20231213
11554800
1.0
FALSE
USStateBoundaries
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/3.1.0'><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>1111948722.2222221</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>
20231213
11554800
20231213
11554800
Esri ArcGIS 13.1.3.41833
USStateBoundaries
File Geodatabase Feature Class
dataset
EPSG
6.2(3.0.1)
0
Simple
FALSE
0
TRUE
FALSE
USStateBoundaries
Feature Class
0
OBJECTID_12
OBJECTID_12
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.
FID_1
FID_1
SmallInteger
2
0
0
OBJECTID
OBJECTID
SmallInteger
2
0
0
NAME
NAME
String
20
0
0
STATE_ABBR
STATE_ABBR
String
2
0
0
STATE_FIPS
STATE_FIPS
String
2
0
0
ORDER_ADM
ORDER_ADM
SmallInteger
2
0
0
MONTH_ADM
MONTH_ADM
String
9
0
0
DAY_ADM
DAY_ADM
SmallInteger
2
0
0
YEAR_ADM
YEAR_ADM
SmallInteger
2
0
0
TYPE
TYPE
String
4
0
0
POP
POP
Integer
4
0
0
SQ_MILES
SQ_MILES
Double
8
0
0
PRIM_MILES
PRIM_MILES
Double
8
0
0
Shape_Leng
Shape_Leng
Double
8
0
0
Shape__Are
Shape__Are
Double
8
0
0
Shape__Len
Shape__Len
Double
8
0
0
Abbreviation
Abbreviation
String
255
0
0
State
State
String
255
0
0
Total_Number_of_Anti_ESG_Bills_
Total Number of Anti-ESG Bills in 2023
Double
8
0
0
Total_Number_of_Anti_ESG_Laws_i
Total Number of Anti-ESG Laws in 2023
Double
8
0
0
Current_State_Government_Trifec
Current State Government Trifecta Status
String
255
0
0
Total_Power_Produced_by_Renewab
Total Power Produced by Renewable Energy Sources (Thousand Megaw
Double
8
0
0
Percentage_of_Power_Produced_by
Percentage of Power Produced by Renewable Energy Sources
Double
8
0
0
Clean_Energy_Investment_by_Stat
Clean Energy Investment by State as a Percent of GDP 2022-2023
Double
8
0
0
State_GDP_2022
State GDP 2022
Double
8
0
0
State_Total_Employment_2022
State Total Employment 2022
Double
8
0
0
Clean_Jobs_2022
Clean Jobs 2022
Double
8
0
0
Energy_Workers_2022
Energy Workers 2022
Double
8
0
0
Clean_Energy_Job_Percentage_of_
Clean Energy Job Percentage of Total Energy Jobs
Double
8
0
0
Clean_Job_Percentage_of_Total_J
Clean Job Percentage of Total Jobs
Double
8
0
0
Labor_force_participation_perce
Labor force participation percent by sex: Women 2017-2021
Double
8
0
0
Environmental_Justice_Index
Environmental Justice Index
Double
8
0
0
F17
F17
String
255
0
0
F18
F18
String
255
0
0
F19
F19
String
255
0
0
F20
F20
String
255
0
0
F21
F21
String
255
0
0
F22
F22
String
255
0
0
F23
F23
String
255
0
0
F24
F24
String
255
0
0
F25
F25
String
255
0
0
F26
F26
String
255
0
0
F27
F27
String
255
0
0
ObjectID_1
ObjectID
Integer
4
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.
20231213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