Fiscal Note
The proposed contract breaks down the City’s towing rate by tow category. The agreement includes a phased in rate increase for the most prevalent type of tows, peaktime towaways. Over the five years of the contract the rate will increase from the current rate, $32 per tow, to $42.50 per tow in the fifth year, a 33% increase over the life of the contract. The schedule below provides an overview of the increase over the five years of the contract.
![](data:image/png;base64,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)
Under the proposed contract, rates for other categories of tows will be modified in the first year and remain unchanged for the remainder of the agreement. The chart below provides a comparison of the current contract to the proposed contract in the first year of the agreement.
![](data:image/png;base64,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)
The budget for this contract is spread across agencies utilizing the service. The table below provides an overview of the current budget; the projected increase is factored into the 2015 projected amounts. Minor adjustments will be reflected in the 2016 Executive Budget to ensure funds are allocated to the appropriate agencies based on historical utilization.
![](data:image/png;base64,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)
Title
To authorize the Mayor and City Clerk to enter into a five-year contract with two optional one-year renewal extensions on behalf of the City with Schmidt's Auto Towing, Inc. for towing and vehicle storage services.
Body
WHEREAS, the City utiliizes a new city-wide towing contract to provide towing and related services for City departments that include Madison Police Department (MPD), Fleet Services and Metro Transit; and
WHEREAS, Purchasing Services, on behalf of the MPD, Fleet Services and Metro Transit departments, solicited competitive proposals under RFP 8431-0-2015-BP, Towing Services; and
WHEREAS, an evaluation team consisting of staff from Metro Transit, the Traffic Enforcement Section of MPD and Fleet Services conducted a detailed evaluation, scored each of the proposals using criteria that included cost, qualifications, experience, capability, storage facilites, equipment and references.
NOW, THEREFORE, BE IT RESOLVED, that the Mayor and City Clerk are hereby authorized to enter into and sign a contract with Schmidt's Auto, Inc. on behalf of the City for towing and vehicle storage services, as nogotiated by Purchasing Services, for an initial term of five years with two optional one-year renewal extensions.The one-year extensions can be signed by the Finance Director or the designee.