title
Approve FY 2022 Excess Fund Balance Appropriation.
body
Staff: |
Department: |
Amy Oland, Director |
Business Management |
![](data:image/png;base64,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)
|
Recommendation(s): |
That the Council approve the $4 million appropriation from the FY 2022 excess fund balance to address facilities, maintenance, equipment, vehicle replacements, and Council initiatives.
Key Issues:
The Town finished FY 2022 in an incredibly strong financial position. We attribute this to the following factors:
• Conservative budgeting practices - The Town was extremely conservative going into the FY 2022 budget as there were still numerous factors that we did not know how the pandemic would impact.
• Unexpected sales tax growth - We anticipated a 2.5% increase from prior year collections, but we actually saw an 11.7% increase over prior year sales tax revenues.
• Personnel savings - The Town typically experiences $2-3 million in personnel savings each year due to about 10% of the Town’s regular positions (60-70) being vacant due to natural attrition from turnover, retirements, etc.
Available fund balance is the amount remaining after all commitments for future expenditures, required reserves defined by State statutes, and previous designations have been calculated. The Town strives to maintain a targeted available fund balance of 22% of General Fund expenditures (including transfers). The total fund balance at June 30, 2022 was up by $1,937.965 (from $34.4 million to $36.3 million). The available fund balance is up by $1.2 million (from $21.0 million to $22.2 million). The amount of fund balance that is available to appropriate at the end of FY 2022 is $6.69 million (31.5%). Staff recommends only appropriating $4.0 million of the $6.69 to ensure we finish FY 2023 at or just above the 22% target.
We discussed a funding allocation with Council at a Work Session on March 1st. Based on the feedback we received, we made some adjustments (removed website redesign $50K and fiscal impact study $70K and reallocated those funds to facilities maintenance and fleet replacement, respectively) to the proposed plan and are offering a revised scenario we hope meets Council’s interests.
Revised Recommendation:
140 West Parking Deck Repairs |
$ 240,000 |
Fire Station Design |
200,000 |
American Legion Pond Dam |
540,000 |
Facilities Maintenance |
300,000 |
Public Safety Radios |
250,000 |
Field Painter |
62,700 |
Council Chamber Upgrades |
250,000 |
Vehicle Replacements |
563,248 |
Motor Grader |
240,000 |
Pilot EV Garbage Truck Match |
330,552 |
LUMO Re-Write |
650,000 |
Inman Property (Greene Tract adjacent) |
250,000 |
Greene Tract Master Plan |
110,000 |
Veteran’s Memorial - Phase III |
13,500 |
TOTAL |
$ 4,000,000 |
140 West Parking Deck Repairs ($240,000)
Repairs were needed at the 140 West Parking deck. The project includes removing and replacing joint sealant in joints, cracks, and around pipes, shallow floor and wall spall repairs, epoxy injection in wall and beam cracks, application of a waterproofing agent over entire Level P1 floor surface, applying traffic coating over select areas within the parking deck, and installing bollards on the plaza level. Funds to begin the project were available from the 2012 Limited Obligation Bonds that were used as the Town’s share for the original construction of the parking deck. However, the total cost of the project came in higher than anticipated and the $240,000 is needed to complete the project.
Fire Station Design ($200,000)
The $200,000 would allow fire to begin the process of replacing Station 3 with a new structure. This funding would set us on a path to be able to replace this Station within the next few years. We would begin with site selection to determine where to build, and then we would select an architect to help explore concepts for the site.
American Legion Pond Dam ($540,000)
The repair of the Legion Property dam was contemplated in 2017, based on a preliminary engineering evaluation done when the Town first purchased the property. The preliminary budget estimate of $400,000 included removing the trees growing out of the dam and installing a more modern drainage system. Removing the pond and re-grading the site was expected to cost at least as much. The Town has contracted for an engineering firm to provide a current evaluation of the pond in order to assess the Town’s options according to the recommendations in the Council’s December 2022 resolution <https://chapelhill.legistar.com/View.ashx?M=F&ID=11507568&GUID=184FEE9D-19C4-4CF0-B3F2-3CC2C1D3D173>.
In the meantime, our Affordable Housing staff is proceeding on a timeline that will enable them to identify a partner, create a development plan, and secure funding and entitlements as early as possible. If pond work can begin by fall 2023, staff estimate that with Council approval they could have all zoning, funding, and permitting in place to allow construction to start by summer 2026. It takes nearly a year to obtain the final determination of the pond footprint and associated buffers and development planning cannot begin until this is established. Without project funding for the pond work to begin immediately, the affordable housing timeline will be pushed back further.
Facilities Maintenance ($300,000)
There is a current backlog of facilities maintenance that was identified in the 5-year budget plan of $10.1 million. The recommended funding would be allocated to the top priority projects as follows:
• Town Hall Parking Deck - $160,834 is currently encumbered for phase I of maintenance and repair recommended by a third-party engineering firm. Phase II improvements would address the remaining deficiencies and maintenance needs. The low bid for this additional work is $149,000.
• Post Office/ Courthouse - remove exterior lead-based paint from the window and doors, reglaze the window panes, and paint. The cost is estimated to be $35,000.
• Police Department - replace the remaining two old commercial size heating, ventilation, and cooling roof top units. A quote has recently been received in the amount of $30,900.
• Town Operations Center - Replace Fire Alarm Panels. The existing system is failing and the estimated cost to repair the system is about $45K. The current system is proprietary and the on-going cost for repairs is very expensive. The proposal is to replace all three alarm panels with “open source” panels that are far less expensive to maintain. The estimated cost to replace the three alarm panels is $85,100.
Public Safety Radios ($250,000)
The Town’s current radios (140 handhelds and 83 car radios for Police and 45 handhelds, 12 car radios, and 3 repeaters for Fire) are no longer supported by Motorola. Their end of life was December 31, 2019, and NCDPS requires that all radios being added to VIPER after January 1, 2023, must be P25 Phase 2 ready, meaning that the Phase 2 function must be installed in the radio at purchase. The estimate to replace the radios and required accessories is $1,959,847 for police and $535,705 for fire for a total of $2,495,552.
The Town closed on 2/3 bonds on March 7th in the amount of $2,256,505 to purchase the radios. The $250,000 will cover the difference.
Field Painter - Turf Tank ($62,700)
Parks & recreation currently uses a gas operated paint machine that takes 3 employees between 2-2.5 hours to layout and paint a field. The Turf Tank is an autonomous battery-operated paint machine that will take just one employee roughly 22 minutes to layout and paint a field.
Parks currently has 9 fields that they layout and paint at Southern Community Park, 2 fields at Homestead Park, and 2 at Meadowmont. With the Turf Tank, staff can paint these fields in about 4 hours vs the 18-22 hours it takes using the current system. The Turf Tank would give staff the opportunity to work on and enhance other areas of the Town’s athletic facilities that we currently get behind on during this part of the year due to the laying out and painting fields.
Council Chamber Upgrades ($250,000)
The proposed Council chamber upgrade will complete the overhaul of the Gov-TV studio that was done during the pandemic with extremely limited funds. The main purpose of the pandemic upgrade was to introduce hybrid capability and replace any equipment that had failed. (For example, only one camera in the chamber was operational at that time.)
The current proposed upgrade takes a wholistic approach and completes the replacement of equipment that is either at or beyond its lifetime. The contractor will also install hardware and software to make the picture as clear as our channels will allow and improve functionality for the production contractor to make our broadcast professional-grade.
Vehicle Replacements ($563,248)
There is a current backlog of vehicle replacements that were identified in the 5-year budget plan of $9.3 million. The proposed funding would allow the Town to replace the highest priority vehicles that are due for replacement: four vehicles in the Police Department, three vehicles and three riding mowers in Parks & Recreation, and one dump truck in Public Works
Motor Grader ($240,000)
The current motor-grader (road-grader) is twenty-eight plus years old and is currently out of service, since parts are no longer available for repair. The motor-grader is needed to perform maintenance along twenty-eight town-maintained gravel streets or portions of, and a couple gravel parking lots, selective ditch maintenance, and for other street maintenance activities (i.e., snow removal). To perform this work by contract is very expensive (~$10K/week). To rent as needed by the month from a heavy equipment rental company to meet most of our annual needs the estimated cost is about $60K.
Pilot EV Garbage Truck Match ($330,552)
The Town's recent fleet electrification analysis showed that electrifying our garbage trucks will provide significant savings in emissions and lifetime ownership costs, helping us move towards our fleet electrification and climate action goals.
THe Town has been awarded two grants (the main grant is a Diesel Emission Reduction Act (DERA) Grant from the North Carolina Department of Environmental Quality ($297,400) and additional support comes from an Orange County Community Climate Action Grant ($50,000) to support the purchase of the Town's first EV garbage truck and charger, which brings the initial purchase price down close to the cost of a diesel garbage truck.
This electric garbage truck would provide daily service to the Town without the noise or tailpipe emissions of a conventional garbage truck. It would also make Chapel Hill an important early example helping to show other communities that these trucks have the range, capacity, and lifetime cost savings to support further investments in electric heavy duty fleet vehicles.
LUMO Re-Write ($650,000)
The Land Use Management Ordinance Re-Write project has significantly expanded since the original project charter was adopted in November 2017. The project expansion includes tasks to move forward policies in the guiding statements and focus area principles.
Inman Property ($250,000)
The Town has been in negotiations with the property owner regarding purchase of the approximately 4 acres adjacent to the Greene Tract (at the end of Merin Road). With the limited access points to the 167-acre Greene Tract jointly owned by the Town, Carrboro, and Orange County, the acquisition of the Inman property would provide additional opportunity for access.
Greene Tract Master Plan ($110,000)
Work on this project is proceeding from the November 17, 2021 resolution adopted by Town Council. The Town is collaborating with Orange County and the Town of Carrboro to share in the project cost. One of the identified next steps was to proceed with master planning for the property. The plan will include goals and objectives, and development recommendations related to land uses and open space. These elements will be used to guide future development and set forth guidelines applicable to the Greene Tract. In addition, the plan shall focus on affordable housing needs, support the Historic Rogers Road Neighborhood, and address access and connectivity on and off the site. Drafting of the plan would include significant community engagement and input.
Veteran’s Memorial ($13,500)
These funds will be used to complete the Phase III kiosk construction. Work will include an entrance and information kiosk and additional walkways and stonework. The total ask from the Town is $20,000, but there is currently $6,500 remaining in Arts funding to bring the need down to $13,500.
![](data:image/png;base64,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)
|
Attachments: |
|
• Budget Ordinance |
|
• Project Ordinance - 2012 Limited Obligation Bond Fund |
|
• Project Ordinance - Multi-Year Capital Project Fund |
|
• Project Ordinance - 2023 Two-Thirds Bond Fund |
|
• Draft Staff Presentation |
AN ORDINANCE TO AMEND “THE ORDINANCE CONCERNING APPROPRIATIONS AND THE RAISING OF REVENUE FOR THE FISCAL YEAR BEGINNING JULY 1, 2022” (2023-03-22/O-7)
BE IT ORDAINED by the Council of the Town of Chapel Hill that the Budget Ordinance entitled “An Ordinance Concerning Appropriations and the Raising of Revenue for the Fiscal Year Beginning July 1, 2022” as duly enacted on June 8, 2022, be and the same is hereby amended as follows:
ARTICLE I
![](data:image/png;base64,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)
![](data:image/png;base64,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)
![](data:image/png;base64,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)
ARTICLE II
![](data:image/png;base64,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)
![](data:image/png;base64,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)
![](data:image/png;base64,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)
This the 22nd day of March, 2023.
AN ORDINANCE TO AMEND THE CAPITAL PROJECTS ORDINANCE FOR PARKING AND PUBLIC FACILITY IMPROVEMENTS FUNDED FROM LIMITED OBLIGATION BONDS (2023-03-22/O-8)
BE IT ORDAINED by the Council of the Town of Chapel Hill that pursuant to Section 49 of Chapter 159 of the General Statutes of North Carolina, that the capital projects ordinance for parking and public facility improvements funded from limited obligation bonds is hereby amended as follows:
“SECTION I
The capital projects as authorized by the Town Council include 140 West, parking deck repairs and TOC projects funded from the 2012 Limited Obligation Bonds and the Capital Improvements Program excess fund balance appropriations, for a variety of projects extending beyond one year.
SECTION II
The Manager of the Town of Chapel Hill is hereby directed to proceed with implementation of these projects within terms of funds appropriated herein.
SECTION III
Revenues anticipated to be available to the Town to complete the project are as follows:
![](data:image/png;base64,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)
SECTION IV
Amounts appropriated for capital projects are as follows:
![](data:image/png;base64,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)
SECTION V
The Manager is directed to report annually on the financial status of the project in an informational section to be included in the Annual Budget, and shall keep the council informed of any unusual occurrences.
SECTION VI
Copies of this amended projects ordinance shall be entered into the minutes of the Council and copies shall be filed within five days of adoption with the Manager, Business Management Director, and Town Clerk.”
This the 22nd day of March, 2023.
AN ORDINANCE TO AMEND THE CAPITAL PROJECT ORDINANCE FOR VARIOUS CAPITAL PROJECTS (2023-03-22/O-9)
BE IT ORDAINED by the Council of the Town of Chapel Hill that pursuant to Section 13.2 of Chapter 159 of the General Statutes of North Carolina, the capital project ordinance for various capital projects funded from a variety of sources is hereby amended to read as follows:
“SECTION I
The capital projects as authorized by the Town Council include various capital projects funded from grants, the Capital Improvements Program funds, and other miscellaneous sources of revenues for a variety of projects extending beyond one year.
SECTION II
The Manager of the Town of Chapel Hill is hereby directed to proceed with implementation of these projects within terms of funds appropriated here.
SECTION III
Revenues anticipated to be available to the Town to complete the project are hereby amended as follows:
![](data:image/png;base64,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)
SECTION IV
Amounts appropriated for capital projects are hereby amended as follows:
![](data:image/png;base64,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)
SECTION V
The Manager is directed to report annually on the financial status of the project in an informational section to be included in the Annual Budget, and shall keep the council informed of any unusual occurrences.
SECTION VI
Copies of this amended projects ordinance shall be entered into the minutes of the Council and copies shall be filed within five days of adoption with the Manager, Business Management Director, and Town Clerk.”
This the 22nd day of March, 2023.
AN ORDINANCE TO AMEND A CAPITAL PROJECTS ORDINANCE FOR PUBLIC SAFETY EQUIPMENT PROJECTS FUNDED FROM 2023 TWO-THIRDS BONDS (2023-03-22/O-10)
BE IT ORDAINED by the Council of the Town of Chapel Hill that, pursuant to Section 49 of Chapter 159 of the General Statutes of North Carolina, the following capital project hereby amended for public safety equipment projects funded from the 2023 Two-Thirds General Obligation Bonds.
“SECTION I
The capital projects as authorized by General Statute, and as determined by the Town Council, includes the capital costs of public safety.
SECTION II
The Manager of the Town of Chapel Hill is hereby directed to proceed with the implementation of these projects within terms of funds appropriated here.
SECTION III
Revenues anticipated to be available to the Town to complete the project are hereby amended as follows:
![](data:image/png;base64,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)
SECTION IV
Amounts appropriated for capital projects are hereby established as follows:
![](data:image/png;base64,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)
SECTION V
The Town Manager is directed to report annually on the financial status of the projects in an informational section to be included in the Annual Budget, and shall keep the Council informed of any unusual occurrences.
SECTION VI
Copies of this projects ordinance shall be entered into the minutes of the Council and copies shall be filed within five days of adoption with the Manager, Business Management Director and Town Clerk.”
This the 22nd day of March, 2023.
end
The Agenda will reflect the text below and/or the motion text will be used during the meeting. |
presenter
PRESENTER: Amy Oland, Business Management Director
RECOMMENDATION: That the Council approve the $4 million appropriation from the FY 2022 excess fund balance to address facilities, maintenance, equipment, vehicle replacements, and Council initiatives.