City Council Meeting Date: May 21, 2019
To: Mayor and City Council
City Administrator
From: David Bennett, Public Works Director/City Engineer
Sean Simonson, Engineering Manager
Title
Consider Accepting Bids and Awarding Contract - 2018 Spring Creek Road Bridge Replacment.
Body
Action Requested:
Staff recommends approval of the attached Resolution accepting bids and awarding the contract for the 2018 Spring Creek Bridge Replacement Project (STRT2018-A39).
Summary Report:
The City Council is being asked to award the contract for the 2018 Spring Creek Bridge Replacement Project (STRT2018-A39). The Plans and Specifications were completed by Erickson Engineering and approved at the April 2, 2019 City Council Meeting. The Council authorized the advertisement for bids via Resolution 2019-028. The project was advertised for the minimum 21 days as required by Minnesota Statutes Chapter 429. The ad for bid was published in the Northfield News, on the MnDOT eAdvert site and City of Northfield website.
The City received four (4) competitive bids, which were publicly opened and tabulated on May 2, 2019 at 2:00 p.m. The bids ranged from $702,161.70 to $822,805.60 (Attachment 3) with the lowest responsible bidder being RAW Construction with a total bid amount of $702,161.70. This bid compared to the engineers estimate of $768,029.50. The project is identified in the 2019 - 2023 Capital Improvement Plan (CIP), and funding for the project is a combination of Motor Vehicle Sales Tax (MVST) Grant, with the remaining funding coming from the City of Northfield Municipal State Aid (MSA) funds.
Alternative Options:
City Council could delay this project; however, Staff does not recommend this option.
Financial Impacts:
The exact funding split between the MVST Grant and the MSA funding will be determined after MnDOT has examined the project bid abstract. The table below shows a 50/50 split at this time.
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)
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)
Tentative Timelines:
See the Project Process (Attachment 4) for upcoming project milestones.