title
Approve FY 2021 Excess Fund Balance Appropriation.
body
Staff: |
Department: |
Maurice Jones, Town Manager |
Manager’s Office |
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 2021 excess fund balance to address affordable housing/human services, maintenance, vehicle replacements, street resurfacing, software purchases and bike-ped safety improvements.
Key Issues:
In spite of the challenges of the pandemic, the Town finished FY 2021 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 2021 budget as we recognized that there were numerous factors that we did not know how the pandemic would impact.
• Unexpected sales tax growth - We anticipated a 5% decline from prior year collections, but we actually saw a 15.7% 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. However, as a result of the hiring freeze, we had $5.9 million in personnel savings in FY 2021.
Total fund balance at June 30, 2021 was up by $7,028,454 (from $27.3 million to $34.3 million). Available fund balance is up by $5.9 million (from $15.1 million to $21.0 million). The amount of fund balance that is available to appropriate at the end of FY 2021 is $7.9 million (35.3%). 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). FY 2021 expenditures were much lower than is usual as a result of budget cuts and personnel savings due to the hiring freeze. While $7.9 million is available to appropriate, staff has recommended only appropriating $4.5 million to ensure we finish FY 2022 at or just above the 22% target. At the January 26, 2022 Council meeting, Council approved the new pay plan and approved the appropriation of $500,000 of excess fund balance to implement phase I of the classification and compensation study.
We discussed two possible funding allocations with Council on February 9th. Based on the feedback we received, we made some adjustments to the proposed plan and are offering a revised scenario we hope meets Council’s interests.
![](data:image/png;base64,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)
Affordable Housing/Human Services
Potential uses include:
• COVID-19 human service response and recovery efforts (emergency housing assistance, food distribution coordination, etc.)
• Predevelopment activities for Town affordable housing projects
• Property acquisition for affordable housing
• Racial equity assessment of the Human Services program
• Transitional housing maintenance
Maintenance
There is a current backlog of maintenance projects that were identified in the 5-year budget plan of $11.4 million. The priority projects recommended here are:
• Post Office/Courthouse Roof Replacement and Cupola Repairs - The project will include exterior repairs to the building including masonry repairs and painting. The estimated cost is $550,000.
• Town Hall Parking Deck Repairs - The scope of work would address structural maintenance interests and would restore the original concrete surface to mitigate slipping on the deck surface when wet. The estimated cost is $200,000.
Vehicle Replacements
There is a current backlog of vehicle replacements that were identified in the 5-year budget plan of $8.65 million. The priority replacements recommended here include:
• 3 Police patrol vehicles and 2 Police crisis unit vehicles
• Solid Waste division pickup truck
• Building Maintenance division van and pickup truck
• Construction division pickup truck
• Streets division pickup truck
• Parks Maintenance division pickup truck, dump truck, multi-purpose mowers/tractors, tractor & boom mower, and riding mowers
• Fire pickup truck
41.7% of the funding would be used to purchase fully electric vehicles. This would purchase seven EVs and four dual charging stations. An additional 16.7% of the funding would be used to purchase three hybrid vehicles. These vehicles are much more efficient and produce less emissions than the vehicles they would be replacing.
Fire Engine
The Town would be replacing Engine 32, which was placed in service in 2009, and was due to be replaced in FY 2021. This new fire engine will be based out of Fire Station 2. The current front line truck will be rotated into the reserve fleet. If the order can be placed in February, it would allow the Town to get on the production schedule for delivery no later than February 2023. Delaying purchase would result in anticipated price increases and a 26 month delivery date.
Streets
There is a current backlog of street resurfacing projects that were identified in the 5-year budget plan of $14.5 million. The proposed funds would be used to patch, mill, and resurface 14 town-maintained streets totaling 3.4 miles rated poor to very poor condition.
Department One-Time Budget Adds
There is a current backlog of department budget adds of $9.3 million made up largely of new position requests and operation expansions that are annual expenditures. Potential one-time adds include:
• New software implementations (payroll software, electronic signatures, development review software, community engagement software)
Bicycle & Pedestrian Safety Improvements
Based on feedback received from Council at the February 9th meeting, Council expressed interest in using some of the excess fund balance to address bicycle & pedestrian safety improvements. The current recommendation moves $250,000 from department one-time budget adds to bicycle & pedestrian safety improvements. We will discuss an ongoing funding allocation at the Council Retreat as we begin discussions on the FY 2023 budget development.
![](data:image/png;base64,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)
|
Attachments: |
|
• Draft Staff Presentation |
|
• Budget Ordinance |
|
• Project Ordinance - Transitional Housing Fund |
AN ORDINANCE TO AMEND “THE ORDINANCE CONCERNING APPROPRIATIONS AND THE RAISING OF REVENUE FOR THE FISCAL YEAR BEGINNING JULY 1, 2022” (2022-02-23/O-2)
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, 2021” as duly enacted on June 9, 2021, 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 23rd day of February, 2022.
AN ORDINANCE TO AMEND THE TRANSITIONAL HOUSING PROGRAM PROJECT ORDINANCE (2022-02-23/O-3)
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 Transitional Housing Program Projects Ordinance for various capital projects funded from a variety of sources is hereby amended to read as follows:
“SECTION I
The project authorized is the Transitional Housing Program for Public Housing Families as approved by the Town Council on April 23, 2001.
SECTION II
The Manager of the Town of Chapel Hill is hereby directed to proceed with the project within the rules and regulations of the program, and the budget contained herein.
SECTION III
The following revenue is available to complete the project:
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAg4AAAEECAYAAABAyLzCAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAACpQSURBVHhe7Z2JbuM4DEAHaFAULfb/P7dr6rApijrsJI2TvAcIE+ugKIkiZSf1/AMAAAAAAAAAAAAAAAAAAAAAAAC4Nf99f/1+/Pv4/fr+7zdlwYB7ztkj1gMbAABI/Pfz/Xv590+coUqX3++fcznIWccd69nx/Pu9fB0fz62DxhmCkL/uzxEYR/OHDQAA3In/vi6uQ/35/Pj9+Pw5lUObdbRePRnPNYehVwwa+eCg1/7aeforRvOHDQAA3IH/fn5+vz7+dQ8InnPTeevnz3gACY7Zy0vO+vui7wC3/FpOTDmoZV112b+Pr98fJwhM69woT1lGV0lbuatPt70a646x3BPv4DCeh20cIRAbvbVNWVn5kLom07bVT6a3HpbRGo/KU9bL2wAAwC48R2mZc8CL07t8m/IyTwhOVOXpwOPKCYHGOVx09BW8eqGvJNsrt3lBV+XI3fJqzO1yG2Q9Hf4a7+Bgx91dM+/godZMj9GONwbObW1H82X1Gs2fV44NAABciQ3MHiMHOypPWX5eCDx1kEnFVRuvjkestzhtk9anF4O+7lKuxhqunTp/TQ78y8c16adPM+PQwViQYJlljOYkM+rHLe/IE2J5OTZJ2AAAwBXMOK5DDrKZVzvy/Gh3Ro5Xx8OVFQ5Jc33Fz5uDF/aXt8e6fJ4eyz3JB4ccTP07bDsGSf447JjsdThkKDnlAUPLz0nLbc93yirwyrEBAIAryYHjJr9xaJSnrJRXOlrNjByvjocrK4w15o36uk15e6yCJ+OvsQcHaw8z4xDyUwb79KE3xj3z5cnpyRbcNtgAAMD1xLuw+vAgQUDybHARwp3ppANNWQH7na/+nntGjqeLhycr3u2mvkZjUj/wS8Wp/Vy5XPfGGq/nxnJPPB3i3G15o3EI2YYk1bLSnC119HzZNeraxsR8W7ABAIA7koPF8nFL+pG1CgySLp8qIDgO2svLROesUnKss3Kic05tlY4adzxWdmdMoTw59Vz+cVkC345yoTXWzMxY7kkrcGW9isND1lOSGUcOonYMev3sfEmy/fb6mZlvDTYAAACnJgaq8k4c3gtsAAAAmsidYvWY29xNwmuDDQAAwDTFI2YeM78l2AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADcl/++Lr8fnz+/6RLeEGzgxPz3/fX78e/j9+v7v2KBvPyY90+uU2qVX36/f4y8n+/fi2pTy9rS5atsm/Hb1H0BwHNz9qDh+cfM5uti0uOQcS3/mNT2YVaWTiJ3VL78G+jpdFawgcgpbaA1eJufB6uDus3Tgd0q9fP5EfLLg4M/6S28Nt8XkcnhAeAVcJ3gx9fvz0n2t/Zx9sZJyOXNmx/xmVeOJ85R23fa8pFOZwMbGPNwG4gCW4OP+XkhvRNKPBDEwL22+ZQDxRbM//v5+f36WJT+VDIb/fbw2hR6Fv3Loia9Uv8xb0lm0arykPoyt4NQWX/5vOp0uWx1ZO50m6tOewAvSPYz4tzEucoeCXknChoZzxcJciPT29u3CBrhZuny3Wxvy0c6nQlsYI6H20Br8Dq/VUfw68VAnBVdJ2pSZguvTd1/OWHrocBMYu96JNOjPkCZ8VfX28EKAGSvStBI+y4FjVR0OrSPSFmr/h/FTYipc2XQ8PrV2PIZnc4ENjDmFDYQO9ECdYrCe4EuKpVOiErhrU162mDLO/22HqfUE5IOBWkRbLkwyjtS7hHr6YPD1mZ0DQCRcIhPfuDpgkbIK/1XvKFQez/4xW2Mex24vcmx+DdBfZ3OBjbQ5xQ24A1e0PmtOkKr3nqguGynq1mZLWIbPeHeBJUyY1556ClOtV65kuPJFPyvNzg4ANyCwrlecXd2L7w97OapG6uUVaCfVKasJr0bOMErP6LTWcAGak5jA55QQefnTrzTnx60lRXLNuUKmY1+e4zaeOWjvEPlznzEev48jK4BoEQcoOyvuNfOt1d6fkE745GDnvUF+UaldQfeKj+i01nABkpOZQMtpW1+Pv0VnZu8qo0op06Kunx2sjSjNl75+mRAPZnQj3K8ydaPcVyZTl7vADW6BoC0L/LTyRw0go9p32E9itYeDr5F+bzCLwRfU47F1s8OvXL+g3nolfd0ChVOBDbwJDbQGryXH/MWBdbkldeyMrq8lrWloyezVvl6eMh9qAkU8kItH0P6uCwGW+jpyAyLZNsk4zBtRtcA4OzTkK5wbncg7t2+jsFJT5Utyfoix/m3AklmVC70dDoT2AA28LREw2BiAR6FOM+eE3xVxLm/47g9sAE4NfLYRj/lCCezzq9WAeC+vGPQiHeNPInMYANwauL3Peoxjnl0BAAAAAAAAAAAAAAAAAAAAAAAAAAAL4p+B8W93kdxL7kAAHBD6pdaPLfjzi/EWD6q9HfvZrh18Lv3eI7oe4sxckiAV8HfozHlPyuML/ex5f19PH6B3XXlcDveygbyQHqvk34mWrrLn13+1d8F3zIg/sV4ODgA3B77d/lhL+902vq9MmsAGLxCf0853JeXtIF8QvICkH6f9ergP2MQy/nVOxD0BFVtYioOKHkQqtw+7QiDXsvmTmajgFr1qxbSC2Y6bzQud0yL/G+ZK2MwI31vOp6d+v5U7Za5H87Dtj7DeRz1m9pdMzaAR6IdtrA3aGT/XPjMcCOR/PKV5SkL7shL2oDn3DOFkw+fywnwqA8bzqQphatJNfrY8iC/M+m98WTWQKTk6n48GTpvZlyujAMLeLvxHNDXa6fqeeWh37Q+bZlb3qjOLcYG8Ahc2xbb3BM0RvvjyvKUBXfCnf9XsIGek9WBbrajWC/KGyl8qDzo1Am0E0HjLnqZPK+OoA8+OSj2nib8xXi8a+FauTMyr5UxKk9ZAH+OvekR4n5e8tfUt9Nr7X9UnrLgTrysDfQEjDoXqsfIIe05OJRBsS63siXVemS8Pi1uv+FAovstZdR6tcu968xIjmW+zvHxeNfCKO/acu9aqGVcNzaAv2bmwC/oJ7Qpq2BufxwvT1lwB17aBvJThenfOOjOnbaxXqeNypsrH0+8pjeezG30apd715p8CvVOo5a/GI93LRyXO7f+3rWg864tT1kAf8bMk8TMyFbz/j/V99sw5C1sIArxBG95sw56eNhQed7kxvZbGxtcY5v+gLPudtFEtuStT0mUXN2PN9GhPOs9MReejEzWb/SIKnP1eA7qO2pXyyj1GM2jXI/6vcXYAP6SuF9rH+X5rmDL6vvuvB/0Xi/sfei79pfD7XkbG4jOdhG2pjlnvAXBmD4ul6VenJgZp54nafmo2pdtwqBVnZkB1+NZUrE4afKcMsGO6/K56T0zLiEegmr5a9+mzx7XjOewvoN2rk5mbXrzKOXCqN9bjA3gL/CcvqbyZcqWBS/gDH3VleVwW7CBBxCdfn1SeyXyInpPIwDgfZGg0go48B5gAxPI3Wb1KPsWj1BOjHeiBID3Jt6p8qTsncEGJikeU7/iIxRDftrAiRIAAAAAAAAAAAAAAAAAAAAAAAAAXhLeOQAAAE+F+xKfF/xTQfuiqZhuG7CPHAJGbaoXKPHuB4CHseevwOKLfuyLfKwfGvvaXp++X4vJ/uUWNym3ARtY8AR5g3128uTqwBsX43bjvMfBQWDDAzye+KfUm79Y38bnvHdmc/R1fe3MQ71O4NnTZyb6us1fRP8RA8mtb5beDWwg4QUlnbd+/sx3vnEAq/JZGTPwqjykvsxtosv6y+dVp8tlqyOTr9vY05XGOzh4Y4+HppzUYlU6x5TlueNNczIzLq2DxdYZ6ZKp+i1Oqe31y/L3zHVr3gBembAnjO9b88I+0g7f8UEHXgbn9akJe9EJKjO+BvbzljbgCdJ58XOphHfisYra65FMjzA5aUJzmxyw8iP88ro9+d6CBR3V5Fud9eK482D61GMMFRrU4+q3sXVmdLFjE74vqc/B+mX5s3Pdm7eUBfCSWNsPe6PwGds+EezekPb2ED7C9qnp+ZNeGRznLW3AClqDSjHwsqNR3pFyj1gvBTvTZnRtyQeH5eOa9GJ57WMbv39hrw6ZWK8t1zLTj84bydzbvnftylLzlrIAXg59AyDX9kAd90a5D2Ke9kP79ont03I0oMAx3tYG6kGUnXoduZMRgoUOJt5k6fJaefdxf5Jj24yuLfaJQ5hcdeqL7W3fkto6z+qwZ1weM/3ovPi5bVheeb1+7f7qvuzYJG31AV6NGCBKG48O3dsL8SZF77ElLzAKAhqvT40NWha7j+E63toGRoK88lHeofIU2OunAHESbJvRtcUeHGx/ui+5tnjyZ3TYOy6PqX5U3kjm3va96/h5zugBXoFZR2/3ht1HgpfnMeoz35xoP2OZ7QvGvL0NjAS5A8130OrJhH484g0gDjrKmZ08PVG2fHRtsQcHIbYxTyH005YwDr9/odKh2UfZrjcuj6qfCV3sExVh328c2v25fTXmLWUBvATevmoR98m2D7J/0HvFBgPvRmOmz9GdpmD3LRwDG1gYCWqVr8FHJkGSGdQ6QSl9LEEry2nKDAO3beJE2Daja0vWRwd1IS6aOTwoHVrBVPDysryQ0pzsGZfFthU9Z3WpxqLWqLd+VtboWmjNG8CrYH3alsq9kIn7pHTktQxTbpz/TJ+5TutOM+ph25f9whzYwB/jTSAAAGzIAbzl/OE9eGsbkDtvfXcf7ki5CwUAcIl3jf6dK7wHb28DxSN7SYPvZwAAAAAAAAAAAAAAAAAAAAAAAAAAYAfF+xD46w4AuJL1XShP/MPvVxjDI3lbG/BfLrHvz0HiOxrO+yckeYz25U+ad3lJivdCKckHgH2EvxxznK31qfpv8nsvXmsx8xdqvT5n2vP+iGO8rQ14QTV2Mh80T39wmHj5lDeG8O6JVzw8nHy9AM5O9Jv1Hso3IK0DuX6fzRpABk9A86vi5bPXZtxnv70w4yOh5K1twDs4RAFeEM3JUWItW5KcZhwZWu76+TPfAS8yq7yYWpORqXRQpyl7Cuu/GnSnvksfvb4Fd34GMqvTodIrt7lctjpyStRtRqdGO9Zaj5jsvPdOrd01OKBzy94AzkB4cmf2uiB229p/rq81rxeeIewb1XevTw/bPiNyRr4WNt7aBryBSGOrlD6d2E5tIBJGefFzKdfNG0zqGrBUG6uvp4vlkL4Tffd08WR6hPlOc5DbZCOJ82Ov+0aoddiujZ5GjrUJYd9/mjWvs52zlpEDPAqxUeuooy/9+P0obhTsPmv7mJTVxe61UZ8Wb69mwj508sHnrW0gHxyWj2vSk+EONLTZHP3sZOi8I21SVsFMm5EMoWqTJzcFrJl+BJ13pNwj1ktB2rQZXXvMtNF5I5l72/euXVnG3gAejQQNe2cWbbfMj4f+jm07eR6rPxIfXd20tftMWc32miCLA/o0b20D+eCQOw13e45Sy0eTNqVmJ0PnHWmTsgpieRlU8gkstxnJEGIdM0Z18mrr1u7bLVdyPJlCscBrevTBoR24vfJ6Htr91X3ZsUva6gM8krg/a3u0di1o/+qWO3kj9BO4UZ8pq0C3T1mBIGsmaAA2YDvI1+tj5KBUO2gIs5Oh8460SVkFM21GMoRb9CPovEPlZv6FWO/RB4e2zL3te9fxc9/eAB6Ne7fpOGud55abr+lm0G1GfaasglafYe9xcJjmrW3A7TQ47y0vPIXQd9/htLV1Oqt4kNMIJsJsnma9O1f6VfoOZAjDfjzdBn3ncn0I0I+QZscb2yQjMeWja4+ZNjYvjMsY1L7fOLT7c/vS62fsDeDRiI3a77cFu0/03l3LjX8obT36zfXGTa6rfVf20etzpn0mBBOlC/SReXxbG8hK2pNJ7NgcHpbrNRnhuX5ISaF4qtnaXD63ADETrAQvz7JOvuk/FC5MyRjUaZUP+07zu3wM6WMJtllOU6aZt9gmGYFpM7q2VGuyrK/XxsurbECNtTcPR3Qe2RvAIwn7yOz1TGm7W8AQhv4i7M+yTW/fZXp9zrQXpJ6NA9AGG4A/IwbJclEB4LmINwTlYfcWiOP27mLvDX5pP9gA3A15EqNPcOHkx90zwNMTnrI27tyOcK9ANMOjgtWzgw3AXSi+wuk8IgKA52J95PzEe/oVxvBIsAEAAAAAAAAAAAAAAAAAAAAAAAAAgFfAeyGQ5I/wXtrzCGb1ODpOAIBHYl8iV71QyPi2mLY6/GXX83NKGzhyCHi2g4NwFp0BAGbIfyqn/77evjsgBI1OIMivhpfP65/e8S6Zp+G0NmAD6nr96d+lrx2rMq10eMnRWqYUruRuZa02QnWaSn2N9LDsHWemd1qrdNBlSf7lsrWXxdfy7As3evMAAO9FvtPUPin6Q+VXB0HDYoMOnJvT2oAfUJfApU4klaKmTSYEPtVOK+jJFcZtlG4hUI/18KhkOfrYcQbdzATv+8+dtsNBlG2vTV+NeUhZAPBmWD8gfkLfcOwJGp7PgvNzShvwA2oZjI/UEeJpKQXaG7XRjMo1tu5InyN999r3rl1Zah5SFgC8GdE3LI5+TaVPyDckWyr9iFA8GeVm5Ok4pQ30AlqosDBfRyufU6x3pM3yOZ62VFlx0nJktrB12/rEvPi5Hbi98hjsdft2f3Vfevw5bfUB4L3Q/iRlJX/Y9ktT5RwenobT2sAowAnzddrKHmljmdGjxUxbnTeSvbd97zp+np8HAHh9rM8QvDzNsNx8RQrn5rQ2YDuZUTSeguofEtrv6ePjkahgazDdNssAe08YWnp4HBln0M2czPb9xqHdn9tXYx5SFgC8Edm/ab+g7yY9H6F9Vmhf+a+tPGXBiTmlDdjvRiQAzwRUISqf2iolglJKZiuQappt8qSpZA8JLT0014yz0k31sR4evDIja3QttOYBAN6T2gc6QUKXGx84Kofzgw0AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAALwo3guWbv3/I3gvOvL4C10AAJ4J+/K6mLYXAFUvoTMvjeu9pA6eg9PZQA7W+m2M+nWWKesq9h4c7qkLAMAzEYJGw9HngLD+V/05QKjAEd4auL6Jty6H83M6G/CC9fhVyOqkk+t+1q90DuVZSVXWnoDrdAmHDCPbTqpweCyOLnv0AwDYSzdoBP9T+ph4dxrzXJ+qylMWnJzT2YAnNAQ+pWS4VqcTHaCj0mW5VcoLrh5X6zIxQdeMxRuHzevJT1kAANMEH9TwIV4A0D5pxmfB+TmdDeRgu3xcU+9/oxRim/lgOqvktbrIdQjUKnBLIF8f4Vw5lkPlRj8AgD3EwKD94uZjss8s/GSoP+ezUhacnNPZQO4036XbO/zYgVY4p3mlZpW8Vpflc9GXr0e7vadnT55Ql7flL58BAK4i3Bypm5HK73x8LNfzN3bwfDzcBmywtqeX2EH7jnlGqVklr9Ulk58y2KcP145lrnysHwDAUTw/pNF+z/pUwXu0Dc/Fw23AFRqU2vLs9/bxB4exU28ANs/rw+NaXVJW8VjH9nnNWDz9gjzVZkY/AIAZPP8RfEz3++7Sh2mfFOWVPgrOzSltoBXU46MQE7BTMA4pKzFxcBCyvJBaA75Sl8w6MY1+rhmLPpRIunzWbUb6AQDMUvkT49dKn1TfpKz+sNEezg82AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAPC6eO85uAe6n7/qEwAAACaIgbn10oj4Qqa//r8W3uXgsM2vThySAGCjeHmeJPvyH/tyH/PCuVF7OD+ns4Ht4FD+71rC1hkHh3vgvSkzznl9iAOA9+T7svmDNUDkt92m6/X/8zHlQq89PAens4E1MH/KKytr4fqVyjaI29cv21PM6JRTvkZT9d05OFQytT7FWLY69hXWrX6FdVJzudLZ6iLsnRONd3Dw+mjpG+bCyLdGJAznuTFfM+MVevMJALdF7/u4H40PCz6ovQ89vwHPxcNtYAsEZcAJHYtgFSh00LABJAasTdEQTIxi+tQTytWJp54Ivx9LaJcmKNYt5doJ7PbrnMR0fU+Xnq52TizewcHOW19f5+CxZ7yD+RqNV6578lMWANwI66O8AOHt24zn4+C5OIUN6A42BaJgCUhFeeNzErXSKxO88hgE64A1J2su0LnljX5T8bj9oLxHDvzLxzXpJwVuf0pfuQ6BWhmABPL18Ddof2Q8w3KjHwBcz+rsxU+og3n2IYXfCH7c7ku/PTwPp7KBIhAkBS6XpdMkuBcoQtASJVIqA1Y7eMTyrd2W6n5sn8Xg17QnENq2knR5qXecE18Xwea15sRjne/0xMA+bRjpu3x2xmfL2u1tfaEnT6jL2/KXzwBwY+xTvWoffnws123/y1PB5+fhNmCDQw583vfctq5mtp4Qy0cHi1qWe7JSsrx+a1lz/aaspi6p2G2T6ZUJ9uBgxxfbt/XN5KcMYe3U04dR+9F45srH+gHA7fAeTWusH7CM2sP5ebgN2OAQgld1kqkDiXRcB/BNjr17Fnq/cYhPEmJ5s0/ThxAPOnW7VOzr1eo3P81Q5bq+DfRCKM/6DebE4smLbcxTiIa+KSsZgehRyhJm5zkVl+s9GO96PdAPAI5h/bEQ9lzjbjH6gm1/7m0P5+OUNjAMbjqQOEFlqbImN2jpOp7yujwH6EafoUwFSUkfy2Fk9olDymr2K6yHh1xmdLb9F391MjEnmlzf1rFPfXr6CqvODUOYmWe5Fkbzrccr5cJIPwA4TrW/uj6pPrSP2sP5wQYAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA4FYUf5t643cD3FP2M+C9wwHeC2wAAHbjvbDIJv0mxL+k9XKkW3BP2bO0nParOPMzjeORdj47D7Gep9v95vBVbO2MeHPbs8Oe/dmXsMW0veRn+NK6QTnch7exgTM5kqhL/QasW3BP2bO05vpMa3ANZx7HX+o229cj5utVbO1MxDnNDnpi3UMg6dcLQaPj6MNbAfPbYHOAUE9RR+VwW97OBlqOZM3/zKeeGHTzq5G3tLWt28Sk7/KrU1SamPpUtsktX52pTlwNHaVM48r+8tv2Tmm5v8tlmwM5Meo56Z4gR3Od53FCBy2jat+aY1Vv/dxbK6tHSGXfGk83TW9cwrW21aOlWy13sQOnrm3ftmNnzsw4M8P5GuhR6x6TnZNy/0hq9wnHGa1nRjv0Fr2gkf1Z7VezD+uXpyy4A29jA62Bxvzx4Or/cKpsUwzG9BWd7DYQTxc7waG/7KQndRSqvj1ds9NXebr/3CYfDuLY7HV7YbzxCTp/TodSRtHelOs5ruuZ8Rv97dx7fWt65aNxeeyxrZTVpKWbK9epq/Ns+Ywde4zqzenRn5Mwx8r5zOoG+5mZ29n5D+u448Cp80blKQvuwMw8z67FqW2gJWy2k1hPO/e2siOZttyVF05S7f5aTMke5I1keO01sXxx5G7y+xB03pHyzLVyerKFXvlxeXO2lbKatOrOytV5o35H5ZlYr7aF9SB6QI895SkLbsTM3I4Oy5l4ANR2scll3c/L29hAS1gzP985FgOad+72cbR+tG/rxmvdT06xTktHD1922TbmbXdrQjyo+P3NyNS0ynV+/Dyvg2DzWnNc99OWEz8bPZw2ml65K0+NK15fZ1s9WnVn5dq8PXbcYlRvpMdc+b41hOOM5tY+DdpD/fRttO7t8pQFd+BtbKAlzO04fW9SO8m5waSsFVvmX7cnuSfbMupLGOWNZHjtNa3yXh/CnvKUtdJqO5IzKk9ZBb3yYX83ti1Lq+6s3F5ftqxXVzOqN9Lj2vKUBTeiN7f5UKztew/Fuqa9wm8czsfb2EBroF6+l7frFLQo3rsz89pX37Or75O9+i1m+lrveFV/uv+RjJE+rXKdP9TBMYhQntt35rj1OVV19dCy4lqXbTSezMzeuRX22FbKatKq68q9Yo7DtdPeY6T/UA9Pd5V3ZA3hOL317DntvM55neK6lXXDuqvvu4u9M/QZdTnch7exgdZAm/lh8IsCKX1cFic6e3BIk7Nkr6k4ETX6DBOg2+XJaNT3sHVbbdcJzn11flg2KzPT7NPK6egg2DW4fG7te3Os+/F0qfUoZcW1LttoYvuy75iSfewc1x7bSllNWnWb+QfnOBMDdCo348zM6N/VY2JO9q4h7CfO+TbHMW1OP6+BPsBp4ho7QULLs3tltJcG5XBbsAGABnFzlMYNANchAaIVUOA9wAbgZZC75uox+a0edQFAuhPlCdA7gw3AS1E8budRFwAAAAAAAAAAAAAAAAAAAAAAAMAxir9bv/Ev+O8p+5Xx3hfwaM6oEwDAS2JfCOOlR/09adbNvkznFtxT9l7cl4Wc+CAzCtLueEK6X2Dn4AAAZ8G+qC0m/QKo/S9juvYFT3d9AdSZHHDU5T4vGLqn7D1kA9MHmLjA5w2CIxt5hA2dyW4B4L0Jfr0TmPU7cNaAPrhZHLW5tvwqWg54zf/MJ6kYdKu/7Vdt6zYxFUHSnszSZNdPQja5YQLWfHWKa+goZRpX9pffdp3gXFcZQ+7vctnmQJ7O6DnpPa3Jsmee6MyPOSb7JGXvnE2tayNIHynXebVOMfXHJKndJwDAX9E7OHhPu2Mc9OOVMGpzbXnKOk7L6cf8xTkPTigx4CRlnTbFYExfMZBuA/F00acmIfSXDxuTOgpV356uo1NbapMDfxybvW4vjDc+j71jtv3eYs7qdW3rfaRc53k6uWNyDnGjuQQAuDfBX7UODgP/l7IKRm2uLU9Zx2kJm+0k1msHGJ03kmnLXXnhJDUX0DRTsgd5Ixlee00s34KhhydjNGadd6S9R6w31yaWL4HdpPVA5emk8q4tT1kAkMh3nMvHlPp+B64j30RuafNNR/zXqM215SnrOC1hzXz7KD+kuaAm1/FOdmurH9vbuvFa95NTrNPS0cOXXbaNeeUGixvQ729Gpsav741Jj9UrL/vQeUfaC3vXVXOkXOfNlZt1cdoAAJyB0RPbkf8atbm2PGUdpyXM7TidYutgf2yCbJl/XQYMTU+2ZdSXMMobyfDaa1q/caj72Dfmq9sfWFfNkXKdd215ygIAOAWF/0r+9Y1+4zB21ntOVqL4+AlD2d5+X69/F+HVbzHT19xvHNoyZvSJi2cW1LTbO+Zbtxdu+hsHx4iDjqnNSCfvwBX1a/cJAPAXaP+asqJ/U795KOKIE2eyj9Q+btTm2vKraDn9Zn4KfDl9XJbDwOzBIU3Okr2mXgDNhAnQ7fJkNOp72LqttusE5746P8iblWmJ9VQfS7JPIfaM2cvbO2d711UzKhes/Mvn1mZmTNZ2on79PgEA/oLK35ofSvbiihD9Y3n4GLa5shwAAACeFDl42JtHAAAAgIr4NJWnpwAAAAAAAAAAAAAAAAAAAAAAAAAAcCtm3inwrLzy2AAA4AnwXsh0s1dSnoRbBdso57Fz9cwHh1ndzzDPf0H1Qiz1IjR4XeKLgsb2bP9Pn/rlPtZ3bzJ9vx4T7wp4PE9tA9lxWYclyr6Scd324FDK+evXHr/PwaGsN7vRno1nXk/YzxYIxrb8fdFBIL0B0Lw+WPvpILvzZsAYSLC1R/PUNuB16rEqm04qWqns9C6XPBFR3jYxm/wjdfXgdN76+dO/YyvqWv0lLWP4diZ4NCeeXoK3WOXrR7fF9+p6/bbaWx1m1qecp1rWzJpkhnq11qSxDnoeMt4867y6r6hHby4EV4eBTD0Xuv7y+dD8WexYaz1i8g73yz9b0us+YRO3WHPYR5hjWYuwBvvncW2/tMt3k9ouvFcWa8I6pqADj+HpbcA6LI/VAamOdMdRxuZo8hOM8joOYn/dUjedl2VpvXrtXXkHJt2TI9h8uzh7F7vbXvU1uz59WXNrItdjvcpy297OUwuvns5z+xrMhWCvRzI9wpgLO5ufPw+tw3Zt9PTWIc17qLCQ70xuuWflurfmKQsmCPNa7JW+XVi8dbVrIWuV19Fi7Qz+npewAesgPLyOdJ4t711fU1e4ptyrLxSBLy1Ka9KFlpxe30I8LGxzHfo1jn113IP2w76uKO9du7IaeqXirrxQoUHVLm+YYtP1+xJ03pFyj1jPH/Po2mOmjc4bydzbvnftyjK2DGOsr43zOjeHq+3LYVIFCCHKSWUhtWXaAyD8LS9jA55TsHiDi47Ddyy962vqCteUe/WFkUzLvBy9kDlt7Xr9jtrXbefXR7hu/eb0WvIDI/kt3L6Uwbf7Gs2FKVdyPJlCsWnXFOXYNqNrj5k2Oi9+Lseh8crvtebLZ5gg3Ci489i/UbGUNzrbmqbi1E9tGzM3iXBfXsYGYqf777Brx7KV966vqStcU+7Vz+RT2MxprCWnWMxQZ7xA+SlDaFsFxXZ7rYOnzzXlvev4eU6vlNWVFyo0GNWb6UvQeYfKnT0S68V5sG1G1x4zbXTeSObe9r3r+PkGzgYKjs6rdv523QQ3b+JJKvw9T20DUYlaoAQzyVvvtlRg0wHWKtm73lU3OWz9O4DQb0OW0O3LkZfJczBzF+X1G094ZZ49hMR5LI1k67fWq9e+nKed62PqV+WD61m9UrHTf3sdNJ4sjdvXaC5SubZ1vXYz+guxjT/m0bXHTBubF8ZlHlnu+41Duz+3r8aapyzYSZzjcg7tITVcV2u8rXuur9dG22bKKgJNyoIT8PQ2EAewdK6TUnZ1RF7ZwOno6z11w7UKrJIun21ZQq8vIU6oM4Y8PrNAHlHuplNM/oKEBdb11OIKo35b7at5Gq6PKpOkg4CVNbgWZvUSvLzWOmi8dppWeW8uhHWjpfSxBNsspynT2GFsE9fcthldWyobXw5UXhsvr1oHve432rNyLYxsGfYR53js3HtrLFh7rgKGCURwHrCBJyc72dFd8DPiBQHY8DYvwCOQAIFzf2+wgSfCO+W9ChwcSuRphz4ghtM8d8/wYOJdIfv0ncEGnoj8tOFVT3kcHEqKr0kkmcd+AAAAAHB+ygMd6S/S2fB0JN03AQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAANyF/76/fj/+ffx+ff/3m7IAAP7993X5/fj8wS+8MdjASfnv5/v38u+fLEwzzS7ckUPAqI2vHwcNgFfnGYLG90X80eX3+2fzR6L38o9JW52fz4+y7OPr90e1H+H2+fPz+/Xhy+z5+LPP71ltYLTGvfUQXs4GrnkCcM+Dw+VrK4+TXk4aALwGrpPb6Vj/gs35GwcuQaWhb3TuToC5fFd1PVp9hkCSZMzIjHN83huws9tAb42F3nq8pA30AvmqjLOQVZkqr05XSv6Rg4PXJp7ActomNPRtFjjrqk9arfZrX5/lCTPr4+myRz+hOr2eaIMA/CV6v+e7zZB3sj2x+pWw1539vENfz0d5tPp0fWTwKaVeGh1kzsYz2EBvjY+sx9PbQCuQeycY23GrrSUMPg1o1MabkNCvmmSrh16EmQnttg/6mXGq9p7+Nm8sf6sb57m92ACvTNyvcT/IPjvtY+pi/5b7VZenrC7WP3j0+pzxQZpe2Rl4NhtIWSt710N4ehtoCZxRbFaZWK8deDU58C8f16QNydUrtNkmNQRqtSiySFnGqL1brvIOlQ/kA7wzwYk6e/0MBOddOeztWoh1tM9q7299E5WyKkZ9uj6m41dmgtSjObMNCL013rseL2EDrc6sooI+GYbrVlvva4wkqzc4IR8c8hODMGB10ovtrWxJvl62v1F7T7+ePKEub8tfPifD2crOuFEA/prCOe+4g78ndq/q1Nq3rcAQx1f6Do9RnyMflLICNgCdnTPagIde4/3r8QI20OxsQjG3Tgr8elPFescODlaeliXXLeTAIW3CAqiT1qi9OyaVN1c+v0iePIB3RBxccIrmBuVMzOxvb0+3DhMz2D6tjxS84OD9tuvsPIMNCHqNZ9fjpWzAM3Jh6jcOnvKDTdPqL9OWueXVetS/E4iTGE9oWpbQa+/pp/M8/YI81aYrP22MVNScf4B3INh//h43Bw3HAZ6FuF833TzfE/a/ulu215bsU1rO3fYpaB/j+WrhzPOoObsNTK9xZz1ezgaiQn7gWpVJAdgbePFIRS3+mrekj8tiDEn5Xn+CF5iF3E9xeFB9VBOWdW8sVqu9p5/Ns+O7fNZtmvLT+HSZHSvAu1D5mJDOETA8mg5c6698jrffY7L+pD1mr8+Rbx4FojPxDDbQW2Ohtx7YAADAnRDn+Y5OToISzj2CDQAAwDTvGDTiXWH5tPKdwQYAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADgefn3738AB0q7r2TzWwAAAABJRU5ErkJggg==)
SECTION IV
The following amounts are appropriated for the project:
![](data:image/png;base64,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)
SECTION V
The Business Management Director of the Town of Chapel Hill is hereby directed to maintain within the Project Fund sufficient detailed accounting records to provide the accounting to Orange County as required by the HOME Program.
SECTION VI
The Town Manager is directed to report annually on the financial status of the project in the Section IV and on the total revenues received.”
This the 23rd day of February, 2022.
end
The Agenda will reflect the text below and/or the motion text will be used during the meeting. |
presenter
PRESENTER: Maurice Jones, Town Manager
Amy Oland, Business Management Director
RECOMMENDATION: That the Council approve the $4 million appropriation from the FY 2021 excess fund balance to address affordable housing/human services, maintenance, vehicle replacements, street resurfacing, software purchases and bike-ped safety improvements.