City Council Meeting Date: May 1, 2018
To: Mayor and City Council
City Administrator
From: Sean Simonson, Engineering Manager
David Bennett, P.E., Public Works Director/City Engineer
Subject:
TITLE
Public Hearing on Assessments for the 2018 Division Street and Seventh Street Reconstruction and the Washington Street Mill and Overlay
BODY
Action Requested:
The Northfield City Council holds a public hearing on assessments for the 2018 Division Street and Seventh Street Reconstruction and the Washington Street Mill and Overlay.
Summary Report:
The City Council is being asked to consider holding a public hearing regarding the assessments for the 2018 Division Street and Seventh Street Reconstruction and the Washington Street Mill and Overlay Project (2018STRT-A37). The purpose of the hearing is to provide an opportunity for public comment on the assessments associated with the project. A required 14-day notice for the assessment hearing was published in the Northfield News on April 11, 2018 and notices (Attachment 1) were sent to property owners abutting the project. Along with the hearing notice, a copy of the proposed assessment roll (Attachment 2) and a financial assistance letter (Attachment 3) were also included in the mailing.
The actions requested are required by Minnesota Statutes Chapter 429, which specifies the actions that must be taken to assess property owners for the cost of local improvements. The City Council has moved this project forward to this point with the actions shown in Attachment 4.
As noted on the project process, staff received authorization to bid the project on March 6, 2018 via Resolution 2018-025. City Council received the bids and awarded the contract on April 17, 2018 via Resolution 2018-042. Finally, City Council will be asked to adopt assessments via resolution at the May 15, 2018 City Council meeting.
No appeal may be taken as to the amount of any assessment adopted by the City Council unless written objection signed by the affected property owner is filed with the city clerk prior to the assessment hearing or presented to the mayor at the assessment hearing. All objections to the assessments not received by the City Clerk or the Mayor prior to or at the assessment hearing are waived. A property owner making a properly filed objection may appeal an assessment to district court pursuant to section 429.081 by serving notice of the appeal upon the Mayor or City Clerk within 30 days after the adoption of the assessment by the City Council.
The proposed street and utility improvements are eligible for assessment according to the City of Northfield’s Assessment Policy. All abutting properties are proposed to be assessed accordingly. A benefit appraisal was prepared as part of this improvement project, which took into account zoning and land use within the project area. Assessment rates calculated based on the Benefit Appraisal are detailed in the table below:
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)
Due to the low number of residential properties located in the reconstruction portion of the project, Staff utilized the Residential Rate of $70 per linear foot from the Woodley Street Project Benefit Appraisal completed in 2015.
There are currently three non-city owned tax-exempt properties on the project. These properties are located at 415 Washington Street, (All Saints Episcopal Church) 512 Washington Street, (Cannon Valley Friends Meeting) and 713 Division Street. (Moravian Church). These properties are proposed to be assessed as follows:
415 Washington Street (All Saints Episcopal Church) - Mill & Overlay Multi-Family Rate. This is due to the size of the property being larger than a single family property and zoned residential.
512 Washington Street (Cannon Valley Friends Meeting) - Mill & Overlay Commercial Rate. This is due to the property being zoned commercial.
713 Division Street (Moravian Church) - Reconstruction Residential. This property is smaller in size and compares more to a residential property.
Looking back at the 2015 Second Street Reconstruction, and the 2013 Maple Street Project, which also had similar exempt properties, those properties received residential rate assessments. At that time, staff requested benefit appraisal for residential property types for improvement and applied them to the exempt properties. Hindsight being 20/20, staff could have asked for a specific benefit for those property types from the appraiser.
Moving forward, Council could provide direction to staff to bring an alternative option using the residential rate for the Adopt Assessment Meeting May 15. This would be consistent with how these properties types have been previously assessed and a reasonable alternative.
Alternative Options:
1. City Council could delay the assessment hearing until a later date; however, costs for the construction will begin to accrue with the start of the project (estimated late-April).
2. City Council could adjust the non-city owned exempt properties located at 415 Washington Street, and 512 Washington Street to Residential Rates. This would adjust the assessments from $7,788 to $5,412 for 415 Washington Street and from $4,554 to $2,706.00 for 512 Washington Street.
Financial Impacts:
A summary of the project costs based on the lowest bid and the engineer’s estimate based funding is shown in the table below:
![](data:image/png;base64,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)
The project will be financed through a combination of enterprise funds, bonding, Municipal State-Aid (MSA) funds, and special assessments detailed in the table below:
![](data:image/png;base64,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)
The proposed assessment roll (Attachment 2) shows the assessment for each of the abutting properties. Using the proposed rates from the benefit appraisal, the estimated assessment revenue is $391,822.00, which excludes the assessment amounts calculated for City owned properties along the project corridor. The individual assessments range from a low of $328.00 to a high of $28,914.00.
Following the process required by Minnesota Statute Chapter 429 will allow the benefits of this project to be assessed to the property owners, which aids in establishing overall project funding.
Tentative Timelines:
The attached project process (Attachment 4) details the actions taken to date as well as the upcoming actions that will be requested of Council.