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 $1,210,000.00, for the WESTERN AVENUE IMPROVEMENT PROJECT from ADAMS STREET to HOWETT STREET. (Council District 1)
Body
BACKGROUND: The reconstruction of Western Avenue, from Adams Street to Lincoln Avenue began in March 2021. Work on Western between Malone and Lincoln was completed in 2021, and the remaining work from Malone to Adams will be completed in 2022. A federal grant in the amount of $2.35 million supports this project.
The attached Motor Fuel Tax (MFT) Resolution will fund construction expenses.
The Joint Agreement related to the Western Avenue construction was approved by Council as Item #20-205 on August 11, 2020.
FINANCIAL IMPACT: Funding will come from State Motor Fuel Tax revenue (construction MFT section #16-00368-01-PV) and Community Investment Plan Projects R2016, R2116, R2217 Western Avenue, Adams to Lincoln.
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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: N/A
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