5000 150000000 2021-08-19 15324300 2022-08-11 13:53:31.32 editor:esri.dijit.metadata.editor 1.0 FGDC CSDGM Metadata FGDC false FALSE 2022-01-11 11155500 002 Intersect_BG_Web 294830.028700 773287.727200 225109.585400 734393.748300 1 Projected GCS_North_American_1983_HARN NAD_1983_HARN_Wisconsin_TM Linear Unit: Meter (1.000000) <ProjectedCoordinateSystem xsi:type='typens:ProjectedCoordinateSystem' xmlns:xsi='http://www.w3.org/2001/XMLSchema-instance' xmlns:xs='http://www.w3.org/2001/XMLSchema' xmlns:typens='http://www.esri.com/schemas/ArcGIS/2.8.0'><WKT>PROJCS[&quot;NAD_1983_HARN_Wisconsin_TM&quot;,GEOGCS[&quot;GCS_North_American_1983_HARN&quot;,DATUM[&quot;D_North_American_1983_HARN&quot;,SPHEROID[&quot;GRS_1980&quot;,6378137.0,298.257222101]],PRIMEM[&quot;Greenwich&quot;,0.0],UNIT[&quot;Degree&quot;,0.0174532925199433]],PROJECTION[&quot;Transverse_Mercator&quot;],PARAMETER[&quot;False_Easting&quot;,520000.0],PARAMETER[&quot;False_Northing&quot;,-4480000.0],PARAMETER[&quot;Central_Meridian&quot;,-90.0],PARAMETER[&quot;Scale_Factor&quot;,0.9996],PARAMETER[&quot;Latitude_Of_Origin&quot;,0.0],UNIT[&quot;Meter&quot;,1.0],AUTHORITY[&quot;EPSG&quot;,3071]]</WKT><XOrigin>-5100900</XOrigin><YOrigin>-14478100</YOrigin><XYScale>10000</XYScale><ZOrigin>-100000</ZOrigin><ZScale>10000</ZScale><MOrigin>-100000</MOrigin><MScale>10000</MScale><XYTolerance>0.001</XYTolerance><ZTolerance>0.001</ZTolerance><MTolerance>0.001</MTolerance><HighPrecision>true</HighPrecision><WKID>3071</WKID><LatestWKID>3071</LatestWKID></ProjectedCoordinateSystem> dataset 1641933017125r48810075563203115 Joe Klang WisDOT GIS Solutions Specialist 2022-08-11 14:30:16.55 Tony J. Van Der Wielen WisDOT GIS Infrastructure Specialist tonyj.vanderwielen@dot.wi.gov See WisDOT Maps legal notices, disclaimer and terms of use at: https://wisconsindot.gov/Documents/doing-bus/gis/WisDOT-GIS-Data-Legal-062021.pdf 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 Simple FALSE 0 TRUE FALSE Block groups delineated for the 2020 Census (2020 Version) 2022-08-11T13:50:45.719-05:00 2022-08-11T13:50:48.033-05:00 Joe Klang WisDOT GIS Solutions Specialist tonyj.vanderwielen@dot.wi.gov <div style='text-align:Left;'><div style='text-align:Left;'><div>***This is subset of block groups around urbanized areas***</div><div><br /></div><div>Block groups delineated for the 2020 Census generally contain between 600 and 3,000 people. Local</div>participants delineated most block groups as part of the Census Bureau's Participant Statistical Areas<br />Program (PSAP). The Census Bureau delineated block groups only where a local or tribal government<br />declined to participate or where the Census Bureau could not identify a potential local participant .<br /><br />A block group usually covers a contiguous area. Each census tract contains at least one block group and<br />block groups are uniquely numbered within census tract. Within the standard census geographic<br />hierarchy, block groups never cross county or census tract boundaries, but may cross the boundaries of<br />county subdivisions, places, urban areas, voting districts, congressional districts, and American Indian,<br /><div>Alaska Native, and Native Hawaiian areas.</div><div><span style='font-weight:bold;'><br /></span></div><div><span style='font-weight:bold;'>TIGER Technical Documentation can be download here: <br /></span></div><a href='https://www2.census.gov/geo/pdfs/maps-data/data/tiger/tgrshp2020/TGRSHP2020_TechDoc.pdf' target='_blank' rel='nofollow ugc noopener noreferrer'>TIGER/Line® Shapefiles 2020 Technical Documentation</a><br /><div><br /></div><div><b><span style='font-size:12.0pt;'>Geographic<br />Data can be downloaded here: </span></b></div><br /><br /><p><a href='https://www.census.gov/cgi-bin/geo/shapefiles/index.php?year=2020&amp;layergroup=Block+Groups' target='_blank' rel='nofollow ugc noopener noreferrer'>2020Census Block Groups (2020 Version)</a><br /></p><br /><br /><p><b><span style='font-size:12.0pt;'>Census<br />Data can be downloaded here: </span></b></p><p><a href='https://data.census.gov/cedsci/all' rel='nofollow ugc'>Census Bureau Search</a><b><span style='font-size:12.0pt;'><br /></span></b></p><br />Census data used:<br /><ol><li>Income Data</li><ul><li>B19013</li><li>MEDIAN HOUSEHOLD INCOME IN THE PAST 12<br /> MONTHS (IN 2020 INFLATION-ADJUSTED DOLLARS)</li><li>2016-2020<br /> American Community Survey 5-Year Estimates</li></ul><li>Sex by Age </li><ul><li>B01001</li><li>SEX BY AGE</li><li>2016-2020<br /> American Community Survey 5-Year Estimates</li></ul><li>Race</li><ul><li>B02001</li><li>RACE</li><li>2016-2020<br /> American Community Survey 5-Year Estimates</li></ul></ol></div></div> Block groups delineated for the 2020 Census (2020 Version) US Census Bureau, Wisconsin Department of Transportation (WisDOT) Division of Business Management (DBM) GIS Services Unit Esri ArcGIS 12.8.0.29751 CensusboundariesNon-DriverBlock GroupsWisDOTWisconsin Department of Transportation Census 1 -92.964331 -86.666109 42.456934 47.083055 Other Constraints Other Constraints Other Constraints Other Constraints Other Constraints Other Constraints Other Constraints Other Constraints <p><span style='font-size:12pt; font-family:Helvetica, sans-serif;'>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. The boundaries depicted on this map do not represent the legal ownership boundaries of any property. The delineation of legal boundaries may only be conducted by a licensed surveyor. This map is not a survey of the actual boundary of any property this map depicts.</span></p><p>The TIGER/Line Shapefile products are not copyrighted however TIGER/Line and Census TIGER are registered trademarks of the U.S. Census Bureau. These products are free to use in a product or publication; however, acknowledgement must be given to the U.S. Census Bureau as the source. The boundary information in the TIGER/Line Shapefiles are for statistical data collection and tabulation purposes only; their depiction and designation for statistical purposes does not constitute a determination of jurisdictional authority or rights of ownership or entitlement and they are not legal land descriptions.<span style='font-size:12pt; font-family:Helvetica, sans-serif;'></span></p><span style='font-family:Helvetica, sans-serif;'><a href='https://wisdot.maps.arcgis.com/sharing/rest/content/items/d8b9a8a652c34fbfa3eb3003d1ad7b16/data' target='_blank' rel='nofollow ugc noopener noreferrer'><span style='background-color:inherit;'><span style='color:rgb(5, 99, 193);'><span style='background-image:initial; background-position:initial; background-size:initial; background-repeat:initial; background-attachment:initial; background-origin:initial; background-clip:initial;'><span style='font-variant-ligatures:none !important;'>WisDOT Legal Notices, Disclaimer and Terms of Use</span></span></span></span></a></span> File Geodatabase Feature Class 0 Intersect_BG_Web Feature Class 0 OBJECTID OBJECTID Internal feature number. Esri OID 4 0 0 Sequential unique whole numbers that are automatically generated. Shape Shape Feature geometry. Esri Geometry 0 0 0 Coordinates defining the features. STATEFP STATEFP Current state FIPS code US Census Bureau String 2 0 0 COUNTYFP COUNTYFP Current county FIPS code US Census Bureau String 3 0 0 TRACTCE TRACTCE Current census tract code US Census Bureau String 10 0 0 BLKGRPCE BLKGRPCE Current block group number US Census Bureau String 10 0 0 GEOID GEOID Census block group identifier; a concatenation of the current state FIPS code, county FIPS code, census tract code, and block group number. US Census Bureau String 12 0 0 NAMELSAD Block Group Current translated legal/statistical area description and the block group number US Census Bureau String 50 0 0 MTFCC MTFCC MAF/TIGER feature class code (G5030) US Census Bureau String 5 0 0 FUNCSTAT FUNCSTAT Current functional status US Census Bureau String 1 0 0 ALAND ALAND Current land area US Census Bureau Double 8 0 0 AWATER AWATER Current water area US Census Bureau Double 8 0 0 INTPTLAT INTPTLAT Current latitude of the internal point US Census Bureau String 12 0 0 INTPTLON INTPTLON Current longitude of the internal point US Census Bureau String 12 0 0 CNTY_FIPS CNTY_FIPS County FIPS WisDOT String 50 0 0 CNTY_NAME County Name County Name WisDOT String 50 0 0 COUSUBFP COUSUBFP City, Village and Town FIPS only WisDOT String 50 0 0 MCD_FIPS MCD_FIPS County and City, Village, and Town FIPS code WisDOT String 50 0 0 MCD_NAME City, Village, or Town Name City, Village, or Town Name WisDOT String 50 0 0 CTV City, Village, or Town City, Village, or Town designation WisDOT String 50 0 0 LABEL Unique City, Village, or Town Name Unique City, Village, or Town Name WisDOT String 50 0 0 DOACHANGE DOACHANGE DOA Change date DOA String 50 0 0 DOACNGDATE DOACNGDATE DOA Change date DOA Date 8 0 0 Total_Population Total Population Total Population US Census Bureau Integer 4 0 0 Under15 Population Under 15 Population Under 15 US Census Bureau Integer 4 0 0 Over15 Population 15 and Over Population 15 and Over US Census Bureau Integer 4 0 0 Total15_24 Population 15 - 24 Population 15 - 24 US Census Bureau Integer 4 0 0 Total25_44 Population 25 - 44 Population 25 - 44 US Census Bureau Integer 4 0 0 Total45_64 Population 45 - 64 Population 45 - 64 US Census Bureau Integer 4 0 0 Total65_Up Population 65 and Over Population 65 and Over US Census Bureau Integer 4 0 0 MHI_2019 Median Household Income 2019 Median Household Income US Census Bureau Integer 4 0 0 White_alone White alone White alone US Census Bureau Integer 4 0 0 Black_alone Black or African American alone Black or African American alone US Census Bureau Integer 4 0 0 American_Indian_alone American Indian and Alaska Native alone American Indian and Alaska Native alone US Census Bureau Integer 4 0 0 Asian_alone Asian alone Asian alone US Census Bureau Integer 4 0 0 Pacific_Islander_alone Native Hawaiian and Other Pacific Islander alone Native Hawaiian and Other Pacific Islander alone US Census Bureau Integer 4 0 0 Some_other_race_alone Some other race alone Some other race alone US Census Bureau Integer 4 0 0 Two_or_more_races Two or more races Two or more races US Census Bureau Integer 4 0 0 Shape_Length Shape_Length Length of feature in internal units. Esri Double 8 0 0 Positive real numbers that are automatically generated. Shape_Area Shape_Area Area of feature in internal units squared. Esri Double 8 0 0 Positive real numbers that are automatically generated. Range Non-Driver Estimate Range of Non Drivers WisDOT String 50 0 0 Range_Ovr15 Non-Driver Estimate (ages 15+) Range of Non Drivers (Over 15) WisDOT String 50 0 0 EPSG 6.12(9.2.0)