dataExt>
            			
            <geoEle>
                				
                <GeoBndBox>
                    					
                    <exTypeCode>1</exTypeCode>
                    					
                    <westBL>-92.790707</westBL>
                    					
                    <eastBL>-87.346485</eastBL>
                    					
                    <southBL>42.522479</southBL>
                    					
                    <northBL>46.721416</northBL>
                    				
                </GeoBndBox>
                			
            </geoEle>
            		
        </dataExt>
        		
        <idPoC>
            			
            <rpIndName>Kevin M. Scopoline</rpIndName>
            			
            <rpOrgName>WisDOT, DTSD</rpOrgName>
            			
            <rpPosName>State Traffic Safety Engineer</rpPosName>
            			
            <role>
                				
                <RoleCd value="007"/>
                			
            </role>
            			
            <rpCntInfo>
                				
                <cntAddress addressType="physical">
                    					
                    <eMailAdd>kevinm.scopoline@dot.wi.gov</eMailAdd>
                    					
                    <delPoint>4822 Madison Yards Way</delPoint>
                    					
                    <city>Madison</city>
                    					
                    <adminArea>WI</adminArea>
                    					
                    <postCode>53705</postCode>
                    					
                    <country>US</country>
                    				
                </cntAddress>
                				
                <cntPhone>
                    					
                    <voiceNum>608-266-1273</voiceNum>
                    				
                </cntPhone>
                			
            </rpCntInfo>
            		
        </idPoC>
        		
        <idPoC>
            			
            <rpIndName>Dan Brugman</rpIndName>
            			
            <rpOrgName>WisDOT, DTSD</rpOrgName>
            			
            <rpPosName>State Traffic Safety Engineer</rpPosName>
            			
            <role>
                				
                <RoleCd value="007"/>
                			
            </role>
            			
            <rpCntInfo>
                				
                <cntAddress addressType="physical">
                    					
                    <eMailAdd>daniel.brugman@dot.wi.gov</eMailAdd>
                    					
                    <delPoint>1681 Second Ave South</delPoint>
                    					
                    <city>Wisconsin Rapids</city>
                    					
                    <adminArea>WI</adminArea>
                    					
                    <postCode>54495</postCode>
                    					
                    <country>US</country>
                    				
                </cntAddress>
                				
                <cntPhone>
                    					
                    <voiceNum>715-421-8337</voiceNum>
                    				
                </cntPhone>
                			
            </rpCntInfo>
            		
        </idPoC>
        		
        <resMaint>
            			
            <maintFreq>
                				
                <MaintFreqCd value="008"/>
                			
            </maintFreq>
            			
            <maintCont>
                				
                <rpIndName>Dan Brugman</rpIndName>
                				
                <rpOrgName>WisDOT, DTSD</rpOrgName>
                				
                <rpPosName>State Traffic Safety Engineer</rpPosName>
                				
                <role>
                    					
                    <RoleCd value="007"/>
                    				
                </role>
                				
                <rpCntInfo>
                    					
                    <cntAddress addressType="physical">
                        						
                        <eMailAdd>daniel.brugman@dot.wi.gov</eMailAdd>
                        						
                        <delPoint>1681 Second Ave South</delPoint>
                        						
                        <city>Wisconsin Rapids</city>
                        						
                        <adminArea>WI</adminArea>
                        						
                        <postCode>54495</postCode>
                        						
                        <country>US</country>
                        					
                    </cntAddress>
                    					
                    <cntPhone>
                        						
                        <voiceNum>715-421-8337</voiceNum>
                        					
                    </cntPhone>
                    				
                </rpCntInfo>
                			
            </maintCont>
            			
            <maintCont>
                				
                <rpIndName>Kevin M. Scopoline</rpIndName>
                				
                <rpOrgName>WisDOT, DTSD</rpOrgName>
                				
                <rpPosName>State Traffic Safety Engineer</rpPosName>
                				
                <role>
                    					
                    <RoleCd value="007"/>
                    				
                </role>
                				
                <rpCntInfo>
                    					
                    <cntAddress addressType="physical">
                        						
                        <eMailAdd>kevinm.scopoline@dot.wi.gov</eMailAdd>
                        						
                        <delPoint>4822 Madison Yards Way</delPoint>
                        						
                        <city>Madison</city>
                        						
                        <adminArea>WI</adminArea>
                        						
                        <postCode>53705</postCode>
                        						
                        <country>US</country>
                        					
                    </cntAddress>
                    					
                    <cntPhone>
                        						
                        <voiceNum>608-266-1273</voiceNum>
                        					
                    </cntPhone>
                    				
                </rpCntInfo>
                			
            </maintCont>
            		
        </resMaint>
        		
        <resConst>
            			
            <Consts>
                				
                <useLimit>&lt;DIV STYLE="text-align:Left;"&gt;&lt;DIV&gt;&lt;DIV&gt;&lt;P&gt;&lt;A href="https://wisconsindot.gov:443/Documents/doing-bus/gis/WisDOT-GIS-Data-Legal-062021.pdf" STYLE="text-decoration:underline;"&gt;&lt;SPAN&gt;WisDOT Legal Notices, Disclaimer and Terms of Use. &lt;/SPAN&gt;&lt;/A&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN&gt;The information shown on this map has been obtained from various sources, and are of varying age, reliability and resolution. This map is not intended to be used for navigation, nor are these maps an authoritative source of information about legal land ownership, property boundaries, locations of utilities or public access. No warranty, expressed or implied, is made regarding accuracy, applicability for a particular use, completeness, or legality of the information herein. Additional terms of use including access, legal or other constraints may be defined in the source Metadata.&lt;/SPAN&gt;&lt;/P&gt;&lt;/DIV&gt;&lt;/DIV&gt;&lt;/DIV&gt;</useLimit>
                			
            </Consts>
            		
        </resConst>
        		
        <resConst>
            			
            <LegConsts>
                				
                <accessConsts>
                    					
                    <RestrictCd value="008"/>
                    				
                </accessConsts>
                				
                <othConsts>Other Constraints</othConsts>
                			
            </LegConsts>
            		
        </resConst>
        		
        <resConst>
            			
            <LegConsts>
                				
                <useConsts>
                    					
                    <RestrictCd value="008"/>
                    				
                </useConsts>
                				
                <othConsts>Other Constraints</othConsts>
                			
            </LegConsts>
            		
        </resConst>
        		
        <resConst>
            			
            <LegConsts>
                				
                <accessConsts>
                    					
                    <RestrictCd value="008"/>
                    				
                </accessConsts>
                				
                <othConsts>Other Constraints</othConsts>
                			
            </LegConsts>
            		
        </resConst>
        		
        <resConst>
            			
            <LegConsts>
                				
                <useConsts>
                    					
                    <RestrictCd value="008"/>
                    				
                </useConsts>
                				
                <othConsts>Other Constraints</othConsts>
                			
            </LegConsts>
            		
        </resConst>
        	
    </dataIdInfo>
    	
    <distInfo>
        		
        <distFormat>
            			
            <formatName>File Geodatabase Feature Class</formatName>
            		
        </distFormat>
        	
    </distInfo>
    	
    <spatRepInfo>
        		
        <VectSpatRep>
            			
            <topLvl>
                				
                <TopoLevCd value="001"/>
                			
            </topLvl>
            			
            <geometObjs Name="RAB_Exp">
                				
                <geoObjTyp>
                    					
                    <GeoObjTypCd value="004"/>
                    				
                </geoObjTyp>
                				
                <geoObjCnt>548</geoObjCnt>
                			
            </geometObjs>
            		
        </VectSpatRep>
        	
    </spatRepInfo>
    	
    <eainfo>
        		
        <detailed>
            			
            <enttyp>
                				
                <enttypl>CONSTRUCTION_ID</enttypl>
                				
                <enttypd>The WisDOT construction project number associated with the improvement.</enttypd>
                				
                <enttypds>WisDOT</enttypds>
                			
            </enttyp>
            			
            <attr>
                				
                <attrlabl>CONSTRUCTION_ID</attrlabl>
                				
                <attalias>Construction Project Identification</attalias>
                				
                <attrdef>The WisDOT construction project number associated with the improvement.</attrdef>
                				
                <attrdefs>WisDOT</attrdefs>
                				
                <attrtype>Text</attrtype>
                			
            </attr>
            		
        </detailed>
        		
        <detailed>
            			
            <enttyp>
                				
                <enttypl>REGION</enttypl>
                				
                <enttypd>The Wisconsin Department of Transportation's Regional area that the improvement resides in.</enttypd>
                				
                <enttypds>WisDOT</enttypds>
                			
            </enttyp>
            			
            <attr>
                				
                <attrlabl>REGION</attrlabl>
                				
                <attalias>Region</attalias>
                				
                <attrdef>The Wisconsin Department of Transportation's Regional area that the improvement resides in.</attrdef>
                				
                <attrdefs>WisDOT</attrdefs>
                				
                <attrtype>Text</attrtype>
                			
            </attr>
            		
        </detailed>
        		
        <detailed>
            			
            <enttyp>
                				
                <enttypl>COUNTY</enttypl>
                				
                <enttypd>The county that the improvement resides in.</enttypd>
                				
                <enttypds>WisDOT</enttypds>
                			
            </enttyp>
            			
            <attr>
                				
                <attrlabl>COUNTY</attrlabl>
                				
                <attalias>County</attalias>
                				
                <attrdef>The county that the improvement resides in.</attrdef>
                				
                <attrdefs>WisDOT</attrdefs>
                				
                <attrtype>Text</attrtype>
                			
            </attr>
            		
        </detailed>
        		
        <detailed>
            			
            <enttyp>
                				
                <enttypl>INT_NAME</enttypl>
                				
                <enttypd>The intersection name, comprised of the roadway names.</enttypd>
                				
                <enttypds>WisDOT</enttypds>
                			
            </enttyp>
            			
            <attr>
                				
                <attrlabl>INT_NAME</attrlabl>
                				
                <attalias>Intersection Name</attalias>
                				
                <attrdef>The intersection name, comprised of the roadway names.</attrdef>
                				
                <attrdefs>WisDOT</attrdefs>
                				
                <attrtype>Text</attrtype>
                			
            </attr>
            		
        </detailed>
        		
        <detailed>
            			
            <enttyp>
                				
                <enttypl>INT_ID</enttypl>
                				
                <enttypd>The unique intersection identification as stated in the intersection inventory.</enttypd>
                				
                <enttypds>WisDOT</enttypds>
                			
            </enttyp>
            			
            <attr>
                				
                <attrlabl>INT_ID</attrlabl>
                				
                <attalias>Intersection Identification</attalias>
                				
                <attrdef>The unique intersection identification as stated in the intersection inventory.</attrdef>
                				
                <attrdefs>WisDOT</attrdefs>
                				
                <attrtype>Text</attrtype>
                			
            </attr>
            		
        </detailed>
        		
        <detailed>
            			
            <enttyp>
                				
                <enttypl>NETWORK</enttypl>
                				
                <enttypd>The roadway network on which the improvement is located; either the state (STN) or local system (WISLR).</enttypd>
                				
                <enttypds>WisDOT</enttypds>
                			
            </enttyp>
            			
            <attr>
                				
                <attrlabl>NETWORK</attrlabl>
                				
                <attalias>Roadway Network</attalias>
                				
                <attrdef>The roadway network on which the improvement is located; either the state (STN) or local system (WISLR).</attrdef>
                				
                <attrdefs>WisDOT</attrdefs>
                				
                <attrtype>Text</attrtype>
                			
            </attr>
            		
        </detailed>
        		
        <detailed>
            			
            <enttyp>
                				
                <enttypl>AREA_TYPE</enttypl>
                				
                <enttypd>The geographical area where the alternative intersection is located based on factors such as population, land use, development and other factors.</enttypd>
                				
                <enttypds>WisDOT</enttypds>
                			
            </enttyp>
            			
            <attr>
                				
                <attrlabl>AREA_TYPE</attrlabl>
                				
                <attalias>Area Type</attalias>
                				
                <attrdef>The geographical area where the alternative intersection is located based on factors such as population, land use, development and other factors.</attrdef>
                				
                <attrdefs>WisDOT</attrdefs>
                				
                <attrtype>Text</attrtype>
                			
            </attr>
            		
        </detailed>
        		
        <detailed>
            			
            <enttyp>
                				
                <enttypl>GPS_COORD</enttypl>
                				
                <enttypd>The latitude and longitude of the intersection in decimal degrees (World Geodetic System 1984 (WGS84)).</enttypd>
                				
                <enttypds>WisDOT</enttypds>
                			
            </enttyp>
            			
            <attr>
                				
                <attrlabl>GPS_COORD</attrlabl>
                				
                <attalias>GPS Coordinates</attalias>
                				
                <attrdef>The latitude and longitude of the intersection in decimal degrees (World Geodetic System 1984 (WGS84)).</attrdef>
                				
                <attrdefs>WisDOT</attrdefs>
                				
                <attrtype>Text</attrtype>
                			
            </attr>
            		
        </detailed>
        		
        <detailed>
            			
            <enttyp>
                				
                <enttypl>LAT</enttypl>
                				
                <enttypd>Latitude coordinates of improvement (World Geodetic System 1984 (WGS84)).</enttypd>
                				
                <enttypds>WisDOT</enttypds>
                			
            </enttyp>
            			
            <attr>
                				
                <attrlabl>LAT</attrlabl>
                				
                <attalias>Latitude</attalias>
                				
                <attrdef>Latitude coordinates of improvement (World Geodetic System 1984 (WGS84)).</attrdef>
                				
                <attrdefs>WisDOT</attrdefs>
                				
                <attrtype>Double</attrtype>
                			
            </attr>
            		
        </detailed>
        		
        <detailed>
            			
            <enttyp>
                				
                <enttypl>LONG</enttypl>
                				
                <enttypd>Longitude coordinates of improvement (World Geodetic System 1984 (WGS84)).</enttypd>
                				
                <enttypds>WisDOT</enttypds>
                			
            </enttyp>
            			
            <attr>
                				
                <attrlabl>LONG</attrlabl>
                				
                <attalias>Longitude</attalias>
                				
                <attrdef>Longitude coordinates of improvement (World Geodetic System 1984 (WGS84)).</attrdef>
                				
                <attrdefs>WisDOT</attrdefs>
                				
                <attrtype>Double</attrtype>
                			
            </attr>
            		
        </detailed>
        		
        <detailed>
            			
            <enttyp>
                				
                <enttypl>PLAN_CONST_YEAR</enttypl>
                				
                <enttypd>The anticipated construction year of the project.</enttypd>
                				
                <enttypds>WisDOT</enttypds>
                			
            </enttyp>
            			
            <attr>
                				
                <attrlabl>PLAN_CONST_YEAR</attrlabl>
                				
                <attalias>Planned Construction Year</attalias>
                				
                <attrdef>The anticipated construction year of the project.</attrdef>
                				
                <attrdefs>WisDOT</attrdefs>
                				
                <attrtype>Long Integer</attrtype>
                			
            </attr>
            		
        </detailed>
        		
        <detailed>
            			
            <enttyp>
                				
                <enttypl>DATE_OPENED</enttypl>
                				
                <enttypd>The date which the improvement opened to traffic.</enttypd>
                				
                <enttypds>WisDOT</enttypds>
                			
            </enttyp>
            			
            <attr>
                				
                <attrlabl>DATE_OPENED</attrlabl>
                				
                <attalias>Date Opened</attalias>
                				
                <attrdef>The date which the improvement opened to traffic.</attrdef>
                				
                <attrdefs>WisDOT</attrdefs>
                				
                <attrtype>Text</attrtype>
                			
            </attr>
            		
        </detailed>
        		
        <detailed>
            			
            <enttyp>
                				
                <enttypl>YEAR_OPENED</enttypl>
                				
                <enttypd>The year which the improvement opened to traffic.</enttypd>
                				
                <enttypds>WisDOT</enttypds>
                			
            </enttyp>
            			
            <attr>
                				
                <attrlabl>YEAR_OPENED</attrlabl>
                				
                <attalias>Year Opened</attalias>
                				
                <attrdef>The year which the improvement opened to traffic.</attrdef>
                				
                <attrdefs>WisDOT</attrdefs>
                				
                <attrtype>Long Integer</attrtype>
                			
            </attr>
            		
        </detailed>
        		
        <detailed>
            			
            <enttyp>
                				
                <enttypl>STATUS</enttypl>
                				
                <enttypd>The status of the improvement; either existing (E) or proposed (P).</enttypd>
                				
                <enttypds>WisDOT</enttypds>
                			
            </enttyp>
            			
            <attr>
                				
                <attrlabl>STATUS</attrlabl>
                				
                <attalias>Status</attalias>
                				
                <attrdef>The status of the improvement; either existing (E) or proposed (P).</attrdef>
                				
                <attrdefs>WisDOT</attrdefs>
                				
                <attrtype>Text</attrtype>
                			
            </attr>
            		
        </detailed>
        		
        <detailed>
            			
            <enttyp>
                				
                <enttypl>NUM_LEGS</enttypl>
                				
                <enttypd>The number of legs at the intersection.</enttypd>
                				
                <enttypds>WisDOT</enttypds>
                			
            </enttyp>
            			
            <attr>
                				
                <attrlabl>NUM_LEGS</attrlabl>
                				
                <attalias>Number of Legs</attalias>
                				
                <attrdef>The number of legs at the intersection.</attrdef>
                				
                <attrdefs>WisDOT</attrdefs>
                				
                <attrtype>Double</attrtype>
                			
            </attr>
            		
        </detailed>
        		
        <detailed>
            			
            <enttyp>
                				
                <enttypl>LEG_1_MPH</enttypl>
                				
                <enttypd>The speed limit of the leg in MPH. Ramp speeds are assumed to be 45 MPH.</enttypd>
                				
                <enttypds>WisDOT</enttypds>
                			
            </enttyp>
            			
            <attr>
                				
                <attrlabl>LEG_1_MPH</attrlabl>
                				
                <attalias>Leg 1 MPH</attalias>
                				
                <attrdef>The speed limit of the leg in MPH. Ramp speeds are assumed to be 45 MPH.</attrdef>
                				
                <attrdefs>WisDOT</attrdefs>
                				
                <attrtype>Long Integer</attrtype>
                			
            </attr>
            		
        </detailed>
        		
        <detailed>
            			
            <enttyp>
                				
                <enttypl>LEG_2_MPH</enttypl>
                				
                <enttypd>The speed limit of the leg in MPH. Ramp speeds are assumed to be 45 MPH.</enttypd>
                				
                <enttypds>WisDOT</enttypds>
                			
            </enttyp>
            			
            <attr>
                				
                <attrlabl>LEG_2_MPH</attrlabl>
                				
                <attalias>Leg 2 MPH</attalias>
                				
                <attrdef>The speed limit of the leg in MPH. Ramp speeds are assumed to be 45 MPH.</attrdef>
                				
                <attrdefs>WisDOT</attrdefs>
                				
                <attrtype>Long Integer</attrtype>
                			
            </attr>
            		
        </detailed>
        		
        <detailed>
            			
            <enttyp>
                				
                <enttypl>LEG_3_MPH</enttypl>
                				
                <enttypd>The speed limit of the leg in MPH. Ramp speeds are assumed to be 45 MPH.</enttypd>
                				
                <enttypds>WisDOT</enttypds>
                			
            </enttyp>
            			
            <attr>
                				
                <attrlabl>LEG_3_MPH</attrlabl>
                				
                <attalias>Leg 3 MPH</attalias>
                				
                <attrdef>The speed limit of the leg in MPH. Ramp speeds are assumed to be 45 MPH.</attrdef>
                				
                <attrdefs>WisDOT</attrdefs>
                				
                <attrtype>Long Integer</attrtype>
                			
            </attr>
            		
        </detailed>
        		
        <detailed>
            			
            <enttyp>
                				
                <enttypl>LEG_4_MPH</enttypl>
                				
                <enttypd>The speed limit of the leg in MPH. Ramp speeds are assumed to be 45 MPH.</enttypd>
                				
                <enttypds>WisDOT</enttypds>
                			
            </enttyp>
            			
            <attr>
                				
                <attrlabl>LEG_4_MPH</attrlabl>
                				
                <attalias>Leg 4 MPH</attalias>
                				
                <attrdef>The speed limit of the leg in MPH. Ramp speeds are assumed to be 45 MPH.</attrdef>
                				
                <attrdefs>WisDOT</attrdefs>
                				
                <attrtype>Long Integer</attrtype>
                			
            </attr>
            		
        </detailed>
        		
        <detailed>
            			
            <enttyp>
                				
                <enttypl>COMMENTS</enttypl>
                				
                <enttypd>Any noteworthy comments associated with the improvement.</enttypd>
                				
                <enttypds>WisDOT</enttypds>
                			
            </enttyp>
            			
            <attr>
                				
                <attrlabl>COMMENTS</attrlabl>
                				
                <attrdef>Any noteworthy comments associated with the improvement.</attrdef>
                				
                <attrdefs>WisDOT</attrdefs>
                				
                <attrtype>Text</attrtype>
                			
            </attr>
            		
        </detailed>
        		
        <detailed>
            			
            <enttyp>
                				
                <enttypl>INT_TYPE</enttypl>
                				
                <enttypd>The category of intersection improvement.</enttypd>
                				
                <enttypds>WisDOT</enttypds>
                			
            </enttyp>
            			
            <attr>
                				
                <attrlabl>INT_TYPE</attrlabl>
                				
                <attalias>Intersection Type</attalias>
                				
                <attrdef>The category of intersection improvement.</attrdef>
                				
                <attrdefs>WisDOT</attrdefs>
                				
                <attrtype>Text</attrtype>
                			
            </attr>
            		
        </detailed>
        		
        <detailed>
            			
            <enttyp>
                				
                <enttypl>LOCAL_COMMUNITY</enttypl>
                				
                <enttypd>The community that the alternative intersection resides in.</enttypd>
                				
                <enttypds>WisDOT</enttypds>
                			
            </enttyp>
            			
            <attr>
                				
                <attrlabl>LOCAL_COMMUNITY</attrlabl>
                				
                <attalias>Local Community</attalias>
                				
                <attrdef>The community that the alternative intersection resides in.</attrdef>
                				
                <attrdefs>WisDOT</attrdefs>
                				
                <attrtype>Text</attrtype>
                			
            </attr>
            		
        </detailed>
        		
        <detailed>
            			
            <enttyp>
                				
                <enttypl>PR_TRAFFIC_CONTROL</enttypl>
                				
                <enttypd>The previous traffic control type that was at the intersection.</enttypd>
                				
                <enttypds>WisDOT</enttypds>
                			
            </enttyp>
            			
            <attr>
                				
                <attrlabl>PR_TRAFFIC_CONTROL</attrlabl>
                				
                <attalias>Previous Traffic Control</attalias>
                				
                <attrdef>The previous traffic control type that was at the intersection.</attrdef>
                				
                <attrdefs>WisDOT</attrdefs>
                				
                <attrtype>Text</attrtype>
                			
            </attr>
            		
        </detailed>
        		
        <detailed>
            			
            <enttyp>
                				
                <enttypl>MAX_CIRC_LANES</enttypl>
                				
                <enttypd>The maximum number of circulating lanes within the roundabout intersection.</enttypd>
                				
                <enttypds>WisDOT</enttypds>
                			
            </enttyp>
            			
            <attr>
                				
                <attrlabl>MAX_CIRC_LANES</attrlabl>
                				
                <attalias>Maximum Number of Circulating Lanes</attalias>
                				
                <attrdef>The maximum number of circulating lanes within the roundabout intersection.</attrdef>
                				
                <attrdefs>WisDOT</attrdefs>
                				
                <attrtype>Double</attrtype>
                			
            </attr>
            		
        </detailed>
        		
        <detailed>
            			
            <enttyp>
                				
                <enttypl>RAB_LANE_TYPE</enttypl>
                				
                <enttypd>Designates the roundabout as either "single-lane" or "multi-lane".</enttypd>
                				
                <enttypds>WisDOT</enttypds>
                			
            </enttyp>
            			
            <attr>
                				
                <attrlabl>RAB_LANE_TYPE</attrlabl>
                				
                <attalias>Roundabout Lane Type</attalias>
                				
                <attrdef>Designates the roundabout as either "single-lane" or "multi-lane".</attrdef>
                				
                <attrdefs>WisDOT</attrdefs>
                				
                <attrtype>Text</attrtype>
                			
            </attr>
            		
        </detailed>
        		
        <detailed>
            			
            <enttyp>
                				
                <enttypl>RAB_TYPE</enttypl>
                				
                <enttypd>Designates which kind of roundabout is present. See Facilities Design Manual (FDM) Chapter 11-26 for definitions.</enttypd>
                				
                <enttypds>WisDOT</enttypds>
                			
            </enttyp>
            			
            <attr>
                				
                <attrlabl>RAB_TYPE</attrlabl>
                				
                <attalias>Roundabout Type</attalias>
                				
                <attrdef>Designates which kind of roundabout is present. See Facilities Design Manual (FDM) Chapter 11-26 for definitions.</attrdef>
                				
                <attrdefs>WisDOT</attrdefs>
                				
                <attrtype>Text</attrtype>
                			
            </attr>
            		
        </detailed>
        		
        <detailed>
            			
            <enttyp>
                				
                <enttypl>NUM_LEGS_45MPH</enttypl>
                				
                <enttypd>The number of legs at the roundabout intersection with posted speeds greater than or equal to 45 miles per hour.</enttypd>
                				
                <enttypds>WisDOT</enttypds>
                			
            </enttyp>
            			
            <attr>
                				
                <attrlabl>NUM_LEGS_45MPH</attrlabl>
                				
                <attalias>Number of Legs with Posted Speeds &gt;= 45 miles per hour</attalias>
                				
                <attrdef>The number of legs at the roundabout intersection with posted speeds greater than or equal to 45 miles per hour.</attrdef>
                				
                <attrdefs>WisDOT</attrdefs>
                				
                <attrtype>Double</attrtype>
                			
            </attr>
            		
        </detailed>
        		
        <detailed>
            			
            <enttyp>
                				
                <enttypl>LEG_5_MPH</enttypl>
                				
                <enttypd>The speed limit of the leg in MPH. Ramp speeds are assumed to be 45 MPH.</enttypd>
                				
                <enttypds>WisDOT</enttypds>
                			
            </enttyp>
            			
            <attr>
                				
                <attrlabl>LEG_5_MPH</attrlabl>
                				
                <attalias>Leg 5 MPH</attalias>
                				
                <attrdef>The speed limit of the leg in MPH. Ramp speeds are assumed to be 45 MPH.</attrdef>
                				
                <attrdefs>WisDOT</attrdefs>
                				
                <attrtype>Long Integer</attrtype>
                			
            </attr>
            		
        </detailed>
        		
        <detailed>
            			
            <enttyp>
                				
                <enttypl>LEG_6_MPH</enttypl>
                				
                <enttypd>The speed limit of the leg in MPH. Ramp speeds are assumed to be 45 MPH.</enttypd>
                				
                <enttypds>WisDOT</enttypds>
                			
            </enttyp>
            			
            <attr>
                				
                <attrlabl>LEG_6_MPH</attrlabl>
                				
                <attalias>Leg 6 MPH</attalias>
                				
                <attrdef>The speed limit of the leg in MPH. Ramp speeds are assumed to be 45 MPH.</attrdef>
                				
                <attrdefs>WisDOT</attrdefs>
                				
                <attrtype>Long Integer</attrtype>
                			
            </attr>
            		
        </detailed>
        		
        <detailed>
            			
            <enttyp>
                				
                <enttypl>TRUCK_CASE</enttypl>
                				
                <enttypd>The design case which accommodates large trucks for a multi-lane roundabout. See Facilities Design Manual (FDM) Chapter 11-26 for more details on design case.</enttypd>
                				
                <enttypds>WisDOT</enttypds>
                			
            </enttyp>
            			
            <attr>
                				
                <attrlabl>TRUCK_CASE</attrlabl>
                				
                <attalias>Large Truck Multi-lane Entry type</attalias>
                				
                <attrdef>The design case which accommodates large trucks for a multi-lane roundabout. See Facilities Design Manual (FDM) Chapter 11-26 for more details on design case.</attrdef>
                				
                <attrdefs>WisDOT</attrdefs>
                				
                <attrtype>Text</attrtype>
                			
            </attr>
            		
        </detailed>
        		
        <detailed>
            			
            <enttyp>
                				
                <enttypl>MAINTENANCE_JURISDICTION</enttypl>
                				
                <enttypd>The jurisdiction responsible for maintaining the improvement.</enttypd>
                				
                <enttypds>WisDOT</enttypds>
                			
            </enttyp>
            			
            <attr>
                				
                <attrlabl>MAINTENANCE_JURISDICTION</attrlabl>
                				
                <attalias>Maintenance Jurisdiction</attalias>
                				
                <attrdef>The jurisdiction responsible for maintaining the improvement.</attrdef>
                				
                <attrdefs>WisDOT</attrdefs>
                				
                <attrtype>Text</attrtype>
                			
            </attr>
            		
        </detailed>
        	
    </eainfo>
    	
    <refSysInfo>
        		
        <RefSystem>
            			
            <refSysID>
                				
                <identCode code="4326"/>
                				
                <idCodeSpace>EPSG</idCodeSpace>
                				
                <idVersion>6.2(3.0.1)</idVersion>
                			
            </refSysID>
            		
        </RefSystem>
        	
    </refSysInfo>
    
</metadata>