ACTION REQUESTED:
Title
Communication from the City Manager and Public Works Director with a Request to APPROVE a STATE MOTOR FUEL TAX (MFT) RESOLUTION, in the Amount of $534,750.00, for a Construction Engineering Services AGREEMENT with MAURER-STUTZ, INC. for the GLEN AVENUE IMPROVEMENT PROJECT from WAR MEMORIAL DRIVE to UNIVERSITY STREET. (Council District 4)
Body
BACKGROUND: West Glen Avenue, from War Memorial Drive to North University, has deteriorated due to the high volume of traffic with trucks going between the two commercial sites. The Glen Avenue project will improve the existing roadway on a section between two high density commercial zones. Approximately 5,100 linear feet of roadway will be removed and reconstructed.
The attached Motor Fuel Tax (MFT) Resolution will fund construction engineering services, which will be provided by Maurer Stutz, Inc. under Master Services Agreement #18-369-L approved December 11, 2018 and 21-101-L approved April 13, 2021.
Attachments include the MFT Resolution and a project location map.
FINANCIAL IMPACT: Funding will come from State Motor Fuel Tax revenue. (MFT Section #19-00370-01-PV).
![](data:image/png;base64,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)
NEIGHBORHOOD CONCERNS: Staff is committed to keeping the public informed and involved throughout the duration of this project.
IMPACT IF APPROVED: Project expenses will be paid with State Motor Fuel Tax Dollars.
IMPACT IF DENIED: Other funds will be needed to pay the project expenses.
ALTERNATIVES: N/A
EEO CERTIFICATION NUMBER: Maurer-Stutz, Inc. has EEO Certification Number 00261-220331.
WHICH OF THE GOALS IDENTIFIED IN THE COUNCIL’S 2017 - 2032 STRATEGIC PLAN DOES THIS RECOMMENDATION ADVANCE?
1. Financially Sound City
2. Beautiful Peoria
3. Grow Peoria
WHICH CRITICAL SUCCESS FACTOR(S) FROM THE COMPREHENSIVE PLAN DOES THIS RECOMMENDATION IMPLEMENT?
1. Invest in our infrastructure and transportation.
2. Support sustainability.
3. Reinvest in neighborhoods.
DEPARTMENT: Public Works