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font-family: 'Times New Roman', 'serif'; font-size: 10pt; line-height: 108%; } span.s889723ce-f278-4591-9af0-e2af1ab3f4be000016 { color: black; background: white; font-size: 10pt; font-style: normal; font-weight: bold; margin: 0; padding: 0; } p.s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000017 { margin-top: 0; margin-bottom: 0; margin-left: 0; margin-right: 0; text-indent: 0.00in; text-align: justify; background: white; font-family: Times; font-size: 10pt; line-height: 108%; } span.s889723ce-f278-4591-9af0-e2af1ab3f4be000018 { color: black; background: white; font-size: 10pt; font-style: normal; font-weight: normal; margin: 0; padding: 0; } </style></head><body><div><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000001"><span class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0">DEPARTMENT OF TRANSPORTATION</span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000001"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000001"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000001"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000001"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000001"><span class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0">OPEN CUT METHOD OF UTILITY</span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000001"><span class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0">INSTALLATION OR REPAIR</span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000001"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000001"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000001"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000001"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0">Chapter </span><a href="https://sdlegislature.gov/Rules?Rule=70:04:05"><span class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0-000002">70:04:05</span></a></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000001"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000001"><span class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0">APPENDIX A</span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000001"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000001"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0">SEE: § </span><a href="https://sdlegislature.gov/Rules?Rule=70:04:05:06"><span class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0-000002">70:04:05:06</span></a></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000001"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000001"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000001"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000001"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000001"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000001"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000001"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000001"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000001"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000001"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000001"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000001"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000001"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000001"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000001"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0">    </span><span class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0-000003">Source:</span><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0"> 15 SDR 185, effective June 4, 1989</span><span class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0">; 51 SDR 52, effective November 11, 2024</span><span class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0">.</span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000001"><span class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0-000004"><br />&#x200e;</span><span class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0">APPENDIX A</span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000001"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000001"><span class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0">OPEN CUT METHOD OF</span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000001"><span class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0">UTILITY INSTALLATION OR REPAIR</span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000001"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000001"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000005"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0">    The open cut method of installation or repair of utilities under asphalt or concrete pavements will be allowed when, in the opinion of the region engineer, jacking, boring, tunneling, or similar methods are not feasible or practical.</span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000005"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0">    The open cut method shall be accomplished in accordance with the following:</span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000001"><span class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0">TYPICAL SECTION FOR CONCRETE PAVEMENT</span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000001"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000001"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000006"><span class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0-000007"><img 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" style="width: 6.1666665in; height: 3.7083333in" alt="Picture 49" /></span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000001"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000001"><span class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0-000004"><br />&#x200e;</span><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000001"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000001"><span class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0">TYPICAL SECTION FOR ASPHALT PAVEMENT</span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000001"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000001"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000006"><span class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0-000007"><img 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" style="width: 6.1354165in; height: 3.4791667in" alt="Picture 50" /></span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000001"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000001"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000001"><span class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0-000003">TRAFFIC CONTROL</span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000001"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000005"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0">    Signing and safety devices </span><span class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0">must</span><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0"> be utilized in accordance with requirements of Part </span><span class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0">6</span><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0"> of the </span><span class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0-000003">Manual on Uniform Traffic Control Devices</span><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0-000003"> for Streets and Highways, Eleventh Edition</span><span class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0-000003">.</span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000001"><span class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0-000003">PAVEMENT REMOVAL</span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000001"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000005"><span class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0-000003">Concrete</span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000005"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000005"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0">    The opening in the existing pavement </span><span class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0">must</span><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0"> be made by sawing full depth.</span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000005"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000005"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0">    On longitudinal occupancy, the pavement </span><span class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0">must</span><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0"> be removed full panel width.</span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000005"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000005"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0">    On transverse occupancy, the pavement </span><span class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0">must</span><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0"> be removed a minimum of </span><span class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0">ten</span><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0"> feet wide. If </span><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0">the pavement is </span><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0">within </span><span class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0">ten</span><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0"> feet of a joint, </span><span class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0">the pavement must</span><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0"> be removed to </span><span class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0">two</span><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0"> feet beyond the joint.</span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000005"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000005"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0">    Deformed dowel bars </span><span class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0">must</span><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0"> be installed prior to replacing the concrete in accordance with the attached details.</span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000005"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000005"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0">    All contraction and longitudinal joints </span><span class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0">must</span><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0"> be replaced at the original location and sealed with a low modulus silicone sealant.</span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000005"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000005"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0">    When the concrete has an asphalt overlay, the asphalt </span><span class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0">must</span><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0"> be removed at least </span><span class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0">six</span><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0"> inches beyond the concrete removal.</span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000005"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000005"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0">    For small</span><span class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0">,</span><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0"> disturbed areas and other unique situations, the region engineer may approve deviations from the above requirements.</span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000005"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000005"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0">    The concrete removed </span><span class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0">must</span><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0"> be disposed of by the contractor.</span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000005"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000005"><span class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0-000003">Asphalt</span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000005"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000005"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0">    The opening in the existing pavement </span><span class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0">must</span><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0"> be made by sawing full depth.</span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000005"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000005"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0">    The asphalt removed </span><span class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0">must</span><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0"> be disposed of by the contractor.</span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000001"><span class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0-000003">EXCAVATION</span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000001"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000005"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0">    All unstable material, as determined by the region engineer, </span><span class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0">must</span><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0"> be removed and disposed of by the contractor.</span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000001"><span class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0-000003">BACKFILL</span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000001"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000005"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0">    The excavated material may be used for backfill unless found to be unsuitable by the region engineer. Any other material proposed for backfill must be approved by the region engineer before being used.</span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000005"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000005"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0">    The backfill material </span><span class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0">must</span><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0"> be placed in layers not to exceed </span><span class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0">six</span><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0"> inches in loose depth. Each layer </span><span class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0">must</span><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0"> be uniformly compacted to a minimum of </span><span class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0">ninety-five</span><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0"> percent of maximum dry density before successive lifts are placed. The backfill material </span><span class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0">must</span><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0"> be compacted at a moisture content of no less than </span><span class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0">fourt</span><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0"> percentage points below the optimum moisture content.</span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000005"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000005"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0">    </span><span class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0-000008">The maximum dry density and optimum moisture content must be determined by</span><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0-000009"> </span><a id="_Hlk174006324" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000010"></a><span class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0-000008">T 99, Standard Method of Test for Moisture-Density Relations of Soils Using a 2.5-kg (5.5-lb) Rammer and a 305-mm (12-in.) Drop, 2022</span><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0-000008"> edition</span><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0-000008">. </span><span class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0-000008">The requirement for compliance with density and moisture specifications may be waived at the option of the region engineer.</span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000005"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000001"><span class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0-000003">SURFACING REPLACEMENT</span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000001"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0"><span class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0-000003">Granular Material</span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000005"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0">    Granular material </span><span class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0">must</span><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0"> be replaced to the previous depth with in-kind material or material which must be approved by the region engineer before being used.</span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000005"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000005"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0">    Materials </span><span class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0">must</span><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0"> be satisfactorily compacted as approved by the region engineer.</span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000005"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000005"><span class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0-000003">Concrete Pavement</span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000005"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000005"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0">    If the area abuts an existing joint, the joint </span><span class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0">must</span><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0"> be formed with styrofoam or other material approved by the region engineer to provide for contraction and expansion.</span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000005"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000005"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0">    The concrete used for replacement </span><span class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0">must</span><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0"> contain </span><span class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0">six hundred fifty pounds</span><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0"> of cement per cubic yard.</span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000005"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000005"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0">    If the concrete is replaced in more than one pour, a keyway, as shown in the detail drawing at the beginning of the Appendix, </span><span class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0">must</span><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0"> be installed between each pour.</span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000005"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000005"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0">    The concrete </span><span class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0">must</span><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0"> be thoroughly vibrated, struck off to blend with the surrounding surface, and given the appropriate finish.</span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000005"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000005"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0">    Immediately after finishing the surface, white pigmented curing compound </span><span class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0">must</span><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0"> be applied at a maximum rate of </span><span class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0">one hundred fifty</span><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0"> square feet per gallon of curing compound. Other means of curing may be allowed upon receiving approval by the region engineer.</span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000005"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000005"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0">    Traffic </span><span class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0">must</span><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0"> not be allowed on the newly placed concrete for a minimum of </span><span class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0">twenty-four</span><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0"> hours after placing or longer as determined by the region engineer.</span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000005"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000005"><span class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0-000003">Asphalt Pavement</span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000005"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000005"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0">    The asphalt pavement </span><span class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0">must</span><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0"> be replaced to the previous depth with in-kind material or material approved by the region engineer.</span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000005"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000005"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0">    Pavement </span><span class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0">must</span><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0"> be satisfactorily compacted as approved by the region engineer.</span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000005"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000005"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000005"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0">    </span><span class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0-000003">References:</span><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0"> </span><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0-000008">"Temporary Traffic Control," Part 6 of the Manual on Uniform Traffic Control Devices for Streets and Highways, Eleventh Edition, December 2023, Federal Highway Administration, U.S. Department of Transportation. Copies may be viewed and printed free of charge at: </span><a href="https://mutcd.fhwa.dot.gov/pdfs/11th_Edition/mutcd11thedition.pdf"><span class="s889723ce-f278-4591-9af0-e2af1ab3f4beC2">https://mutcd.fhwa.dot.gov/pdfs/11th_Edition/mutcd11thedition.pdf</span></a><span class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0-000008">.</span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000005"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000005"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0">    </span><span class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0-000011">T 99, Standard Method of Test for Moisture-Density Relations of Soils Using a 2.5-kg (5.5-lb) Rammer and a 305-mm (12-in.) Drop</span><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0-000012">, 2022 edition, American Association of State Highway and Transportation Officials. Copies may be obtained at </span><a href="https://store.transportation.org/Item/PublicationDetail?ID=4778"><span class="s889723ce-f278-4591-9af0-e2af1ab3f4beC2-000013">https://store.transportation.org/Item/PublicationDetail?ID=4778</span></a><span class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0-000012">. Cost: $105</span><span class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0">.</span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000001"><span class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0-000004"><br />&#x200e;</span><span class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0-000003">DETAILS OF DOWEL EMBEDMENT</span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000006"><span class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0-000007"><img 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" style="width: 6.625in; height: 3.0833333in" alt="Picture 51" /></span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000001"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000001"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000000"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000001"><span class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0-000003">DETAILS FOR LOW MODULUS SILICONE SEALANT ON IN PLACE P.C.C.P. JOINTS</span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000001"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000014"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000001"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000014"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000006"><span class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0-000007"><img 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" style="width: 6.2708335in; height: 2.96875in" alt="Picture 52" /></span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000015"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000016"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000015"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000016"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000015"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000016"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000015"><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000016"> </span></p><p dir="ltr" class="s889723ce-f278-4591-9af0-e2af1ab3f4beP0-000017"><span class="s889723ce-f278-4591-9af0-e2af1ab3f4beC0-000007"><br />&#x200e;</span><span xml:space="preserve" class="s889723ce-f278-4591-9af0-e2af1ab3f4be000018"> </span></p></div></body></html>