20260325
16275700
FALSE
20260312
09405200
20260312
09405200
JUSTICE_PEACE_DISTRICT_2011
355100.061900
802888.479300
3652558.170500
4042952.679300
1
002
Projected
GCS_North_American_1983
Linear Unit: Meter (1.000000)
NAD_1983_UTM_Zone_15N
<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/3.5.0'><WKT>PROJCS["NAD_1983_UTM_Zone_15N",GEOGCS["GCS_North_American_1983",DATUM["D_North_American_1983",SPHEROID["GRS_1980",6378137.0,298.257222101]],PRIMEM["Greenwich",0.0],UNIT["Degree",0.0174532925199433]],PROJECTION["Transverse_Mercator"],PARAMETER["False_Easting",500000.0],PARAMETER["False_Northing",0.0],PARAMETER["Central_Meridian",-93.0],PARAMETER["Scale_Factor",0.9996],PARAMETER["Latitude_Of_Origin",0.0],UNIT["Meter",1.0],AUTHORITY["EPSG",26915]]</WKT><XOrigin>-5120900</XOrigin><YOrigin>-9998100</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>26915</WKID><LatestWKID>26915</LatestWKID></ProjectedCoordinateSystem>
Published
FGDC
1.0
150000000
5000
FGDC CSDGM Metadata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Arkansas GIS Office
State of Arkansas
GIS Lead
501-682-2929
1 Capitol Mall, Suite 6D
Little Rock
AR
72212
US
communication@arkansasgisoffice.org
20170112
ArcGIS Metadata
1.0
Arkansas GIS Office
State of Arkansas
501-682-2929
1 Capitol Mall, Suite 6D
Little Rock
AR
72212
US
communication@arkansasgisoffice.org
https://gis.arkansas.gov/arcgis/rest/services/FEATURESERVICES/Boundaries/FeatureServer/19
http://gis.arkansas.gov/product/justice-of-the-peace-districts/
http://www.gis.arkansas.gov/?product=justice-of-the-peace-districts
Enterprise Geodatabase Feature Class
asdi.boundaries.JUSTICE_PEACE_DISTRICT
vector digital data
<DIV STYLE="text-align:Left;"><DIV><P><SPAN>This dataset contains polygons which represent justice of the peace boundaries for the State of Arkansas. By Arkansas law, the political subdivisions of the State are required to review the boundary lines of various election districts after each decennial census. This ensures the citizens of the county are equally represented by their elected officials. This process is widely known as redistricting. The process of establishing new districts or updating boundary lines is subject to certain constitutional and statutory requirements. The number of Quorum Court districts per county in Arkansas is based upon population ranges (Arkansas Code 14-14-402). The number of Quorum Court districts per county in Arkansas is based upon population ranges (Arkansas Code 14-14-402). 14-14-402. Number of Districts. The number of convenient quorum court districts to be established in each county shall be determined according to the following population categories: Quorum Court Districts Population 9 0 to 19,999 11 20,000 to 49,999 13 50,000 to 199,999 15 200,000 and above Furthermore, apportionment of those districts is the responsibility of the county board of election commissioners and shall be based upon federal decennial census information (Arkansas Code 14-14-403 and 14-14-404).</SPAN></P></DIV></DIV>
To make statewide county Justice of the Peace districts available to the public.
Arkansas Secretary of State
Arkansas GIS Office
State of Arkansas
GIS Lead
501-682-2929
1 Capitol Mall, Suite 6D
Little Rock
AR
72212
US
communication@arkansasgisoffice.org
Arkansas GIS Office
State of Arkansas
GIS Lead
501-682-2929
1 Capitol Mall, Suite 6D
Little Rock
AR
72212
US
communication@arkansasgisoffice.org
ISO 19115 Topic Categories
boundaries
Quorum
boundaries
JP
district
districts
Peace
Justice
Adopted
Court
Quorum
boundaries
boundaries
JP
district
districts
Peace
Justice
Adopted
Court. election
elections
See access and use constraints information.
<DIV STYLE="text-align:Left;"><DIV><P><SPAN>See access and use constraints information.</SPAN></P></DIV></DIV>
Esri ArcGIS 10.3.0.4322
-94.618368
-89.619134
32.969394
36.531955
1
-94.618368
-89.619134
36.531955
32.969394
0
asdi.boundaries.JUSTICE_PEACE_DISTRICT
Feature Class
0
st_length(shape)
OBJECTID_1
OID
4
10
0
Internal feature number.
Esri
Sequential unique whole numbers that are automatically generated.
COUNTY
Feature geometry.
ESRI
Coordinates defining the features.
COUNTY
String
50
0
0
NDISTRICT
Feature geometry.
ESRI
Coordinates defining the features.
NDISTRICT
Integer
4
10
0
Shape
Feature geometry.
ESRI
Coordinates defining the features.
FIPS
String
10
0
0
FIPS
Feature geometry.
ESRI
Coordinates defining the features.
Shape
Geometry
8
0
0
SHAPE
Feature geometry.
ESRI
Coordinates defining the features.
DISTRICT
String
25
0
0
district
st_area(shape)
Double
0
0
0
st_area(shape)
SE_ANNO_CAD_DATA
Blob
0
0
0
Internal feature number.
Esri
Sequential unique whole numbers that are automatically generated.
SE_ANNO_CAD_DATA
Internal feature number.
ESRI
Sequential unique whole numbers that are automatically generated.
st_length(shape)
Double
0
0
0
LEA= Arkansas Department of Education Local Education Agency Unique Identifier Unified = U.S. Department of Education Unique Identifier Name = School District Name
Refer to Detailed Description in the Entity Attribute Section
dataset
EPSG
6.11(3.0.1)
Simple
FALSE
0
TRUE
FALSE