ACTION REQUESTED:
Title
Communication from the City Manager and Finance Director/Comptroller with a Request to APPROVE the LOW BID from KONICA MINOLTA for the PURCHASE of Two (2) Copiers at $10,633.70 each, for a Total Cost of $21,267.40.
Body
BACKGROUND: The City has established a five (5) year forecast for the replacement of copiers for City Departments. This replacement strategy is based on number of copies, age and frequency of repair.
The 2020 capital budget provides for the replacement of the large high-speed copiers located in Central Services. The current copiers are over five (5) years old and both have over a million- and one-half copies.
The purchase of these machines will provide enhancements to current models and will have a lower maintenance and supply costs fixed for three (3) years. These machines will all have the option to be interfaced with the City network.
The selection of the winning bidder was determined on the total cost of the machine for three-years. This includes initial purchase and maintenance and supplies costs for the machines.
The results are below:
![](data:image/png;base64,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)
Leasing with maintenance and supplies and Lease only were also summarized in the bid but did not provide any cost savings.
FINANCIAL IMPACT: There will be a decrease in current maintenance cost as the new machine copy charges will be lower than the old machines. All maintenance charges will be fixed for three years. Cost of the copiers is $21,267.40 and is included in account 4011001-515299 (Q1901 & E2003)
NEIGHBORHOOD CONCERNS: N/A
IMPACT IF APPROVED: Better efficiency and maintenance savings by purchasing new machines.
IMPACT IF DENIED: Continual repair of machines and increase in copy charges as the machines age.
ALTERNATIVES: Keep using existing machines.
EEO CERTIFICATION NUMBER: Konica Minolta - 03220-210331
WHICH OF THE GOALS IDENTIFIED IN THE COUNCIL’S 2017 - 2032 STRATEGIC PLAN DOES THIS RECOMMENDATION ADVANCE?
1. Financially Sound City
WHICH CRITICAL SUCCESS FACTOR(S) FROM THE COMPREHENSIVE PLAN DOES THIS RECOMMENDATION IMPLEMENT?
1. Have an efficient government.
DEPARTMENT: Finance