20220627
06574400
1.0
FALSE
Enterprise_Program
002
Geographic
GCS_WGS_1984
Angular Unit: Degree (0.017453)
<GeographicCoordinateSystem xsi:type='typens:GeographicCoordinateSystem' 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/3.0.0'><WKT>GEOGCS["GCS_WGS_1984",DATUM["D_WGS_1984",SPHEROID["WGS_1984",6378137.0,298.257223563]],PRIMEM["Greenwich",0.0],UNIT["Degree",0.0174532925199433],AUTHORITY["EPSG",4326]]</WKT><XOrigin>-400</XOrigin><YOrigin>-400</YOrigin><XYScale>999999999.99999988</XYScale><ZOrigin>-100000</ZOrigin><ZScale>10000</ZScale><MOrigin>-100000</MOrigin><MScale>10000</MScale><XYTolerance>8.983152841195215e-09</XYTolerance><ZTolerance>0.001</ZTolerance><MTolerance>0.001</MTolerance><HighPrecision>true</HighPrecision><LeftLongitude>-180</LeftLongitude><WKID>4326</WKID><LatestWKID>4326</LatestWKID></GeographicCoordinateSystem>
20251112
15441000
20251112
15441000
<div><span>This layer provides generalized boundaries of the United States in the 50 States and the District of Columbia, developed by Esri from U.S. Census Bureau sources and updated as boundaries change.<br /></span></div><div><span><br /></span></div><div><div><span><span><span>Attribute fields include 2020 total population from the <a href='https://www.census.gov/data/datasets/2020/dec/2020-census-redistricting-summary-file-dataset.html' target='_blank' rel='nofollow ugc noopener noreferrer'>U.S. Census Public Law 94 data</a>. </span></span></span><span><span><span>The geometry was originally extracted from ArcUSA
1:25M and slightly generalized for optimum performance. Geometry updates are only made if a state boundary changes.<br /></span></span></span></div><span><span><span><br /></span></span></span>This ready-to-use layer can be used in ArcGIS Pro and in ArcGIS Online and its configurable apps, dashboards, StoryMaps, custom apps, and mobile
apps. The data can also be exported for offline workflows. Cite the 'U.S. Census Bureau' when using this data.<span></span></div>
layer
polygon
population
demographics
area
generalized
Census
Census Bureau
United States
USA
U.S. States
States
2020
2021
2011
1992
Enterprise
Program
states
egis
This layer was joined with Living Atlas State Boundary and standalone table with Enterprise Program Mangers. This layer provides 2020 U.S. Census codes and population information, and generalized boundaries of the United States in the 50 States and the District of Columbia. U.S. States Generalized are polygons containing population totals from the 2020 Census.
Sources: Esri; U.S. Department of Commerce, Census Bureau; U.S. Department of Commerce (DOC), National Oceanic and Atmospheric Administration (NOAA), National Ocean Service (NOS), National Geodetic Survey (NGS)
<div><div><div><div><div style='text-align:Left;'><div><div><div><img src='https://downloads.esri.com/blogs/arcgisonline/esrilogo_new.png' /> This work is licensed under the Esri Master License Agreement.<br /><div><a href='https://goto.arcgis.com/termsofuse/viewsummary' target='_blank' rel='nofollow ugc noopener noreferrer'><b>View Summary</b></a> | <a href='https://goto.arcgis.com/termsofuse/viewtermsofuse' target='_blank' rel='nofollow ugc noopener noreferrer'><b>View Terms of Use</b></a></div></div></div></div></div></div></div></div></div>
Esri ArcGIS 13.0.0.36056
Enterprise_Program
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
File Geodatabase Feature Class
dataset
EPSG
6.2(3.0.1)
0
Simple
FALSE
0
TRUE
FALSE
Enterprise_Program
Feature Class
0
OBJECTID
OBJECTID
OID
4
0
0
Internal feature number.
Esri
Sequential unique whole numbers that are automatically generated.
Shape
Shape
Geometry
0
0
0
Feature geometry.
Esri
Coordinates defining the features.
STATE_ABBR
STATE_ABBR
String
2
0
0
STATE_FIPS
State FIPS
String
2
0
0
STATE_NAME
State Name
String
25
0
0
POPULATION
2020 Total Population
Integer
4
0
0
POP_SQMI
Population Density
Double
8
0
0
SQMI
Area in square miles
Double
8
0
0
State
State
String
8000
0
0
State_AB
State AB
String
8000
0
0
Ent_AE
Ent AE
String
8000
0
0
Mapping_Sales
Mapping Sales
String
8000
0
0
Airport
Airport
String
8000
0
0
Program_Managers
Program Managers
String
8000
0
0
Shape_Length
Shape_Length
Double
8
0
0
Length of feature in internal units.
Esri
Positive real numbers that are automatically generated.
Shape_Area
Shape_Area
Double
8
0
0
Area of feature in internal units squared.
Esri
Positive real numbers that are automatically generated.
20251112