title
Resolution amending Resolution No. 616 of 2016 providing for an Agreement or Agreements and a Lease or Leases by and between the City of Pittsburgh (“City”) and First Vehicle Services (“First Vehicle”), pursuant to which First Vehicle will furnish all work and services needed to manage and maintain the City’s Vehicle Fleet, cost shall not exceed 66,689,914 over a 7 year period.
body
Be it resolved by the Council of the City of Pittsburgh as follows:
Section 1. The Mayor and the Director of the Office of Management and Budget, on behalf of the City of Pittsburgh, are hereby authorized to enter into an Agreement or Agreements and Lease or Leases, approved in form and substance by the Mayor, Director of Finance and the City Solicitor, for the furnishing of all supervision, labor, parts, supplies and sub-contract work needed to manage and maintain the City's fleet of vehicles in a start of repair consistent with the performance standards and services specifications required by the Department, said Agreement, Agreements, Lease or Leases to be for a period of Five (5) years, with an option by the City to extend the term for an additional Two (2) years, subject to applicable law.
Section 2. Funds for implementation of the Agreement or Agreements or Lease or Leases in an amount not to exceed $32,777,000 47,360,776 shall be appropriated for the same, chargeable to and payable from the following accounts:
![](data:image/png;base64,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)
Section 3. Other associated costs, which includes but is not limited to transition related charges, non-targeted costs, and emergency expenditures, and which as in addition to the Target Costs in Section 2, shall be an amount not to exceed $13,530,505 19,329,138 appropriated for the same, chargeable to and payable from the following accounts:
![](data:image/png;base64,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)