Title
A Resolution authorizing and directing the Mayor, on behalf of the Urban County Government, to execute Change Order No. 3 to the Agreement with MAC Construction & Excavating, Inc., to add aesthetic features initially deducted from the Versailles Rd. Corridor Improvements Project - Phases 1 and 2, increasing the Contract price by the sum of $599,491.52, from $2,969,191.83 to $3,568,683.35. [Div. of Engineering, Burton]
Summary
Authorization to execute Change Order No. 3 with MAC Construction & Excavating, Inc., for the Versailles Road Corridor Improvements Project - Phases 1 and 2, increasing the amount by $599,491.52 from $2,969,191.83 to $3,568,683.35. This Change Order adds back aesthetic features initially deducted from the project due to Budget constraints. Budget amendment in process. (L0357-21) (Burton/Albright)
Budgetary Implications: Yes
Advance Document Review:
Law: Yes. Completed by Evan P. Thompson, April 1, 2021
Risk Management: No
Fully Budgeted: BAs in process
Account Number:
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)
This Fiscal Year Impact: $ 599,491.52
Annual Impact: $ 0
Project:
Activity:
Budget Reference:
Current Balance: BA in process
Body
BE IT RESOLVED BY THE COUNCIL OF THE LEXINGTON-FAYETTE URBAN COUNTY GOVERNMENT:
Section 1 - That the Mayor, on behalf of the Lexington-Fayette Urban County Government, be and hereby is authorized and directed to execute Change Order No. 3, which is attached hereto and incorporated herein by reference, to the Agreement with MAC Construction & Excavating, Inc., to add aesthetic features initially deducted from the Versailles Road Corridor Improvements Project - Phases 1 and 2, increasing the Contract price by the sum of $599,491.52, from $2,969,191.83 to $3,568,683.35.
Section 2 - That an amount, not to exceed the sum of $599,491.52, be and hereby is approved for payment to MAC Construction & Excavating, Inc. from accounts # 1105-303202-3221-91715 ($232,205.24); 2603-303202-3221-91715 ($246.71); 2606-303202-3221-91715 ($2,652.59); 2607-303202-3221-91715 ($1,053.18); 2608-303202-3221-91715 ($868.12); 2609-303202-3221-91715 ($92,845.81); 2610-303202-3221-91715 ($244,793.87); and 2611-303202-3221-91715 ($24,826.00).
Section 3 - That this Resolution shall become effective on the date of its passage.
PASSED URBAN COUNTY COUNCIL:
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MAYOR
ATTEST:
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CLERK OF URBAN COUNTY COUNCIL
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