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        <idAbs>&lt;p&gt;This feature layer shows sections of Kentucky’s road network where there is a change in alignment or direction, allowing vehicles to navigate turns at a gradual rate rather than a sharp angle. Horizontal curves are essential for safe and efficient roadway design, reducing the need for abrupt steering adjustments. The design of each curve is influenced by factors such as design speed, drainage, and roadway friction. Horizontal curves are critical to road safety, as a significant portion of fatal crashes occur on curves, particularly due to roadway departures. Understanding these curves helps improve transportation planning, safety analysis, and infrastructure management.&lt;/p&gt;&lt;p&gt;Data Download: &lt;a target='_blank' href='https://ky.app.box.com/s/0gxku0lqrisbdrui9vnc1zq6an7abxti' rel='nofollow ugc noopener noreferrer'&gt;https://ky.app.box.com/s/0gxku0lqrisbdrui9vnc1zq6an7abxti&lt;/a&gt;&lt;/p&gt;</idAbs>
        <idCitation>
            <resTitle>KYTC - Horizontal Curves</resTitle>
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                    <westBL>-89.50909734149305</westBL>
                    <eastBL>-81.96848378447633</eastBL>
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        <keyword>AASHTO</keyword><keyword>Alignment</keyword><keyword>CC0</keyword><keyword>Curve</keyword><keyword>FHWA</keyword><keyword>Highway</keyword><keyword>HIS</keyword><keyword>HSIP</keyword><keyword>Horizontal</keyword><keyword>Infrastructure</keyword><keyword>Kentucky</keyword><keyword>Kentucky Transportation Cabinet</keyword><keyword>KYTC</keyword><keyword>KY DOT</keyword><keyword>Planning</keyword><keyword>Road</keyword><keyword>Roadway</keyword><keyword>Safety</keyword><keyword>State System</keyword><keyword>Transportation</keyword><keyword>US DOT</keyword></searchKeys>
        <idPurp>Produced by the Kentucky Transportation Cabinet (KYTC), this data provides a record of the horizontal curvature of the base transportation network in Kentucky.</idPurp>
        <idCredit>Kentucky Transportation Cabinet</idCredit>
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                <useLimit>&lt;p&gt;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 &lt;a target='_blank' href='https://creativecommons.org/publicdomain/zero/1.0/' rel='nofollow ugc noopener noreferrer'&gt;https://creativecommons.org/publicdomain/zero/1.0/&lt;/a&gt;&lt;/p&gt;</useLimit>
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</Data></Thumbnail></Binary></metadata>