This website serves as a resource for the most up to date information regarding the district budget needs and how these needs are being addressed. Please check this site often for updates and feel free to share this information with others. If you have questions about this information, you can add them to this form or reach out to Aaron Tarnutzer directly at tarnuta@mcfsd.org, 608-838-4550.
The McFarland School District has served students and families well over the years. We take great pride in being an integral part of our community as we fulfill our mission to meet the needs of every learner, every day.
FINANCIAL CHALLENGES
Along with other districts in Wisconsin, our district faces significant financial challenges including:
- State funding has not kept pace with increasing costs and inflation.
- For the last 3 years the State recommended districts balance their budgets by using one-time federal funds designed for Covid relief. In other words, the state used temporary federal funds instead of increasing state education funds. During the current school year this money funded 31 of our existing teaching positions. These funds are no longer available resulting in a budget deficit.
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86% of Wisconsin school districts have pursued additional funding from local taxpayers through a voter-approved referendum due to these concerns. The current state school funding model is designed for this to happen.
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The McFarland School District faces a $3.7 million deficit for the next school year and this amount increases each year due to inflation.
Revenue limitations
Competitive pay and teacher shortage concerns:
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Put simply, there are fewer teachers competing for more teacher vacancies in area districts with our district already paying our teachers less than the area average and this gap will increase as other districts have passed operational referendums to increase salaries.
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With our current revenue limits, salaries for McFarland’s starting teachers are below average among area school districts. It is difficult to attract and retain high quality staff when our salaries are not competitive with neighboring school districts (See FAQ for more information).
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In a recent McFarland staff survey, only 55% of staff feel pay practices are fair, leading some McFarland staff to seek higher pay elsewhere.
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When teachers leave it impacts student learning and increases costs related to onboarding new staff.
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The current rate of pay for teachers in McFarland makes it difficult for them to live in the community.
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There is a teacher shortage in Wisconsin with low teacher retention and fewer teachers entering the profession. State-wide 40% of new teachers leave the profession after six years, with many citing compensation as a contributing factor. (Click here for more information).
Response to the failed referendum:
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The district’s April 2, 2024, referendum did not pass. We respect the community’s decision.
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Addressing the budget gap will include a combination of budget cuts, increased revenue, district savings (one time “fund balance”) and/or an additional referendum question.
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Post-referendum, a 28 member community engagement group and a staff budget changes advisory group were formed and identified $1.2 million in budget reductions (see FAQ for more information) and a community survey to gather feedback on a scaled back future referendum.
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Additional funding through a referendum would be used to reduce staff layoffs and provide competitive staff wages (see FAQ for more information).
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All families, staff, and district residents will receive a survey to provide feedback on three possible future operational referendum options that were developed by the community group (see detailed information about the options below).
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The goal of the three options is to provide a wide range of possibilities to learn about the priorities and tax tolerance of the community. This is not a vote.
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The survey can be completed online or on paper.
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Each survey has a unique code that can only be used once. If multiple members of a household would like to complete the survey, please contact the District Office for an additional copy. Reach out with any survey-related question at 608-838-4550.
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The results will be reviewed by the Referendum Engagement Group and shared with the community during community feedback meetings. The results and the feedback meetings will inform the Board who will make the final decision in August about a potential November 2024 referendum question.
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The results of the survey will be shared and discussed with the community during 2 meetings:
- July 24, 2024 | 6 p.m. McFarland High School Performing Arts Center, 5103 Farwell Street, McFarland, WI
- July 28, 2024 | 6 p.m. McFarland High School Performing Arts Center, 5103 Farwell Street, McFarland, WI
The meetings will be available for viewing online both live and recorded.
SURVEY OPTIONS EXPLAINED
All 3 referendum options are for less than the question in April. They are all for 4 years and are recurring (meaning the amount continues at the level of year 4). All maintain the $1.2 million in cuts made this spring. Note that every $1 million in cuts is the equivalent of approximately 14 teaching positions. The table for each option shows the tax increase of $400,000 of property value. Based on Village of McFarland records, this is the average home value in the Village this year. The projected rates include a 7% growth in property value per year.
OPTION 1:
If voters approved Option 1, The district would:
- Maintain the $1.2 million in cuts made this spring
- Make an additional $1.6 million in cuts
- Not be able to provide a competitive wage by increasing salaries to the area average
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)
The increase is recurring or cumulative meaning that it continues the next year. The following illustrates the school portion of property taxes on $400,000 of property value:
- 2023-24: $400,000 value, estimated school tax $3,172.
-
2024-25: $428,000 estimated value, estimated school tax $3,545 (increase of $373 from previous year, $31 per month)
-
2025-26: $457,960 estimated value, estimated school tax $3,943 (increase of $398 from previous year, and $772 total from current, $64 per month)
-
2026-27: $490,070 estimated value, estimated school tax $4,327 (increase of $384 from previous year, and $1,155 total from current, $96 per month)
-
2027-28: $524,318 estimated value, estimated school tax $4,726 (increase of $399 from previous year, and $1,554 total from current, $130 per month)
OPTION 2:
If voters approved Option 2, The district would:
- Maintain the $1.2 million in cuts made this spring
- Not be able to provide a competitive wage by increasing salaries to the area average
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)
The increase is recurring or cumulative meaning that it continues the next year. The following illustrates the school portion of property taxes on $400,000 of property value:
- 2023-24: $400,000 value, estimated school tax $3,172.
-
2024-25: $428,000 estimated value, estimated school tax $3,576 (increase of $404 from previous year, $34 per month)
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2025-26: $457,960 estimated value, estimated school tax $4,004 (increase of $428 from previous year, and $832 total from current, $69 per month)
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2026-27: $490,070 estimated value, estimated school tax $4,419 (increase of $415 from previous year, and $1,247 total from current, $104 per month)
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2027-28: $524,318 estimated value, estimated school tax $4,849 (increase of $430 from previous year, and $1,677 total from current, $140 per month)
OPTION 3
If voters approved Option 3, The district would:
- Maintain the $1.2 million in cuts made this spring
- Able to provide a competitive wage by increasing starting teacher salaries to at or near the area average
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)
The increase is recurring or cumulative meaning that it continues the next year. The following illustrates the school portion of property taxes on $400,000 of property value:
- 2023-24: $400,000 value, estimated school tax $3172.
- 2024-25: $428,000 estimated value, estimated school tax $3,604 (increase of $432 from previous year, $36 per month)
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2025-26: $457,960 estimated value, estimated school tax $4,060 (increase of $456 from previous year, and $888 total from current, $74 per month
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2026-27: $490,070 estimated value, estimated school tax $4,501 (increase of $441 from previous year, and $1,329 total from current, $111 per month)
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2027-28: $524,318 estimated value, estimated school tax $4,957 (increase of $456 from previous year, and $1,785 total from current, $149 per month)
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Through the collaboration of the School Board, staff, and the referendum engagement group, the district has made the following budget reductions:
- $700,000 in reduced staffing: We are not filling positions for elementary school teachers, special education teachers, educational assistants, and library staff.
- $500,000 in other reductions: All departments will have at least a 10% cut in their budgets.
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$49,000 was saved through reduced administrator pay increases including some administrators having no increase
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While one of the goals of budget reductions was to minimize the impact on students, we know that it is impossible to make cuts of this magnitude without some impact on students.
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Note that every $1 million in cuts is the equivalent of approximately 14 teaching positions.
These decisions were made using these guidelines:
- Impact on students: Prioritize those that have the least direct impact on student learning and well-being
- Long-lasting implications: Consider impacts on student enrollment, staff morale, community support, and sustainability of cuts
- Protect personnel: Whenever possible prioritize preserving jobs and retaining qualified staff members, using alternatives such as pausing in hiring, and attrition
Over the last three school years, school districts around the country received one-time federal funding to support operating costs related to responding to the COVID pandemic. During this time some states, including Wisconsin, chose to freeze the state contribution to school districts instead of making annual inflationary increases.
As those one-time, time-bound funds come to an end in 2024, McFarland and other districts are facing a dramatic reduction in revenue referred to as a “fiscal cliff.” The result is a large gap between the actual cost of operating a district and the funding received from the state. The state funding system was designed for districts to use the funds in this manner and then ask their taxpayers to approve an operational referendum to make up the difference.
In 2023-24, McFarland used the one-time federal funds to pay for 31 teachers who were already on staff, and as that funding comes to an end, and in the absence of changes to school funding at the state level, the district needs to fill that gap with a combination of cost savings, increasing revenues, district savings (fund balance) and a potential referendum question.
A Referendum Engagement Group consisting of 28 community members representing a variety of perspectives and experiences across the community volunteered to help explore the solutions to the district’s budget needs over the course of three sets of meetings in May. The group included self-described “no” and “yes” voters on the April 2nd referendum with all members being committed to finding solutions that are best for the community, students, and staff.
During the meetings so far the group has focused on understanding why the referendum did not pass, analyzing the funding needs of all Wisconsin school districts including McFarland, identifying potential cuts and ways to increase revenue, and exploring the potential of a revised referendum in November. Based on what they have heard from their fellow community members, the group feels the main reason the referendum didn’t pass is that the amount of money was just too much and for too long of a time period at a time when people are struggling due to other increased expenses.
The group guided the district in the design of a survey that will be sent in the mail to all residents in the McFarland School District, staff, and parents/guardians. The survey will ask people to share their thoughts on three options for a potential November referendum as well as other areas of the district budget and operations. The community group will convene after survey results are collected to review responses and make recommendations to the McFarland School Board. If the school board decides to pursue a referendum question on the November ballot, they would need to make that decision by August 27th.
You can learn more about this group in an article published in the McFarland Thistle by clicking here.
A passed referendum would be used to:
Without a referendum the district will need to cut positions and reduce staff pay. For every $1 million the equivalent 14 teaching positions would need to be cut. For the 2024-25 school year the $2.5 million deficit is the equivalent of 35 positions, which is 17% of our professional staff. Please note that this includes the $1.2 million in cuts that were already made for the 2024-25 school year. Additional cuts would need to be made in future years due to increases in costs.
Salaries for starting teachers in McFarland are below average among area school districts.
![Area Communities Starting Teacher Salary graph](http://www.mcfarland.k12.wi.us/district/Referendum%20Image%204.JPG)
The district’s property tax mill rate (which corresponds to the school portion of local property taxes) has dropped by 34% from seven years ago. To see a historical breakdown of your property tax bill for the school, county, village, and technical college, visit the Access Dane website at accessdane.countyofdane.com/
Despite this decrease, taxpayers may find that their overall tax rate may have increased as taxes for schools account for only a portion of your total taxes. While the school tax rate has decreased, the Dane County and Village purpose taxes have increased notably. The rate shown below is the equalized tax rate per $1,000 of property value, referred to as the mill rate. While most people have seen a reduction in the actual dollar amount for the school portion of their property taxes, some could see an increase in actual tax dollars if the assessed value of their property has increased more than the average (sometimes due to additions or home renovations).
Please see the chart below showing the McFarland School District tax rate over the past 5 years for school purposes.
The fund balance is similar to a savings account for the district. The main use of a fund balance for cash flow as the district’s bills become due before the district receives revenues. Without an adequate fund balance the district has to borrow money from a bank to pay the bills resulting in additional expenses for interest. Our district must maintain at least $10.6 million to avoid the interest expenses related to short term borrowing. A fund balance is also used for emergencies and larger projects.
A significant advantage of a healthy fund balance is that it earns interest. For McFarland, this year our fund balance earned the district $450,000 and was used for operational expenses such as salaries and benefits which decreased the tax burden for the community.
Our current fund balance is $13.6 million and some of these funds will be used to fill the budget deficit. Without a change in funding such as a referendum, the district fund balance will be depleted in 3 years.
Additional fund balance notes include:
- Defined in our board policy and has recommendations from DPI for levels
- Used to invest to create investment income to afford ongoing operational expenses
- Used to show to the Bond Market that we are financially stable which helps with Capital Initiatives
- Used in emergencies
Both a recurring and an non-recurring operational referendum increase the amount of money the district can receive from taxpayers.
A non-recurring referendum raises the tax levy for a certain number of years and then ends resulting in a significant decrease in revenue to the district or a fiscal cliff. This typically requires the district to ask voters to approve another referendum for as much or more than the original referendum as expenses rarely decrease due to inflation and other factors.
A recurring referendum raises the tax levy and this amount is added to the district’s base revenue and carries forward forever. Districts may need to have another operational referendum in the future if expenses rise more than funding; however, that amount will be much less than if the referendum were non-recurring due to this increased base. As a result, a recurring referendum is viewed as a longer term solution that provides more stability to district funding.
In Wisconsin, there are two types of school referendums: operational and capital (bond).
An operational referendum asks voters for permission to increase the school portion of property taxes for the purpose of increasing revenue to fund day-to-day operations, such as staff levels and resulting class sizes, class offerings, and other current programming and operations.
A capital referendum (bond) or facilities referendum allows a district to increase the school portion of property taxes to support major renovation or construction projects for district facilities. This is the type of referendum that was approved by MSD voters in 2016 to renovate school buildings. The district borrows money (bonding) and pays it back including the principal and the interest. These payments are spread out over a number of years, which also distributes the tax impact over years.
District wages and benefits account for 77% or $31 million of the budget.
When combined with those purchased services that are direct services for students such as substitutes, transportation, 4k teacher contracts and third party technology support, 83% of district expenses are related to compensation for services for students.![District Expense Pie Chart](http://www.mcfarland.k12.wi.us/district/Referendum%20Image%206.JPG)
![Supporting Graphs to Expense chart](http://www.mcfarland.k12.wi.us/district/Referendum%20Image%207.JPG)
Other:
- The Regular and Special Education "Other" category, which accounts for 7% or $2.9 million of budget includes expenses related to supplies, equipment, textbooks, maintenance equipment replacements, vehicle replacements, leases, liability, property insurance and workers compensation insurance.
- Purchased Services account for 16% of the total budget with the "Purchased Services Other" category accounting for $3 million or 49% of the purchased services budget, includes construction, cleaning, payments to other school districts for shared services, payments for grant partnerships, state payments, private student placements, legal services, and audit services. For more detailed information including a 11-year expense and revenue history of the district, please see the resources section on our budget needs page.
The referendum resulted in the following improvements:
- Combining the McFarland Primary School and Conrad Elvehjem Elementary School into one facility
- Adding a multi-purpose room at Waubesa Intermediate School
- Renovations at Indian Mound Middle School including adding classroom space
- Renovations at McFarland High School including a new pool, performing arts center, student learning center, business and marketing, and technology education spaces
- Updated athletic facilities
The timing of the referendum was beneficial for taxpayers and the district as interest rates and construction costs were very low. In addition, the district had paid off debt from a previous capital referendum resulting in a smaller tax increase.
At the time of the 2016 capital referendum the district could not foresee the budget challenges that resulted from state funding and pandemic including:
- State has provided minimal increases in school funding (6 of the last 10 years $0/pupil increases)
- State used federal COVID relief dollars for school funding needs and did not replace these funds when the federal money was gone
- Highest levels of inflation in 40 years
- Increased student mental health needs
- Teacher shortage has increased as has local competition resulting in increased wages to stay competitive
- Increased support staff competition with private sector resulting in increased wages to stay competitive
- Enrollment was increasing, but has since been decreasing
The school districts of Monona Grove, and Oregon, have higher per student revenue cap limit spending authority because their community voters approved operational referendums. These referendums were done to replace federal one time funding that districts were given to continue operational expenses and also address inflationary costs for salaries and benefits for existing staff.
MSD has the second-lowest funding per student in Dane County. Verona, at $15,310 per student has the highest and is $3,264 more per student due to operational referendums than MSD. In the April 2, 2024 operational referendum the district asked for an additional $1,598 above our current level of $12,046 per student for 24-25 to maintain educational programming.
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