TITLE
Consider an ordinance amending Chapter 25, Streets, Sidewalks, and Miscellaneous Public Places by establishing a Street Maintenance Fund and providing for collection of street maintenance fees.
SUMMARY
DATE: December 4, 2018
TO: Ronald L. Olson, City Manager
FROM: David A. Olson, Executive Director of Public Works
SUBJECT: Ordinance establishing a Street Maintenance Fund and providing for the collection of street maintenance fees
BACKGROUND AND FINDINGS:
On October 23, 2018 the City Council re-engaged in a discussion surrounding the funding of street maintenance. City staff through the basis of both third party and in house studies developed the following departmental needs:
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After thorough discussion and consideration by City Council, staff was directed to provide an ordinance establishing a street maintenance fee to increase revenues as necessary to provide the recommended adjustment to the pavement treatment budget. This ordinance also establishes a special revenue fund, Street Maintenance Fund, to ensure the funds collected are used for street maintenance activities. Furthermore, it sets the recovery rate of the street maintenance fee at 26.35% of the current system cost or $1.70 per month per single family equivalent.
While the ordinance will become effective immediately, the implementation phase will take approximately 6 months to properly integrate the new fee into the billing system. The collection of this fee will start in the July 2019 billing cycle.
THE ALTERNATIVES CONSIDERED:
The alternatives considered are as follows:
1. Reconsider the previous motion of direction regarding street maintenance funding and continue discussion on the topic.
2. Adopt the ordinance establishing a Street Maintenance Fund and Street Maintenance Fee.
Which alternative is recommended? Why?
Alternative 2 is recommended because this alternative was selected by a motion of direction during a City Council workshop on November 13, 2018.
CONFORMITY TO CITY POLICY:
This conforms to all state, federal, and local policies.
FINANCIAL IMPACT:
What is the amount of the expenditure in the current fiscal year? For future years?
This item is estimated to generate a revenue of $1,639,402 annually.
Is this a one-time or recurring expenditure?
This is a recurring revenue.
Is this expenditure budgeted?
This revenue is not contained in the adopted budget.
If not, where will the money come from?
N/A
Is there a sufficient amount in the budgeted line-item for this expenditure?
N/A
RECOMMENDATION:
City staff recommends that the City Council approve the ordinance amending Chapter 25, Streets, Sidewalks, and Miscellaneous Public Places by establishing a Street Maintenance Fund and providing for collection of street maintenance fees.
DEPARTMENTAL CLEARANCES:
Public Works
Finance
City Attorney
ATTACHED SUPPORTING DOCUMENTS:
Ordinance