20210506
14561300
1.0
FGDC
002
SpeedLimit
https://www.arcgis.com/sharing/rest/content/items/5311f6be5b77499eb2ded043f9d7d9c7/info/thumbnail/thumbnail1768677259097.png
Projected
GCS_WGS_1984
Linear Unit: Meter (1.000000)
WGS_1984_Web_Mercator_Auxiliary_Sphere
<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["WGS_1984_Web_Mercator_Auxiliary_Sphere",GEOGCS["GCS_WGS_1984",DATUM["D_WGS_1984",SPHEROID["WGS_1984",6378137.0,298.257223563]],PRIMEM["Greenwich",0.0],UNIT["Degree",0.0174532925199433]],PROJECTION["Mercator_Auxiliary_Sphere"],PARAMETER["False_Easting",0.0],PARAMETER["False_Northing",0.0],PARAMETER["Central_Meridian",0.0],PARAMETER["Standard_Parallel_1",0.0],PARAMETER["Auxiliary_Sphere_Type",0.0],UNIT["Meter",1.0],AUTHORITY["EPSG",3857]]</WKT><XOrigin>-20037700</XOrigin><YOrigin>-30241100</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>102100</WKID><LatestWKID>3857</LatestWKID></ProjectedCoordinateSystem>
20260114
16574000
FALSE
20260114
16574000
<p>This dataset was developed and is maintained by the Kentucky Transportation Cabinet, Division of Planning as a requirement of the Federal Highway Administration's (FHWA) Highway Performance Monitoring System (HPMS) Data Submittal. It is used for various roadway analysis and the Strategic Highway Investment Formula for Tomorrow (SHIFT) process. Questions should be directed to the Division of Planning at (502) 564-7183.</p><p>11,167 line features representing posted speed limits on Kentucky's state-maintained highway system. The dataset covers approximately 29,010 miles of roadway across all 120 Kentucky counties and all 12 KYTC highway districts. Speed limit values range from 10 to 70 mph, with the following distribution: </p><ul><li>55 mph (5,189 segments) – the most common, typical for rural two-lane highways </li><li>35 mph (3,005 segments) – common in transitional and lower-speed rural areas </li><li>45 mph (1,396 segments) – suburban and semi-rural corridors </li><li>25 mph (1,131 segments) – urban and residential zones </li><li>70 mph (91 segments) – interstates and parkways </li><li>65 mph (41 segments) – high-speed divided highways </li><li>Lower speeds of 10-20 mph for school zones and special areas </li></ul><p>The route network includes Kentucky Routes (7,917 segments), US Routes (1,456), City Streets (1,236), County Roads (348), Interstates (85), and named parkways. Each segment includes milepost references, route identifiers, county and district information, and administrative dates. This layer supports transportation planning, safety analysis, and regulatory compliance for speed management across the Commonwealth's highway network.</p>
SpeedLimit
2019-04-04T00:00:00
Speed limit
transportation
roads
streets
A linear representation of speed limit changes based on signs in the field or speed zones established by an Official Order, including the Official Order Number stating the speed limit along that section of roadway, KRS 189.390(4). Kentucky Transportation (KYTC).
Kentucky Transportation cabinet (KYTC)
Esri ArcGIS 13.5.3.57366
KentuckyKYTCKY DOTUS DOTTransportationAASHTORoadsSpeed LimitFHWAHPMSPlanning<p>KYTC publishes this data under the Creative Commons Zero (CC0) license. The data is public domain and KYTC does not warrant the data. It is the users' responsibility to determine if it is appropriate for their purposes. For further details about the CC0 license, please refer to https://creativecommons.org/publicdomain/zero/1.0/</p><p>LIMITATION OF LIABILITY: The Division of Geographic Informati<span style='background-color:rgb(255,255,255); color:rgb(74,74,74); font-family:"Avenir Next", Avenir, "Helvetica Neue", sans-serif; font-size:16px;'><span style='display:inline !important; float:none; font-style:normal; font-variant-caps:normal; font-variant-ligatures:normal; font-weight:400; letter-spacing:normal; text-align:left; text-decoration-color:initial; text-decoration-style:initial; text-indent:0px; text-transform:none; word-spacing:0px;'>on has no reason to believe that there are any inaccuracies or defects in information incorporated in this work and make no representations of any kind, including, but not limited to, the warranties of merchantability or fitness for a particular use, nor any such warranties to be implied, with respect to the information or data furnished herein.</span></span></p>
dataset
20260114
File Geodatabase Feature Class
EPSG
6.18.3(9.3.1.2)
SpeedLimit
Feature Class
0
OBJECTID
OBJECTID
OID
4
0
0
Internal feature number.
Esri
Sequential unique whole numbers that are automatically generated.
RT_ID
RT_ID
Double
8
0
0
RT_UNIQUE
RT_UNIQUE
String
17
0
0
BEGIN_MP
BEGIN_MP
Double
8
0
0
END_MP
END_MP
Double
8
0
0
D_BEGIN_MP
D_BEGIN_MP
String
8
0
0
D_END_MP
D_END_MP
String
8
0
0
MILES
MILES
Double
8
0
0
GOV_LEVEL
GOV_LEVEL
String
2
0
0
D_GOV_LEVEL
D_GOV_LEVEL
String
50
0
0
RT_DESCR
RT_DESCR
String
240
0
0
DISTRICT
DISTRICT
Double
8
0
0
D_DISTRICT
D_DISTRICT
String
15
0
0
CNTY_NAME
CNTY_NAME
String
12
0
0
COUNTY
COUNTY
Double
8
0
0
RT_PREFIX
RT_PREFIX
String
2
0
0
D_RT_PREFIX
D_RT_PREFIX
String
50
0
0
RT_NUMBER
RT_NUMBER
Double
8
0
0
RT_SUFFIX
RT_SUFFIX
String
2
0
0
D_RT_SUFFIX
D_RT_SUFFIX
String
15
0
0
RT_SECTION
RT_SECTION
Double
8
0
0
D_RT_SECTION
D_RT_SECTION
String
35
0
0
ITEM_ID
ITEM_ID
Integer
4
0
0
INV_TYPE
INV_TYPE
String
4
0
0
START_DATE
START_DATE
Date
8
0
0
MODIFY_DT
MODIFY_DT
Date
8
0
0
EXTRACT_DT
EXTRACT_DT
Date
8
0
0
SPEEDLIM
SPEEDLIM
Double
8
0
0
OONUMBER
OONUMBER
Double
8
0
0
Shape
Shape
Geometry
0
0
0
Feature geometry.
Esri
Coordinates defining the features.
Shape_Length
Shape_Length
Double
8
0
0
Length of feature in internal units.
Esri
Positive real numbers that are automatically generated.
0
Simple
FALSE
0
TRUE
TRUE
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